##gff-version 3
##sequence-region Mycobacterium_phage_Cannibal 1 68753
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	1	2748	365.8	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0001;transl_table=11;phrog=906;top_hit=p30025 VI_00108;locus_tag=Mycobacterium_phage_Cannibal_CDS_0001;function=DNA, RNA and nucleotide metabolism;product=DNA polymerase/primase
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	2824	3114	61.5	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0002;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0002;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	3111	3479	13.3	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0003;transl_table=11;phrog=549;top_hit=NC_031102_p36;locus_tag=Mycobacterium_phage_Cannibal_CDS_0003;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	3476	4156	83.8	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0004;transl_table=11;phrog=2233;top_hit=NC_011288_p61;locus_tag=Mycobacterium_phage_Cannibal_CDS_0004;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	4153	4368	33.7	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0005;transl_table=11;phrog=1495;top_hit=MG925348_p55;locus_tag=Mycobacterium_phage_Cannibal_CDS_0005;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	4376	4669	19.1	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0006;transl_table=11;phrog=6237;top_hit=NC_022057_p101;locus_tag=Mycobacterium_phage_Cannibal_CDS_0006;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	4805	6508	251.4	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0007;transl_table=11;phrog=16;top_hit=NC_027402_p36;locus_tag=Mycobacterium_phage_Cannibal_CDS_0007;function=DNA, RNA and nucleotide metabolism;product=DNA helicase
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	6511	7914	209.4	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0008;transl_table=11;phrog=466;top_hit=NC_009799_p39;locus_tag=Mycobacterium_phage_Cannibal_CDS_0008;function=DNA, RNA and nucleotide metabolism;product=exonuclease
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	7972	8592	114.1	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0009;transl_table=11;phrog=870;top_hit=MG925348_p51;locus_tag=Mycobacterium_phage_Cannibal_CDS_0009;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	8694	10049	230.0	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0010;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0010;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	10059	11348	167.1	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0011;transl_table=11;phrog=880;top_hit=NC_008202_p27;locus_tag=Mycobacterium_phage_Cannibal_CDS_0011;function=lysis;product=endolysin
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	11474	12028	97.6	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0012;transl_table=11;phrog=636;top_hit=NC_008198_p41;locus_tag=Mycobacterium_phage_Cannibal_CDS_0012;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	12128	12553	39.5	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0013;transl_table=11;phrog=955;top_hit=JN699010_p46;locus_tag=Mycobacterium_phage_Cannibal_CDS_0013;function=DNA, RNA and nucleotide metabolism;product=HTH DNA binding protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	12550	12765	23.0	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0014;transl_table=11;phrog=597;top_hit=KU160644_p26;locus_tag=Mycobacterium_phage_Cannibal_CDS_0014;function=DNA, RNA and nucleotide metabolism;product=DNA binding protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	12762	13055	10.2	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0015;transl_table=11;phrog=1563;top_hit=JN699010_p44;locus_tag=Mycobacterium_phage_Cannibal_CDS_0015;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	13057	13275	13.4	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0016;transl_table=11;phrog=1619;top_hit=KX578071_p42;locus_tag=Mycobacterium_phage_Cannibal_CDS_0016;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	13257	14378	187.7	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0017;transl_table=11;phrog=1304;top_hit=KX578071_p41;locus_tag=Mycobacterium_phage_Cannibal_CDS_0017;function=tail;product=minor tail protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	14378	14785	64.3	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0018;transl_table=11;phrog=892;top_hit=KX578071_p40;locus_tag=Mycobacterium_phage_Cannibal_CDS_0018;function=tail;product=tail fiber protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	14825	15136	38.0	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0019;transl_table=11;phrog=941;top_hit=JF704095_p40;locus_tag=Mycobacterium_phage_Cannibal_CDS_0019;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	15136	15504	32.6	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0020;transl_table=11;phrog=915;top_hit=NC_008195_p36;locus_tag=Mycobacterium_phage_Cannibal_CDS_0020;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	15538	16161	81.0	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0021;transl_table=11;phrog=282;top_hit=NC_008195_p35;locus_tag=Mycobacterium_phage_Cannibal_CDS_0021;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	16158	16757	60.0	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0022;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0022;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	16754	17401	78.1	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0023;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0023;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	17401	17787	55.2	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0024;transl_table=11;phrog=948;top_hit=NC_023603_p29;locus_tag=Mycobacterium_phage_Cannibal_CDS_0024;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	17796	18185	46.6	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0025;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0025;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	18216	19376	154.7	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0026;transl_table=11;phrog=416;top_hit=MG812490_p33;locus_tag=Mycobacterium_phage_Cannibal_CDS_0026;function=tail;product=minor tail protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	19379	20725	191.4	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0027;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0027;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	20729	22984	350.7	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0028;transl_table=11;phrog=746;top_hit=MH051265_p31;locus_tag=Mycobacterium_phage_Cannibal_CDS_0028;function=tail;product=minor tail protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	22981	24093	157.3	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0029;transl_table=11;phrog=837;top_hit=p63180 VI_04142;locus_tag=Mycobacterium_phage_Cannibal_CDS_0029;function=tail;product=minor tail protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	24090	25523	174.7	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0030;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0030;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	25533	31508	973.0	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0031;transl_table=11;phrog=934;top_hit=MG962363_p27;locus_tag=Mycobacterium_phage_Cannibal_CDS_0031;function=tail;product=tail length tape measure protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	31628	31969	70.5	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0032;transl_table=11;phrog=1556;top_hit=JF937109_p27;locus_tag=Mycobacterium_phage_Cannibal_CDS_0032;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	32031	32594	112.8	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0033;transl_table=11;phrog=1118;top_hit=MF919503_p26;locus_tag=Mycobacterium_phage_Cannibal_CDS_0033;function=tail;product=tail assembly chaperone
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	32645	33067	19.3	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0034;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0034;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	33072	33401	69.3	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0035;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0035;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	33417	33935	35.7	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0036;transl_table=11;phrog=810;top_hit=p18132 VI_04129;locus_tag=Mycobacterium_phage_Cannibal_CDS_0036;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	33935	34672	95.7	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0037;transl_table=11;phrog=783;top_hit=KU530220_p23;locus_tag=Mycobacterium_phage_Cannibal_CDS_0037;function=connector;product=head-tail adaptor
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	34782	35045	39.6	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0038;transl_table=11;phrog=1624;top_hit=MG925348_p21;locus_tag=Mycobacterium_phage_Cannibal_CDS_0038;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	35100	35909	101.2	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0039;transl_table=11;phrog=1279;top_hit=KX657794_p39;locus_tag=Mycobacterium_phage_Cannibal_CDS_0039;function=moron, auxiliary metabolic gene and host takeover;product=queuine tRNA-ribosyltransferase
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	35955	36185	35.3	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0040;transl_table=11;phrog=922;top_hit=KP027208_p19;locus_tag=Mycobacterium_phage_Cannibal_CDS_0040;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	36244	37044	123.1	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0041;transl_table=11;phrog=792;top_hit=NC_008199_p21;locus_tag=Mycobacterium_phage_Cannibal_CDS_0041;function=tail;product=major tail protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	37132	37746	59.7	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0042;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0042;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	37743	38042	29.8	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0043;transl_table=11;phrog=1177;top_hit=MG099946_p30;locus_tag=Mycobacterium_phage_Cannibal_CDS_0043;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	38101	38490	73.5	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0044;transl_table=11;phrog=23108;top_hit=NC_025463_p37;locus_tag=Mycobacterium_phage_Cannibal_CDS_0044;function=tail;product=tail length tape measure protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	38490	39314	134.9	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0045;transl_table=11;phrog=970;top_hit=KX578071_p13;locus_tag=Mycobacterium_phage_Cannibal_CDS_0045;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	39326	40123	125.0	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0046;transl_table=11;phrog=779;top_hit=p304239 VI_00054;locus_tag=Mycobacterium_phage_Cannibal_CDS_0046;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	40223	41971	295.2	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0047;transl_table=11;phrog=777;top_hit=p18121 VI_04129;locus_tag=Mycobacterium_phage_Cannibal_CDS_0047;function=head and packaging;product=major head protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	42085	42222	0.8	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0048;transl_table=11;phrog=1789;top_hit=KX578071_p10;locus_tag=Mycobacterium_phage_Cannibal_CDS_0048;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	42795	45368	329.6	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0049;transl_table=11;phrog=859;top_hit=p63158 VI_04142;locus_tag=Mycobacterium_phage_Cannibal_CDS_0049;function=head and packaging;product=portal protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	45368	47161	291.0	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0050;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0050;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	47317	47763	60.5	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0051;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0051;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	47810	48364	51.8	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0052;transl_table=11;phrog=159;top_hit=p35032 VI_04131;locus_tag=Mycobacterium_phage_Cannibal_CDS_0052;function=DNA, RNA and nucleotide metabolism;product=RuvC-like Holliday junction resolvase
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	48510	48647	15.7	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0053;transl_table=11;phrog=1575;top_hit=MG925348_p5;locus_tag=Mycobacterium_phage_Cannibal_CDS_0053;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	48715	49080	13.9	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0054;transl_table=11;phrog=1570;top_hit=MG925348_p4;locus_tag=Mycobacterium_phage_Cannibal_CDS_0054;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	49077	49292	31.6	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0055;transl_table=11;phrog=1549;top_hit=MG925348_p3;locus_tag=Mycobacterium_phage_Cannibal_CDS_0055;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	49377	51164	241.6	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0056;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0056;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	51161	51727	75.7	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0057;transl_table=11;phrog=800;top_hit=KU356689_p12;locus_tag=Mycobacterium_phage_Cannibal_CDS_0057;function=head and packaging;product=terminase small subunit
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	51837	52034	25.1	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0058;transl_table=11;phrog=2029;top_hit=KX592589_p101;locus_tag=Mycobacterium_phage_Cannibal_CDS_0058;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	52099	52437	73.0	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0059;transl_table=11;phrog=1557;top_hit=KX592589_p100;locus_tag=Mycobacterium_phage_Cannibal_CDS_0059;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	52440	52841	52.3	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0060;transl_table=11;phrog=1332;top_hit=GQ303264_p95;locus_tag=Mycobacterium_phage_Cannibal_CDS_0060;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	52894	53130	50.1	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0061;transl_table=11;phrog=1413;top_hit=KX683293_p98;locus_tag=Mycobacterium_phage_Cannibal_CDS_0061;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	53127	53306	20.1	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0062;transl_table=11;phrog=1406;top_hit=NC_028968_p93;locus_tag=Mycobacterium_phage_Cannibal_CDS_0062;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	53303	54034	96.5	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0063;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0063;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	54197	54553	66.9	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0064;transl_table=11;phrog=1612;top_hit=KX683293_p95;locus_tag=Mycobacterium_phage_Cannibal_CDS_0064;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	54592	54837	23.6	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0065;transl_table=11;phrog=2026;top_hit=KX683293_p94;locus_tag=Mycobacterium_phage_Cannibal_CDS_0065;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	54834	55109	8.3	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0066;transl_table=11;phrog=1628;top_hit=KT364588_p94;locus_tag=Mycobacterium_phage_Cannibal_CDS_0066;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	55177	55374	29.0	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0067;transl_table=11;phrog=1318;top_hit=KR997932_p23;locus_tag=Mycobacterium_phage_Cannibal_CDS_0067;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	55406	55708	60.4	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0068;transl_table=11;phrog=1537;top_hit=KT364588_p92;locus_tag=Mycobacterium_phage_Cannibal_CDS_0068;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	55829	56050	49.1	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0069;transl_table=11;phrog=1552;top_hit=KT364588_p91;locus_tag=Mycobacterium_phage_Cannibal_CDS_0069;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	56047	56232	14.6	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0070;transl_table=11;phrog=1598;top_hit=MH051264_p90;locus_tag=Mycobacterium_phage_Cannibal_CDS_0070;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	56226	56450	18.5	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0071;transl_table=11;phrog=1634;top_hit=MH051264_p89;locus_tag=Mycobacterium_phage_Cannibal_CDS_0071;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	56447	56644	-5.9	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0072;transl_table=11;phrog=1895;top_hit=MH051264_p88;locus_tag=Mycobacterium_phage_Cannibal_CDS_0072;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	56641	56901	35.8	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0073;transl_table=11;phrog=1878;top_hit=MH051264_p87;locus_tag=Mycobacterium_phage_Cannibal_CDS_0073;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	56914	57093	28.2	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0074;transl_table=11;phrog=1602;top_hit=MH051264_p86;locus_tag=Mycobacterium_phage_Cannibal_CDS_0074;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	57197	57499	10.7	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0075;transl_table=11;phrog=960;top_hit=NC_023701_p77;locus_tag=Mycobacterium_phage_Cannibal_CDS_0075;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	57543	57929	58.5	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0076;transl_table=11;phrog=1734;top_hit=JX649098_p86;locus_tag=Mycobacterium_phage_Cannibal_CDS_0076;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	57922	58152	41.8	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0077;transl_table=11;phrog=1611;top_hit=GQ303264_p79;locus_tag=Mycobacterium_phage_Cannibal_CDS_0077;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	58152	58313	25.4	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0078;transl_table=11;phrog=2098;top_hit=MF668276_p78;locus_tag=Mycobacterium_phage_Cannibal_CDS_0078;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	58310	58573	6.4	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0079;transl_table=11;phrog=1593;top_hit=MF668276_p77;locus_tag=Mycobacterium_phage_Cannibal_CDS_0079;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	58628	58771	22.9	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0080;transl_table=11;phrog=1306;top_hit=KR080205_p74;locus_tag=Mycobacterium_phage_Cannibal_CDS_0080;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	58807	59226	42.5	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0081;transl_table=11;phrog=1643;top_hit=GQ303264_p76;locus_tag=Mycobacterium_phage_Cannibal_CDS_0081;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	59307	59516	31.4	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0082;transl_table=11;phrog=1610;top_hit=GQ303264_p75;locus_tag=Mycobacterium_phage_Cannibal_CDS_0082;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	59887	60492	52.6	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0083;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0083;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	60494	60961	40.8	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0084;transl_table=11;phrog=1596;top_hit=KM347890_p74;locus_tag=Mycobacterium_phage_Cannibal_CDS_0084;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	61042	61464	71.7	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0085;transl_table=11;phrog=1606;top_hit=MG962375_p70;locus_tag=Mycobacterium_phage_Cannibal_CDS_0085;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	61461	62054	37.5	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0086;transl_table=11;phrog=1031;top_hit=JF704104_p68;locus_tag=Mycobacterium_phage_Cannibal_CDS_0086;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	62035	62730	92.2	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0087;transl_table=11;phrog=645;top_hit=MF185725_p2;locus_tag=Mycobacterium_phage_Cannibal_CDS_0087;function=DNA, RNA and nucleotide metabolism;product=Rnase E
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	62935	63111	25.0	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0088;transl_table=11;phrog=1572;top_hit=NC_028803_p69;locus_tag=Mycobacterium_phage_Cannibal_CDS_0088;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	63434	64195	104.3	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0089;transl_table=11;phrog=996;top_hit=NC_011044_p60;locus_tag=Mycobacterium_phage_Cannibal_CDS_0089;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	64274	64390	7.1	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0090;transl_table=11;phrog=4229;top_hit=KJ194583_p65;locus_tag=Mycobacterium_phage_Cannibal_CDS_0090;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	64595	65020	26.8	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0091;transl_table=11;phrog=982;top_hit=NC_028801_p64;locus_tag=Mycobacterium_phage_Cannibal_CDS_0091;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	65133	65489	56.6	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0092;transl_table=11;phrog=1148;top_hit=NC_011044_p58;locus_tag=Mycobacterium_phage_Cannibal_CDS_0092;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	65489	65641	12.8	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0093;transl_table=11;phrog=1751;top_hit=KX620786_p61;locus_tag=Mycobacterium_phage_Cannibal_CDS_0093;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	65734	66192	60.7	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0094;transl_table=11;phrog=993;top_hit=NC_023741_p56;locus_tag=Mycobacterium_phage_Cannibal_CDS_0094;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	66189	68048	308.4	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0095;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_Cannibal_CDS_0095;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	68259	68615	44.4	+	0	ID=Mycobacterium_phage_Cannibal_CDS_0096;transl_table=11;phrog=1597;top_hit=MF919523_p58;locus_tag=Mycobacterium_phage_Cannibal_CDS_0096;function=unknown function;product=hypothetical protein
Mycobacterium_phage_Cannibal	Pyrodigal-gv_0.3.2	CDS	68631	68753	3.5	-	0	ID=Mycobacterium_phage_Cannibal_CDS_0097;transl_table=11;phrog=14514;top_hit=JN699009_p60;locus_tag=Mycobacterium_phage_Cannibal_CDS_0097;function=unknown function;product=hypothetical protein
##FASTA
>Mycobacterium_phage_Cannibal rotated=True rotated_gene=repA
GTGCTCGGATCAACCCCCATCACCGCCATCCTCGGCGCTGGCATCGACAACCGCGACCCC
GAGGCGGTGCGCGCATTTGTGCGTCAGGCCGCCGATATTGGGCTGTCGATCATGTTCATC
GCGCCCGATTCCAAGGCACCCGTCGACCTGCGCACCCCGCAGAAGAAGAAAGCTGACGAC
AAGGCGGCGCAGGAAGCCGCGCGTGAGGCGGGTAGACGGGACTGGGCGCGAGTCAAATCG
CCAGCCGGTCTCACGCTGGCCACCTCAGACAAGACAGTGCTCGACCGCTATTTGAAGCGG
TACCTGACCCTGTACGCCGAGCGGTACCCCGAGGGTGTGCCGGTCAACGTCGCCGTCGAG
GTCGGCGGCTCGGCGCTGGTCGTGGTCGACTGCGACACTGCCGCCCAGCTACAGAGGTTC
TACGAGGCCGCACTGCCCGAGGACATCGGCATTGACGACGTGCCACCGCCCACCGTGGTG
ACGCCCGGCCACGCGGGCAAGGACGGCGACCTTGCCGATCCGAGCTCGTGGGCACACAGC
GACGGCGGGCATTTCTACTTCACCGTGCCCGACGAGATCATTCCGACGCTGCCGCGCAAC
CTCGGCGCGATGACGTGGGGCGGCGAGGACGGTTTCGCAGTCCTGTGGGACAAGCGGTAT
GTGCTCATCCCGCCGTCGACCCGCCCCGAGGGTTCCTATGAGGTTGTCGGTCGCGACTAC
CCGATCACCGACGCACCGTGGCTGCTCGACGCGATCCGTGAGGCCGCCGCGCGCCGGGCC
GAGCGCACCGAGCGTGCGCACCGCGATAGCGAGGCCGGTGAGCTCAGCGAGGCCATCGAC
GGGTGGGCCGAGGCCACCTCGTGGTCAGCGATTCTTGAGCCGCTCGGTTGGACCCCCGCA
CCGCGCGCTGATGCGTGTGGATGCCCGGTCTGGACCGCGCCCGGTGTCCACGCCTCACCC
AAGAGCGCCACCGCACACGACACGGGCTGCGCACTGGGCCGGTACACCGAGGTCAACGCA
CCGCTGCACATCTGGACTGACAACCCCGGCGAGCCGTTTGAGGCGTGGATCTCCGACAAG
GGCACCAAGACCCTCAGCAAGCTGCAAGCAGTTGCGCTCATCGACTATGGGGGCAACATC
GGCAAGGCCATGGACGAGATCGGGCTGACGCCGGATTTGGCAGTCGAGGTCGACCCCGAC
ATCGCACCCAAGCAGGTCGACCCCGATCACGCGATGACCGGCGACGGTGATTTCGAGCTG
CCCGCCGCGCCCGAGCCTGAGACGACCTCGACGCCTGACGATCCACCGTTCTGCCCGGTG
TGCGACACCGAGGCCGGTGCGTTCGTGGTCGACGGCGACGGCGACATGTGGCACATGCCC
GAGGGCGGCAGCGCAGGAGATGAGCACCTCGCCGAGCCCGCGCCCGCCACCTACGCGCAC
GACGCCTCGTGCAACACCGCGCACACCGCCGGTCCTGAGCCGTGCCCGACGCCGACGAGC
TACGCCGACGACCTCAGCGATCTGCCCGCCGATTTCGGCAAGTCCGAGCCCGCCGACGAA
CCATCGCCGTACGCCGCCGCCGACCCCGAGCAGACCGACCCCGATGTCTACGACAGTCCG
CACAGCGGTGTGCCGCGCATCGCCCCGTTCTCGCATTGGCGCGATATGCCGCCGCCCGAG
TACGTCATCGAGGGTCTGCTTGAGCACGGTGGTCTGACCTCGATCATCGGGCCGCCCGGC
ATCGGTAAGTCGTCGGTGGTGCTCGACATGGCCTGTCACATCGCGGTGGGCAAGCGGTGG
CAGGGACGCCGCACCCTCAAGACCAAGGTGCTGTATCTGCCCGGTGAGGGTCTCGCCGGT
GCTGTGCAACGGTTGCGCGCGTGGGAAGCCAATCACGATGTCGACCTTGGCAACGATCTG
ATGCTCGGCGACTCGATCATCCTGATCAAGGCCAGCAACGAGGCATGGGGTGACCTGGCC
GCGTACATCGCCCGGCACGAGATCGGCCTCGTAGTCTTCGATACGTTCGCGCGTCAGTCG
TCGGGTCTTGAAGAGAACAGCGCCACCGATGTCGGTGTCGCGGTCCGGCGCTACGACAAG
CTACGTGAGCTCACCGGCGCTGGTGTGTGCGTCGTGCACCACACGAGTAAGGCGCACACC
GATCAGGGTCGAGGATCGTCGGCGCTCAACGGTGCCCTCGACAGCGAGCTCGTGGTGCGG
GCGGCGACGTGGGACACCGAGTCGGCGATGATCGATGGACGCCTGCCGGGCCGCCCGATG
GAAGTCATGACCACCAAGCAGAAGAACGCCGAGGCACTCGAGGAAGCCATCGCACTGATG
ATGGTCAGCTACGAGGACGAGGACGCCGGGATCAAGGCCCCGCTGATCACCGGCCCCAAC
GGCAGCGTCGACCCGATGCAGGGAGAAATCGTGCTCGCTCGACCTCGCCCCGAGGCTGTC
ATCGAGACCGCCGTGCGCATCCGTCAGTTCGTCAACGATCTGCCGACACAGGGTGCCACG
CGCGCGGAAATCCTCACCGCCGTGCAGGCCGACGCGTATGCCCGCAGCCGTCGGGACAGC
GCCGCATACTGGAAGCTGCACATTCAACGTGCGGTGGATATGGGTCTGCGGTTCAACCTC
ATTGAGACGCTCACCGGCACCGCCTCGGGCAGCCGCTACATCCCCGGTCAGGTCGGGATC
GAGCAGGCTCGCACGTTGGCTGCCGCCGAGGTGATCGACGGGGACTAGTTGACTTACCCG
ACACATGCGGGTAAGTTCATCACCAGCAGCACCAACCACCAACAACCACAAAGGAGATCA
ACCATGAAGACCCTGATCATCGCGGCTGCTGCCGCGCTCGGTGTGGCGCTCGCGCCCGCC
GGGATCGCCGACGCCGCGCCCAAGATGTGCGACAACCACGGTTTCGGCAAGGGCCAGATC
TACAAGCACGCGTGTGCGTCCGGCAACGGCGGCTCGGCGGTGTGGGTGACCGTCTACAAC
GAGGACGGCACCCCCAAGAAAGTCATGACCGAGGACGGTCTCAAGACCGTCAAGCGCTGC
GATATCCGTTGCGGCGGCGGTCGTCACCACGGCGAAACCACCGACCCGTGGTGAGCCGCC
GTCTCAAGGCCGCACTGGCTGCCGTCGCGATGACGGCAGCCGGTGCCCTGGCCACCGCGC
CCGCCGCCTCGGCTGACGAGATCGCCGGTTGCAAGACTGAGTTGTGGATCCTGTGGGGAT
CGAACACCCGCACCCTGTGCGACACGCCGCGCCGGGCCGATGGATCGTGGACGCGCTACC
GCGAGTTCTGGTCGCCGAGCTACTACAAGTCGTTCACGTGCACGACCTATGGCGGGCGGT
ACTACGCGTCCACCTCGTGCGATGGCGGATATGTGGTGCCTCGACGCAGCAAGGGCATCG
AGGTTTACCCGGTCACCGACGCCACGGTGCTCCACGACGAACCGGGGTGGCTCGGATGAC
CGCCGTCGACCTCGACACCGCCCGGCAGCTCATCGGCGACGGTGTCCCGAGCACGGGTGC
GCTGCCCGCAGCGTGGTGGATCAGCACCGACCCCGAGATCATCGAGGCATACGACCGGTG
GAAGTCGGACTATGCGGCGCACCGCGACCGTGTCGATGCGTTCGTTCGCGACACGTTCGG
CGGCACCGGGGCCGAGGACGCCATGATGTGGTCGCACGGCACGCGCTCGGTGATCAGCGG
TTTCACCCCGCCGCACGAAATGACGATCTGGCCAGGGCATGACGACTACCGTCCACCCCC
CACGGGATGGCGTGTCGACAGCAAGAGCCACCTACTCGTGCCCTCACGGAAGACCAAAGC
CGACCGCGAGTCCGACGCCAACAAGGTGTTCGACGCGATCAAGCAGGTGCCCAACCTCGG
CAGCTACATATTCGGTCTGTCGCCCGAGCTGTTCCTCGATGATCGGGGGTGGGGCGGCAC
GGTCTATTACACGCGGTATCGCCGGGGAGACAACTGCGTGTGGGCCTATTCGGGCGGCGA
CCCTGACCGGCAGTTGACCGATGACCGGCGCGCGTTCAAGGTCGCCGCCATCGTGTGGAC
GCGTATGCCGCTGTCGACGCTGGCCAAGCTCATGGAAGAAAAAGCCGAGCGACTCAAGAC
AGGAACCGAGGAATGAGCGACATCTACGTCGTCACCGACGGCAGTCGGGTCATCGGCGCG
AGCACCAAGCTGCAAGGTGCCGAGCTCATCCGAGCCGAGTACGCCTCGGCAGCGCGCGGG
TTCTGGAAAGCCCATGGTCGTCGGCCTGACGAGCAGGCCGATGAGGCCGAACGGGAGACC
TATGCCCGTGTCAAGATCCAGAACACCGAGCTCACCGACGACGGGTAGGGGAACAATGAA
CGATCCAGTCGCCGAGGCGGTGCAACGCGCATGGGACGCCCGTAGACCTGGGCTACTAAA
GATCGGCGTGCACATGGAGAACGCTGCCCGTGAGGCTTTGAAGCCGATCCGCGAACTGCA
CCGCCCTCGGTGGAGCAACTGCATCAACGCCTGCTGTAGCGGCGAGGACTGCCGACTCAG
AGACCGCGTATGCGAACACTGCGAGGTCGATTGGCCATGCGACACCGCCAAGCTGATCTA
CACCACCGAGGGGGAAGACAAGAACATCGAACTCACCGACGACGGGTAGACAAACCCGAA
CAGTTCGGGTAAGTTCTGATGGACCGGCTGACCTGAGTGAAACCCAAGCCCGCTCAGGTC
AGCCGGTCACCACACACCAACACCACACCAGCAACACACCAACACCACACCGAAAGCACC
GAACATGACATCACCAGCGCCTCGGGAATTGCGCCCGTACCAGCGCGAGGCAGTCGAGGC
CATCGAGTCTCACTGGTCGCAAGGCGTGACCCGCGTGGGTGTCGTTCTCCCCACCGGCAC
CGGCAAGTCGACGGTCATCGGTCGCACTGCCGTCAACGGATACCAGAACCGCGAGCCCGT
CCTCATGGTCGCTCACCGTGGTGAGCTCATCGACCAGATGGCGGGCACCATTTTCGAGGT
CGACCCCTCGATCCCGCGCAGCCACGTCGGCATCGTGCGCGCCGAAATGGATGACCACAG
CGCGCCCATCGTGGTTGCGACCTTGCAGACGTTGGCCACCGCGCACCGCCGCGAGGCTGT
CGGTTTCCGTCGACGCATTCTCTGGGACGAGGTGCATCACGCCGGGGCCGAGGGTTTCCA
CACGACGTTCACAGAGCTCGGCGGATACACCGACGCACTGTTCGCAGGATTCACCGCCAC
GATGCGTCGCGACGACAAGGGCAAAAGCCCGGTCGGCCTCGGCGACGTGATCGAGAAAGT
CGTTTACGAGAAAGACATTCTCTGGGCCATCGACTCTGGCTACCTCGTGCGCCCGCGCGG
TCTGACCGTCCGCATCAAGAACCTCAACGCCCTCGATGACGTGCGCACCGTCGCCGGTGA
CTTTCAGCAGTCCGACCTCGCCGAGGTCATGGAAGCCGCCACCGAGTACGTGGTCGACGC
GATCAAGCTGCACGCCGCCGACCGCCGCCCCATCATCTTCGCTGCGTCGGTCGACGCCGC
CCACCACATCGCCGACGCACTGACCGCCGCCGATTTCCCCGCCGTCGCCGTCACCGGCTC
GATGAGCTACGCCGAGCGCCAGCCCGTATACGAGGCGTACCGCAACGGCACCGCCAAGGC
ACTGGTCACTGTGCAGGTGCTCACCGAGGGTGCCGATTTCCCGATGTGCGACTGCGTCGT
GCTGGCCCGGCCCACCCGCAGCCGCAACCTGTACTCGCAGATGATCGGTCGCGCGCTGCG
TCTGTACGACGGCAAGCAGGATGCCCTCGTGCTCGACCTCGCCGGGTCATCGCGCTCGAT
GAAACTCGTCAACCTCACACAACTCGTGCCGGGTGTCGACGCCGCCGAGGTCACCGAGGA
CGGGTCTGTCATCGAGATCGAGCCCGACGACGAGCTGCCCGGCGAGGGCAGCGACCCGAC
ACCCAAGATCGTTCGGCAGGGTCCGGTCGAGATGGTCGTGATTGATCTGCTGTCCGGCAG
CGATGTGACGTGGTGCGAGACCACCCTCGGTGTCCCGTTCATCCCGTTGATGGATGACGA
GATCGTGTTCGTGTGGCCCAAGGACGGGTACCGCCCGCTCGACGCCAATGCCACGTCGTG
GGCGGTGGCCACCATGAGCACCAAGACCGGGCGCGGCGGATGGGTATCGGGGTCCGGTGC
GGTCGGTGTCGCCGAGCCGGATTACATCGGGCTCGAGGCTGCCTGCGAGGCCGCCGAGGC
ATGGATCGTCAACAGCGGCAAGCGGCTGCCGAGCAAGAAAGACTCGTGGCGGCGAAAGCA
GCCCGCCACGGCCAAGCAGATTGCTTTCGCGCGGGGCCTCGGCATTGTCGGTGCCGACGC
CATGACCAAGGCCGAGCTCAGCGACGAGATCTCGACGGTGAAAATCAGCCGCCGCCTCGA
CCGCAACATCACAAGGATCGAGGCGTAACCGTGGTGAGCGTGGCACGGCAGTTCCCCGCG
TGGCGGCAGCCAGACGGCTCGGTGTGGTTTCGGCCCGCCGACGGCGACGGCTGGACCGCC
GACCCCGAGCAGGCGCACGCCGACTACCGCGTCGTGATCGCGCCGGACGGTTCGGTGCTC
ACGTGGGACGGCGACCCCGATGCCCCGCAGACCGGCCCCACAGCCCCGCAGACGCACGAA
ACCCAACAACCACGACAGGAGACAGCCACCATGACGGCAATCGATGAGAATGGCGATTTC
TACCCCCGGCACACCGAGTGGATGCGCTATCCGCTGCCGCCCGAGCCGCCGCGCCCGCCG
TCGAAATACAACGGTCGGCACCAGTACATGTTGCCGCACCCCGAGACGGGCCGACTGACC
TCGTACCCGCGCGCCACCACGGTGGCCAAGACACTCGAAGACACCACAGGGCTGGCCAAG
TGGAACCGCCGCAACGTCGTCGGTGCCGTGCTCAACCTCGTGCACCGCGAGATCACCGGC
AAGGCCAACGAGCCGATGGGACCGGGCGGGGACTACACCGCCGCCGCCCTGCTCGCCGAG
TTGCGCGATGTCTACGCCAACCACACCAAGGTGGGCGAGATCGACCGGGTCATCGAGACC
ATCGACAACGTGACCGGCGGTGCCGAGGCACGCGAGTTCGGCGAGTGCGTGCACGCGTGG
CTGGAAGCGCTCGACCTCGGGATGGTGCTGCTGCGCGATCTACCCGACATGGTCCGGCCT
CACGCGCTGGCCTACCGCCGGGTGCTCGCACACCGAGGTCTGGTGGCGCTACCGGAGTAC
GTCGAACGCACCGTGCTCAATGACCTCGGCGAGGAAGCGACAGCGGGCAAGATCGACCGA
ATTTTCCAGATCGTCTCGACCGGAGAGCTCGTCCTCGGCGATGTCAAGACCACCAAGGTC
GACAGCATGCAGTATTCGTGGCTCGCGTTCGCAGTCCAGATCGGCGGGGTGTACTCGTGG
GCACCGCACGTGCTCAACGCTACCGGTGACGGTTGGGAACGTATGCCCAAGCTCATCGGC
ATCCCGCACCCCGACGACGAGACTGACGACGAGCGCGACCCGTTCGCCATCCTCGTGCAC
GTGCCGAGCGATCACCCCGAGAAAGCCTCGGCGATCACGATTGATGCGGTGTGGGGTGCC
GAGGCGCTCATCGAATCCTCGACCACCCGCCGTATGCGCAGCCGGGCCAAGACCGAGGTG
CCCCGGCACGCCGTGCCCGCACCGACCAAGCAGTCCGTGCGCTACGCCGAGGCCCGCCTC
GCTCTGACCGCTATCGAGTCAGCCGAGGACGGCGAGCGGGTCTACACCGAATATCAGGAT
GTCTGGGACGACACCCTCACTGACTTTGCGACCACGGTTGCAAAGCTGCTCTGAGACCTC
AGAGCAGTCCACAACACCACCATCACCACAAACACAAAGGAGATCACCACCATGGCCGGT
AGCCCGTTTTCAGGCAAGGGTGGCGCTGCCACCGCCGCTGCGCCCGCCCCGAGCAAGGGC
AAGGTCGACCCCGCCGACCTCCCCGACGTGACCAATGTCGGTGAGGACAAGCCCGTTGGG
TCCGACCCGTACGCCGCCGCCGATCCCACCGGGGTCAGCGGCTACAAGCCCGCGTTCTTC
CTCGGGCAGTTGGTGCTCATGCACCCCACCGAGTACGGCACGATGGCCACCGTGCACGAC
AAGGACGGCAAAGAATCCGAGTTCGTGCGGTTCGACATCATCCCGCTCACTGTGCCCGAG
CCGGGAACGCCGAACGCACAGACCGCTGTTCGGCTGGACAACGGCAACTTCGGTTTCCTC
AACCGGGACGGCGAGGTCGAGGAATGCGAGCCGTATGAGGTCGGCGAGCGTCTTGACGAC
ATCATGGTGTTCAACAAGGCGCTCGCGCGTGAGGGCAAAAAGGCCCTCGACCGTGGCATC
GCGTGGGTGCTGGGACGGATCGTCAAGGGTGTCAAGAAGCCGAATCAGTCGGCACCGTTC
ATCCTCGTTGCGGGCAGCGAGGATGACAAGGCGCTCTACCAGCAGTGGCGGCAGTCGCTC
GCCAAGGCGTAACGCCCTGTAACGCAGTCGAGGCCGGTGTCCCACCCCAAAGGACACCGG
CCTCGCTGTTGGGTACCAACAACCACGAAGGGACCGCCGCGCACACTATACCGCTATGCG
GGCAGCTCTCGCCCTACCCAATCTCGGACGTGCTGCACGGCGAGACCGATATAGGTCTGA
CCGGGCCATACCTCGCGGATGTGGTACTCGATGTGCGGGCGTGTGCCAGCGAACAGGAAT
TTCATTCCGAGGATGGCCGCCTGAGCCGCCGCCGCCGGTCCGGTGAGCGCACCGCCGGTG
CCCGGCCCGCCGACGCCTGCGATGAGACCGGGCAGCGCCGAGGTGAACAACGGAAGTAGC
AGCGGGATGGCCGCAAGCGGGTTGGCCAGCAGCGCCGCCGGGTTGGCCATGCCGCCGCCG
AGCAGTCCCCCGAGGCCGCCGCCGAGAAGACCCCCGAGCAGACCGCCGCCGCCGGTCGCC
GGTCCGACGCCGCCGAGGCCGAGCAGCCCGAAAATGCCCGCGTCCTGTGCGATCTCCAGA
ATGTGCGGCAGCATGGCCGCCGCCGTGTTCAGGAAGTCGTTGAGGGCCAGCGTCGTGACC
ATGTCGTAGACGGTCTCCATGATGTCGCCGGTGCCGCCCTCGACGGGTACGGGGATCGAC
CCATACATATCCTCGGGGTCGCACAGATAGCACGCCCTCGGGCCGAGCTGCGCGTAGATG
TCGGTGGCGAGCCTGTTGCTCGCGATTCCGACGCCGGGCGCGGCGGTGCCGCCGTAGAAC
GCACCGCCGAGCGGGCGGGCCGGTGGGCCGATGTGGAACGAGCACACGTAGTTGTCGCGG
AACGCCGCGAGCTCGCCGCCCGGCGAGAAGAGCGCGGTGAGCAGCTTGGCCACCACGATC
TCACCGAGGCTGTAGCCGCCGAGCACGAACTTGCGCGAGGGGTTTGCCTTGATCCACGCC
GCGCCGGACCGGTAGCCGATATCGATGGCCTGGCGTGCGCTCGGCAGGTTCGGCGCACCC
GGCGGCAGCCCGCCCATCGAGGCGGGGAACTCGGGGTTGATTTCCTCGACCATCGGGCCG
ACCTGCTGGCAGACCTGGCTCACGTAATCCTGACCGATGATGCCGCCGGTGCCTCGGAAC
ACCAGCGCCGCCGCCCGGTTGGCCGGTACCGGCGGTGGTGCCGGGGCGGTCTGCTCGGGC
AGGATGCCGAGCTGTTTCTTGGTGGCCCAGTCGAGCACACCATCGGTGTTCATCACGGGG
CCGGGTTTCTTGCCCTCGTGGATCTCGGCATTACGCCGCTGCTGGAACGTGCGCAGCGCC
GTGCCGAACTCGGCGGTGTAGACGTTCGACGTTTCGGTCTTGAACGCCGCGCCGTAGCTG
AACACCTTGAGCTTGGCCTTGGCCTGAGCGACGGTCACGGCGACATCGCCGACATTCTGC
GGCGGCTGCCATGCGGTGGGCTGTGTCATTCGGATCTCCTACGGTTTGAGGGCGGCTGCG
GTGTTGGGGCCAACGATGCCGTCGGCGATGAGCAGGCTGCGACGCTGGAACTCCCGCACC
GCGAGCTCGGTGAGCGGGCCGAAATCGCCGTCGATTTCGAGGTGACCCGCGTAGGACCGA
TACGCCGCCTTGAGCCGCCGCTGCACGCGCCGGACACGGTCGGCATCGTTGCGCGGGTTG
CCTCGGTAGAGCATCCAATCTGCGTACTGATCGGGCTTGGTGCCCGGCACGGTGACCGGC
GGCGGTGTCGGCAGCGGCGGCAGCTCGGTGCCCGCGAGGAATTGGTTCACGCGTCGCATG
AGCTCGTCGCGCGGGAAATTGGGGCCGGGGTCGGTGTGGCCACCGCCCCACGCGCCGAGG
TCGACGTGTCCGCACACGCCGTCGAGGCCCCACGGCGGGATGTTGCGGCCACCGATCCAT
ACCGGTGGGATGCCGTACTTGTCGCACCACCATGCGATGACGTGCGCGGTCTTGGTGAGC
TGCAAGTCCTCGTTCTTGCCGTCGGACGTGTCGACATCGAGCCATTTGTTGCGCGACCAC
GACGCGTAGCTACCAGCCATGCAGATGTGGAACGCGTACTTGTTCGCGCCCGCTGCCGCC
CACGGTGCATCGCCCTCGGCGACGACCTTGAGCACCTCGCGGTCATCGACCACGACGTGA
TACGAGACCTGGCTCGACTTCTGCGCGAGGTAGGCCGCGAGGTCGCGCGCCGTACGACCG
CCCTCTTGGGTGTGCACCACGATCCACCTGGGATCGCCGAGACCGCGCGGGTGGTAGCGG
TTCGGCGACCACAGCTCGCCGGTGAACGGATCTGTCAGCTTGGCCAATGTTCCTCCCTTG
GGTGGTGCGGGTGCCGGGACGGGGTCGCCGGGGTTGCGCGCGTTGGCCAGCCACGGCTTG
GGATCGATCTGCGACCCCTGCCGCCACACGGTGGGGTGCACCTCGAAGTGCAGATGTGGG
CCGGTCGATTGACCGTTCGTGCCGACGTAGGCGATGAGCTGCCCGGCCTCGACGCGCTGC
CCTTGACGTAGTCCGGTGGCGAACGCGTCCCACATGTGTCCGTAGACGGTCGTGCCGCCA
CCGTCGGCTGCGGGGTGGTCGATCACGATCCATTGCCCAAAACCGTCGGCTCTGCCGATG
TAGGCCACGGTGCCGCCCTGCGCAGCGTAGATCGGTGTGCCGTCCTTGGCGGCGAAATCG
AGGCCACGGTGCTGGCTGCCCCACCTCGGGCCGAAACCGGACGACAGTGTGTAGGTGCCC
GCGCGCATGGGCATGTACCTCGGCATACGTGTCACGGTAGACGTGCCCGATGAACGTGTT
GACAAATCCGACAAGGGCGGGTAACTTATCTCTTGTCAGGCGGGATCGACCCGCCGAGGA
AGGATTCAAGATCATGGCCACCCCGTTCGACACCATCGCCCCCGCCTCTGACGCCGCCAC
CGCGCTGCTGACGAAATTGATGATGGCCAAGGCCAAGGCCACCGGTGCCGACACCGCCGA
GGCCGCCGTCAAGATCATGACGTGGCTCGAAACCCACAGCGATTCCGCCACGGTCAGTGC
GAACATCGACCGGCTCAAGGCCGAGGGTTACGCGCCCGAGCGCGAGATCGTCGCCGGTGC
CGACGAGGTACCCGCCGGTCGCTACGCCATCGACACCACGATCCACGCGATCAACGGCAC
CGCGTTCTACAGGGTCGACCGCCCCACCGAGGGACGTTGGGCCGGGTACGTGTTCGTCAA
GCAGATTGTCGGCGACGAGGAACGCCGCCTCAGCCAGAAGCAGGGCGGCACGATTTTGCG
CCGCATCGCCGAGGCCGGTGCCGAGGCCGCGAGCGCCCGCTACGGTCACGAGATCGGAGA
GTGCGGTGTCTGCGGTCGAACCCTGACCAACGACGAGAGTCGCGAGCGCGGTATCGGACC
GATCTGCGCAGAGAAGATGGGCTGGTAATTGATCGACCGGCCCGATCAGGCGGGCCGGTA
CCGGCACCACCGGTATCGGCTCGCCGCACTGTTTCACCACCACAACAACCACAGGGAGAC
ACATCACATGACCACCACCGAGACCAACGTCGCAGCGCCCGTCGAGGTCTACCCGCCGAC
CTACACCGAGGGCCTCGGCGAGCTCGTGCGCGCACACAGGATGTACCTCGGACTCAGCCA
GCGTGACCTTGCCGCTCGGCTCGGCATGGACCGACGTGACTATCAGCACATCGAGACAGG
ACGCGATAAATGCCCTCCCGGTCTCATCAGCAAACTTGACGCGCTTAGCGATGAGTTCGC
TAATCAGGTCGATAAGGTCATTGCCGAGGCAATTGCATCCGGTGGCATTACCATCGCTGT
CAGCAACTCTGGCGAACCTCAAGACGAATGGGACCGCCTCGTTGCCGGACGCGCCGCAAT
TGAGACCGATGCCGATGCACCGATCACGCTTACCATTGTCGGGAAACAGACAACGGGGAG
GTTTGCACGATGACTGATCAGACCCACGAGGCACCCCCTGTGCCCCGGTATCTCAGTCGA
GACGAGGTCGCCAAGCGCCTCGGCATGAAATCCGTTCGATCGCTGTCGGGCATCGAGTTG
CCGCCGCCCGATGTCGAGGTCGGCAAGCACAAGGGGTGGCTGCCCGAGACCATCGACGCG
TGGCACGCCACGCGGCCCGGTCGCGGTTGGTGGGGCGGGCGGTGACCGTCCAACGGACCC
CGCACGGTGGTCACCACGACAAGGTGACCACCGCCGGGGCGGTGGGACTGTTCATGTTGT
TCATCAGCTATCTGCCGGACAACCCACACCCGATGTCGACCGCCCTCGTCGGAGCTGTGT
GCATCGGCATTGCCGTCCGGCTGCGATACCTCGGGCAGCTCGACCGGACCGCCTACAGGC
CGCCACAGCCGCCCGCACAGCACTACCCCGTCGGTGCCCGCCGCGAGAGAATCACCCACG
AGCGCCGCACCCGTGAGCGGATCTGGTTCGACTGACATGCACCGGGCCAGCAGCGTCGAG
CTCTACGGTGGCCCATTAGACGGCGAGCGCCGCGTCGTACCTGACACGCAGCACGAGCTC
ACCGTGTGGACGCCGATCTGCCCGCTGCCCGGCGAGAAACCGGGCCTCTACCGTAGCCAG
CCGCACAAGTACGTGAGGCAGCGCGATGAGCCGTGGCTGTTCAGCTACGTGCTCGATCAA
GCAGCCTCGAGGTAGGCCAGACCCGGCGAGACCTTGCGCGATGTGTTGAGCTCTTTAGCG
CCCTGCATGATCATGGCCACCGAGCGGTTGTTGACGCCCTTGGCCGCAGTAGCGCTATTG
TCCTCCCACACGCCCACGGTCTCGCCGTTTCTGGTGATCGAGTGAATGTCGCCGAACTGT
TCCAGCCGCAGCACATCGCCCGGCGAGTAGCTGGCCACCTGAGGCAGCACGAGCGTGTTG
TTGCCGCCGACGCGCCGCACGAGCGATACCTGAGAGTTCATGAACTGCATGCCGACGCCG
GTGGCACCGCTGCCGTTGTTCGCGTACCGCCGGAACACCTGAGTCGGGTAGTCCGGCGCG
CCGAGGTCGGCAACCTGCACCTCAAGGTAGCCGTCATCGCCGTCGAGCAAGGTCTCATGA
CGCAGACGCGAGGTGTGCCGGTTGAGCGTGAGCAGGCCATCGGGAATGAGCATCTTGGCG
ATGTCGCCGAGCACACCGATGGTGTAGCAGATTCCCTCGTTGTCCCCGCCGTGGGGCCGG
AACTGTCCACACGTGATCGTGCCGATCACCTCGCCGAACGCGTCGACCACATAGTTGATC
GGGTCGGCGAGGTTCCCGAGCGCGTCGGGGATCAGTCCGATGAGTCGCCCGATGTCGCCG
ATGATCGGGATGCTGCCGATGATCGAGACGATATCGAGCTCGCCCTTGAGCCAGTCGGCG
AGGATGCCGCCGAAGATCGGGATGCCGTTGATCAGTCCGATGAGACCATTGGGCGCGGCG
GTGCCGCCCCACACGCCGCAGTAGGCGGTGGCGAGATCTTGCCCGGTCTGCGCAACGAGC
TTGCCGAGACCGTTGATGTTGTCCTCAACGAAAGCCACGGTGTGACCGACGATGTTACCG
AGACCGTCCCGTAGCACCCCGGTGACATCGGAGCACAGCGCCCCGAGGTCGCCGCTGAGC
AACTCGTTGAGCCACCGGTCCAGAATGTCGGTGAAATCGTCTCGGATCTTGCCCTGCGAC
CACAGCAGGGTCTCACCGCGCCGGACTTGCTTGATCGGGGTGGTGCCGTGATAGATCGCC
TTGTAGGGTGCCGCTGCACCGCGCCTGATCGTCGCCATCAGCTCAGGTAGTAATCCGTGT
TCGGGTCTTTTGTCGCCAGCGCGTTGTACTGCGCCACGGTCATGTAGACCTGCTTGACCT
CGACGGGGTTGCCCGAGGCATCCTCGGCGGTGACCACACCGATGCCGGTCTTCTCTGAGG
TGACCGCGCCTGCCGCGAGCGCTGGTGCCCCCACCGCCCCGTCATCGATGTGCTGCGCCT
TGACCGCGTCGTCATCGAGCTCGACCGACCCCACCGCGCCCGCGTCGATCTTCTCGCGCG
TGACCGCGTCATTGGCGATCTTGTCGGTCGTGACCTCGCCGGTCTCAAGGCCCGGCGCGA
GCGCCTCAATCTCGTCACGCACATCGGGGTCGAGGCGGTTACCTCGGGTGCCTGAGGTTT
CAAACAGGACAGCGGTGACGGCCATAGCACACAGGGTATCGCGACGGGAGGCAAGTTCCC
CGGCTCATCGCATCGGGTTGCTGAGGAACGCGTCGAACGATGCCTCGACTTCCTCGTCCG
AGAAACCGGGAGGTGGCGGGAAATAGCTCTCACCGTTGATCACCTTGGCGGTGATGTCGG
GCTTATAGAGCTTGTCGTAGTAGCGCGTGAGCTCGCTGCGCGCCTCGGTCTGCGACTTGG
CCTCAGACACCGACGCCTCGGCACCGAGCTGCTCGATGAGATCCAACACGACGTGCATCG
ATGGGCACGCCATGATGTTGGTGATGCCTTGGCCCAGAGCCTTGAGCCGCAGTGCCCGCC
AATTGTGCGCGGCCATCAACGCGAGGTTGATGACCGCCGTGTAGGGCGGGCACTGCCCGC
CGTCGCGATAGCTCGGCTCACACGTAGCACCGTGTCCTCGGGCAGCTCGGTCTCAGGGTC
CATCATCTTGGCCAGCAGAGTTTCGTACTCGCCGGGCGCGAGGTGGTTCTGTATGAACAC
CGTGAGGTAGTCGAGGCGGGCGGCAGGCTTGACCTTGCTGTTGGCCGCCCCGGCGAGCGC
GGGGATAGCGTTGGGCAGAGGTTTACGCGCGTGCAGGACGCCGACACCCTCGACATCGAG
CTCTCGGTACGCCGCATTGGCCGGGGTGGGGAAATCGTCGGCATCCGACTCGCAATCGTC
GTAGCCGGGCGGTGGTTCGTACACTGGCACTCTCCCGAGTGAGGTGGGGAATTACCCCTA
CAGTACCGGGACCGCGAACAGATCGAGTTGCGTGGCACCCGAGTCGTAGCCCGAGGTCGA
TCCCGACGCACCGCCGTCGATATTGGTGTTCTCCCAGAACTCTGAGACGAACTTGACCTC
GACGCGCGCGGTGATCGATTCACCGGGGCCGAGGGTGAGCCACCCGGCCCGCTCGGGCGC
GAGCGGTATCGTCACCATCCCCTGTCGCTGCTCGATGACGCAGAATTGGGTGCCGATGCC
GAGGGTGCCGCCACGACCGATGTCGGCACCACAGCCCATCCGGCTCGACACCTCAAGCTT
GCCGGGGTCGCTCGCGTGCTTCTGGTATCCGCTGGCCACCTGTAGGTAGGCCCGCGAGCG
TGCCTGTAGGGCCACGCGGCAGCCGCCGCGCGTGATCTTGCCGTAGACCGCCTGAGGCAC
AGGGGTGTCATTGGTGTAGCTGACTTGCAGACCATGAATCAGCACGTTCTTGTTGCCGCC
GCCGGTCACCGCGTACGTGCCAGATCTGCCCGCAGCGCCGATGCTGCGCACGTGCCTCCA
CTGCATCCACGGCTGCGGCTCGATCCCGCCGTCGGCGGTCACGCGGAAGTGATCGGGGTC
GATGCAATCGGGCGAGGTCATGACTCTCCTACCGGTCCGCCGAGCGCGACGAGCCGTGTC
CACCGCGCGTACGCCTCCCAGCGCGGCTCAAGCTCGCTCGGTGTGACCCACGTGCCGGGT
GTCTGGACTGCCGCACGGTAGCGGAAGTGAAAAGACTGCTGTGGACGCACGATACCGAGG
TCGACCCACGCCTGCTGATCGTCGCCGGTCAGGAAGAACCGACCGAACTTGACCGCGTCG
CGGGCCACCGAGGCGCGGTCGAGCTGCAACCGGCCACCGAAACTGTTGCGAATCGCGCTC
GGGAAATCAGCCGAGGGTGCCCGGCCCACCCTGTGCGACCAAGCGTCATGGATCACCACG
GTGGACGGATTCTGCGCGATGATGTCGCGTGGAGCGGTGTGCACGAGCACGAACACCCGC
ACGCGGTCATCACTGTTGTTGAACCACGTGAGGTCGCCATCGATCATCGTGACGGGGTCC
GGCGAGAGCTTTATCTCGCCGTCCTTGGTCGACTCAAGCATCTGCTCGGTGAGCACACGC
GGGAACCACCCGCGCGACGGGCCGAGACCGGCCACGGTGCTGAGCATGTATTCGCCAGTA
CACAGCTTGAGGCTCATCCCACGACCACCTTGCCCTGAGCCGGGTATGCGGTGAGCTGCA
ACCGGCTGTATCCGGCCTCGGCGGCGTGCGTCGGCGCGTTCTTGTTGGCATTGTCCGACC
ACGGCGGCGGTGTCCACACGTAGGCCCTGTACCACATCGAGAACGTGTCGCCGGGCGCGA
GCACGTCCGGTATCCACTCTTCCGAGGTCGTGGTGCCCCACCAGTGCCGGAACACACCGG
GCAGCGGCTCGGCAACGGTGTTGGTCTGAATGTCCCCGGCGCTTCCGGTCTTGCCGTTGA
ACGTGTCCGACACATCGGGCTCAGCCGGATCGATGAGTGGATCGCCCTCGGGGATCACGA
CCCACGACCAACGGTCACGGAACTCGATGGCATTGGGGTTAGACGTGACCCACCGCCGGT
ATCGGCGCGTAACCTCGACGCGCAATTGCTGCTCGACCGGGCTGTCGTTGGTCCACGCGA
GCCGCCCCTCGATGAGCTTCCGACCGGGCAGCGTGTCGCTGATGAGCAGCTTGGCGGTGT
CCCCCGCCGACGCGATGACGATGTCGCCGACATTGCGCACGACCGACCACCGAGGCAGCC
TCAGCTTGCCGTCGGGGCTGACGGCGAGGTTCTCGGACAGGCAGACGCGCGGTGTCGACA
TCACTCGTCCGCGATGTGCCAGACGATGGGCGCGGACCACACGAGACGGAAATCACGCGT
CTGAGGGTTGCCCGCATTGGCGCTGCGGATGACGCCGACCATCTGCCGCGCGAGCGCCTC
GTCGGGGAAACCGTTGGTGATCGTGCGCCAGTTGGCATCGTCGGCGAGCAGCACTGCAAG
CAGACTCTCGTAGGAAGCCATGGCCTCGACGTAGATCCCATACGCTTCCTGATAGGCCGC
CCAGTTTTCAGGCGTGTCCTCGTCGGTGCCGGACCGGGGTGCCTCGGGCAGGATGGGCCG
CTCGGGCATCACACTGCTGTCCTCGGGCGCGAACGCCTCCCATTGCACAGCCCATTGTGA
GTCAGGGGTCGGTGTCGGTGCGGTCATGTTCTCCCTTACGCTGCGAGGCCGGTGAAGCCG
ACTTGGAAGCCCGATAGCCGGATGATGTCGCCGGACACGCCGCCCTTGCTGACGGTGGCC
TGCGCAGTCCACAGGCAGTTGCCGCCCGTTGGCCCGGCGGCGTCCCACAGTGATCCGTGA
GTGATCGTCTCGGTTGCGTTGAGCGTGATCTCTGGCGTACCGGTGAGCAGCACCGTGCCG
CCCGAGGCGGCGAGGAACGTGACCGCCACGCGTGCAGTCTGCGCACTCGCGTTGTTCGCG
CCCGCCGCGCCGGGGTCGCCGATGTGCGCCTTGAAGTAGATGACCGAGGGCGGTGTGTAC
GCGACCCCGCGTAGCGCGTGATCGAGCAGCTTGTTCACCAAGTAGGCGGTAGGTCCGACG
GCCATGGGGTCGATACTATCTGTCGAGGATGGCGGTCACTGGAATGCTCGCGCCCATATC
TGTCCGCGCCCACCGGCACCGCCAGCACCGCCCGGTAGGCCGAGCGATCCGGGGTTGGCC
CCGTTGCCGCCGCCGCCGGGCACACCGCCCGGCGTCGCCGATCCGCTCGATGCCTTGCCG
CCGACCGCCGAGATCCCGTTGTAGCTGAGGTCGGGTGCGTCCTGGCCACGCTGCGTCGAG
TAGTTCGGGCCGCCGCCGCTGCCGCTGGCGAGGGTGGCCAGCGCGGTGGTGGTGCACAGC
GACGCCGTGCCCGGCGAGGGGTCGCTGACGAGGTATCCGCCCGACGACCCGGCGCTGCCC
GGCCCCACGTTCATGTAGAACATCGTGGTCGACCACGGGATGTCGACGCCGCGCCTCAAC
AGGACGGTGCCGTACGACCCCGCATAGCCGCCACCGCCCGCGAGCACAGGTCCGCCGCCG
CGTCCACCGCAGCCGCCGCCGAGGCAGACCACGGCGAGCCATTCTGCGTTGCGCGGGAAC
GTCCACGATTGGATGTTGGTGGTGTTGGTGAACGTGACCGTGGTCGCTGTCAACGGCGGG
AAACCGATGGCGAGGCCGGACTGCACCGAGGTGGCCAGCGAGGTCGACAGGATCAGCGAG
GCCACCCGCGCGAGCACCACCTGCTGTGTGCTCGTCGCGGTGCTGTTGAGCGACAGCACG
CCCTTTTTGGTGAGCGTAAGCAGTTGGGCCGCCGGGCTGTCCGTCGCCATGGCCACGGTG
ACGACCTTGCCGAGGTCGAGAGCCTGCGTACTGATGCCCATGCTCGACAGCGCGATGCCG
AGCACCTTGGCCAGCGCGAGCGCCTGCGTCGGCAGCGCCACGCCGGACAGATTGAGCAGC
GCGATTTTCTTGAGCGCGAGCGCTTGGGCGGGCGGGATCATGTTGGCGAACGAAATGCCC
GCGATCTGTTGCAGCTCAAGGGATTGCGTCGAGGCGGCGAGGTTGGCCAGCGCGAGCGAC
TTGAGCGCCTCAAGGGTCATGGTCTGCGCAGCGTCGCCGAGGTCGACCGCGTCGAGGGTG
AGCACCGCCCACCACCCGATCTCGCGGTCGACGGGCAGCTCTGGCGTGTCCTTGAACCAC
CCGCGCGGTGTGACACGCGGGGTGATCTGCGGTGTGGGATTCCAGCCAAACGGCACGGCT
ACACCTCGTAGACGCGTACGTAAACGCGACCCTTGCCGCCCGCGCCGCCCGCAAGGCCCG
CGATCAGCGAGCCGCCGCCCTCGCCGCCGCCGCCGGGGTCTTGACCGTCCTCGCCCGCCG
ATGAGCTCGTGCCGCTCGACCCGCCGCGCCCGCCGGGATACGTGATCCCGTTGAGCGTGA
CGTTAGGCGCGTTGCCGCCGTCCTGACCGCTCGCGTCGGCATTGTTGACCGGCGCGGTGA
GACCCACGGTTGTGCACGTGCTGACGCCGCCCGCTGCGCCGTTGCTGGCACCGCCCGCGC
CGACGACGCCGGTGAGCGCCCCACTGACGGGGATATCGGTGCCGACGGTGAGTGTTGCTG
TCACCGGGGTGCCCGCGAGACCGCCTCGGCCCGCACCGCCGAACGTCGCACCGTTCTTGC
CCGCGCGCCCGCCGGGGAACATGACAATGTCGATCTTGGTGCCCGCCACCGCCCACGGCG
GCGGTGTCCACGTCCACGCACCGGCGGTGGTGTAGACGCGTGTGATATCGCGCTTGTAGG
AGGTGTTGATGAAGTAGATGCGCGCATAGCCGTCACCGCCGCGCCCGCCGACGCCGCGCG
AGGACGAGCTGCGGCCCTTGCCGCCACCGCCGCCGCCGCCGGGGCGCTGGCCCGTGCCGG
ATTGGCTGCCGCCGTTGCCAGGCTTGAGGCCGCCCGGCAGGACTTGCATGGCGGTGCCCG
CCGGGTCAGCAGACAGCGCGTCCCATTTCTCGTTGTCGTTCTGTGGGTTGCCGCTGTGCG
AGTAGCTCACGCCCTCGGCACCGCCCGCCGCGCCGCCCATGGTGTTGTTGACGCCGCCCG
CCGTGCCATTGGCCATCGGGACATACCATTGGCCCGATTGGCTGGCCACGCCGCCGTTGG
CTGACCCACCCCCGGCGGTGAGCACGATGCTGCCTGACGAGAAGATCGTCGGGCCGCCGT
TGTTGCGTGTGGTGTCCGATGTCGTCTGCTCGCCGCCCGCGCCGATCTGCAAGCTGAACG
TCGGGCCGAGCTCGCTGATGGGGATGATGTGCTGCCCGATGACCGCACCGCCGCCGCCGC
CGGTGCCGCCTCGGTTGGTGTAGGTGCCCGCGCCGGACTGATTTTGCCCTGCCAGACCCG
AGGCACCGCCGCCCACGAGCTGCTCTATGACCAGCGCGGTGGCCCCTGCGGGCACGAGCG
CATCAGTGAGGTTGACATCCTCGTAGACGAGCGGGAACTCGACCTCGGGCCAGACCTGCG
TCGAGCCGATGTAGACCTTGCCAGCGAAGGGCGAGGTTCCCGCCATGATCTTGCTGATCG
GGGTGTCACCGATGTAGACGCCCACCGCTCACCCCTCGACCACGTAGATCCCGTTCGGGC
TCTTGGTCGGCAGTGCGTCGTACTGAGCCTGCGTACCCTTCCACAGGATCAAGTTTGTCA
GGCCCGCGTTGGTGTATCCGGCCACGACACCCGATCCTGCCGACGATCCGCCATCGAGCA
TGGCCCACGTCGAGATCCGGCCCGTCGCGTAGTTGTTGCCCTTTTCCAGTCCGAGACCGC
AGAAACGGTTGCTCGCGCCGATGACGGTGATTGGTGCTTCGTCGCTGTACTCGTAGACCT
TGTCGCCGTTGATCGAGACGGTGAAGTAGCGTGGATCGGCGATGGTGCCGCCTTTGAACG
ATACCGACGAGCCCGAGGTGAGAATGTCATCGGCGCTGATCGTCGGACCGATCTGTGTCA
TGGTGCCCGAGTTGCGCGAGTAGACCCGTACTTCGTCCCACCCGAGCCGTGCGACGACCA
TGTTGTTGCCGGTGGCATCCGAGCGTCCGATGAGATACACGTAGTTGGTCGAGTCGAGAC
CGAAAATGCCGTGTGAGGGCACCGAGGGCAGAACAACTTGCACCTCGAAAAGATCGGTCT
GTAGCGGGCCGCCGTTGTAGAGATAGAACTCGCGCCCCACCGCATCTGCCGAGTTCCACG
CCAGCACACCGTTGGTCAGGATGATGCTGCCCGCGCCGGTGTCACTGACCTTGGTGAACA
TCGAGGGCGGTGACGCCGAGTTGGCGAACTCGCCGAAATCGACCACCTCGCTGTTGGCCG
CCGGGTCGAGGTTGGCCACCTGAGACTGTAGGTTGACCACCGCTGCCGCCGTACCGGCGG
TGGCCCGCCGCAGGCCGGTGAGCTGCGCGATCATGTCGGCGAAACCGAAACCGCTGCCTA
TGAGATCGCCCGCGCCCGCGATGACCGAGTCGATGGCCTGCTGTAGCGCGTTCTCGATGT
TCGACGCGCCCGCAATGGCGGTGTTGACGACGCTGGCCGGAATGTTCATCAGCGCGTTGA
GCACGTCGGTGTTGCTGTGCCCGGTGCCGCTGCCGCCGAGAGCCTGCACGATGGCATCGC
GGATACCCTGCCCAGCCTCGTTGAGCGCGGTGACCAGACCCGAGATCCGTTCCTGCGCGA
TCATCGGGATGTTGGCGATGTTGCCGAGCTTGCTGGCGTCGAACAGTCCGTTGAGCGGGT
TGAGGTGCTGCAATCGCGTCACGACATCGGTGAGCTGCCCGATGTGATCGCCGACGTTGA
AACCGCCGAACACGTCGAGCAGGTCGAGAAAGTCATCGATCCGTGCTTGGATGCCCTGCC
ACAACGCATTGAGGCCCTCGACAAGGCCCGAGATATAGCTTTGCGGCATCGTGCCGATCT
TGAAGCACCCCGCGTCATCGAAGTGCACGACGCCCGCTGTCGCGCCGCTGGTGACCGTCA
ACTCGACCACGACGTGCCGGGCCTCGTCGGGAACGTCCCAGTTCGTCACGCTGAGCTTGG
TCCACCCCGAGGCGGTGCCGGACACCGTCAATGAGTCGAGCGTGATCGGACCGGAGAAAA
CTGGCGAGCCGTCGTCGCGGTAGCACGAGATATCGAGCTTGATGGCCGCGCCGCTGGCCA
CCAGTCCGGCCCAACGTGCGTACACCTCGACGTTGAGCCGGTCGTCCGGCCCGACCTCGA
TGCTGTTGCTGTGGATCGTGTGGGTGGTGCCATCAGCGACGGTGTACGCGCTGCCCGGTT
TGTTCCGTCCTACGGTGTCGTCCCAGTCCCAATCGGGGAAACCGGAGAGCGTTTCCTCGT
AGTCGAACGATCCGTCGGTGAGCAAGTTCGGAGATATGGGCCGGATGTGCGACAGCGGCA
GCAGCGGCAGCCTGCTGCTGGTGATCGGTGCGCCGAGCTCAAGCCGAAAGAAATTGGCCA
GCGCATTGAGCGCGTTGGTCGGCGACAGGATGCCGGTGAGCTTCTCATAGAGCTGCGCCC
ACACCGAATCGTTGTCGCCGCCGCCCGCCTCGATCCCGTCGAGGGCCGCGTCGAGGTCGT
CCTTGGTGACGAACTTGGTCAGGCTGAGCGACTGCTCGACCACCTCGACGGGCTGATCGC
CGCCGAGCATGAGGGTCTGACCGGGACGTGATGCTTTGAGGTCGCCGGTGATCGGGTCGG
TCGCGATGACCCATGGGCCGACGCGCACCGAGCGCGGATTCTCGAGTCGGCGGATGCGCT
CGTGGAATTGGCGGGCGAGCTCGCCGTCGGTTGTCGGTGCCCGCCCCGGCAGCTCGACCG
TCACAGCCGTTGACCTCCGAGAGTCATGTTCTGCTGCTTGCCGTTGGTCGCGTCGAGCAA
CTCGATGTCGTCCTCCACAGTGCCCATAGTGACACGAACACTCACCGCGCCCTGCCGACG
CTCAACGTCGACACTCGTGAGCTCGAAAAGCTGCCGGACACCTCGCGCCTCGATGATGAA
CCGCGCCGAGGGCATGAGGTCTTCCATCGACACGGGCGCGTTCGGATGTAGCTCGGTGCC
TCCGGTCAACTCGAGTCTGGTGTGTGGCCTGCCGGTGTGGTTGACGTACTGCCGGGCCGC
GCGGTTGACGTTGGACACCCCGAACATCGAGTCGAGGTTGACGATGGTCTGTAGGTTCTT
GCCGTGGTAGTCGACGCGCGCCCGCGCGGTGTTGCTGTCGGCGGCTCGCACCAGCACATC
GTTGTAGGTCTGGCTGCCGTCGCGCACGAACTCGATGCCGTCGCCGAGAAAGTCATGCTC
GCCGAGCAGCGCGAGCGCCTTGGTGCTCACCGGCCCGATGATCGGGGTGCCCGCCACCAC
GGTCCACCGCAGCCCCTGGCTATTCATGTCGCTCAACGTCTGGTCGAGCATCTGCTCGTC
GGCGATGACCTGAAAGTCGTAGCGGTCACCCTCGGGGTCGACGCGCACGATGGGCCGCGT
GTTGATGCCCTGCGCCTCGACCATGGCCGCCCACAGCTCACCGGCCACCGTGGCGGGGTC
GGCAGCGTCCCACCGCTTGGTGATCGGATTGCGGGTGCGGCTGAGGTATGCAGAGTGATC
CTTGGCGCTGATCGTCATGCCCTTGCGTGAGGCTCGGGCTTTATGGATCGGGCCGGTCCA
CAGTGTGGTGCCGCTGTCAACGTCCCAGATCGTCACCGAGTGCGCCCACGGCTCGATGTC
ACGCAGCCGGTCGTAGTCGGCAGTCGGCGGTATGACGATGTCGGCGGTGCCCGCGTCGCG
CAGCCTCAGGCCCCATGTGCACGAGGTGTACTGGCGAGGTGTGAATTGATCGATGGTGAT
GCCGTTGTCGGTGTGGATCGTCACGCCCTGCTCGGCGGTGACGATCCGGTGCGCCTCACC
GCCCCGGTCGAGCACCCGCGTCGGCGCACTCATTCGTCACGATCCGTGAGCGCGAGGTCG
ACCTCGAAAAGGGCGGTGCCGTCGGATACCACGACGAACTCCCAGCACAGCGTGCGGTCG
AGCTTGGCCGGTACCCATGGCGCGCCGCTCGGGGTGCCCACGATGTGCACGGGCCGCCAT
TTGCGCCCCGCGTAGTAGACCCAGAAGCGGCCCGTGACGCCGTCGAGCACGACCTCGGCG
GTGGCGGGCAGACCGTGGATCTGCACGGGGAAAAGCTCGTCGTCGCAGTCGTCGCGAGCG
TTACACCGCCGGAAGTATCCGTTGAGCGTGAGCGGTCGCGCGTCGGTGTTTCGGATCGCG
AGGCTGACCATGGTGGCGGTGCCGGTCTGCGGGCGCTCGGTGAGCGGGATCTGCACCGCG
TGTGTGGCCACCGCGCACACAGGCATGCAGCCGCCGCATACCGGCGGCGGGGAGGACACC
GCCTCGACACGCTCGACCTCGCAGCCTTGCGCGAACAACACCGGCATCGGCGAGCAGTCG
GCAGGCGGTTTGCACTCCGACGAGTGCACCCATTGGATCGGCTCGACCTCGACGGTGTCC
CACTCGACGGGCAGCACCGTGGCGGGCCGATACGCATGCGGGATGAGCGCGGTGAGCTCG
AAGGTGACCCGGTAGAACGTCGCTTGGTTGTGCTGCCGTCCGCTCGCGTTGACTTGTCCG
GTGATCTCAGGACCGGCGGTGAGGACCACACCGTGGCGATCACGCACGAGGGTTGTCGGG
TCGACTGCGCTGTCCTCGGGGTGGGCGGCGAGGTATCGCAGCACCGAGTCGGTCCGGTCA
TTGGTCCTACGGAGTTGTGTGGTCAGCCAGTCGAGACCGTACGTCGCGCCCGCGTTGGTG
CACGCGACGAGCAGCACGTCGAACTGTATCCGCTGCGCGCCGTCGCGATGGATGCCCGCC
GCGCCGCCGTCCCCGGCCATCTCGACCACCTCGCGCTGTGAGGTGGTCACGTCGAGGCCC
TTGACATCCATGACCCACACGCCCGCGAACTCTGCCGACTCGGGCACCCTCGTCGTAAAC
CACGGGGCGAGCTCGGGCCGGTAGACATGATCGTTGAGGAAGGCGGGCAGGCCGGTCCAT
GAGTCGTCGTACTCGATGGCGGTGCGGCAGCCGAAACACAGCGTGTTCGGCGTCCAACAG
TCGCCGACTACGGCGAGGCCCGGCCCGTAGAGCCGTGACCCGTCCGGCGGTGTGGCCAGC
AGCCGTCCGGCCCCGATGGGCACCGAGGTGGCGGGCAGCTCGGCGAGCAGCCGGTCGTCA
TCGATAGGCGTGAGCGAGCAGTCGACATCGGCGGTCATGAGCCCGATGTCGCGCGTAGGC
ACCTCGGCCCCGATGTGGGCGGCCACGCGGCTGCTGTTGGCGATCTCGACCCCGTTGAGG
GCGAAGTAGCCACGAAATGCCACGACCGTCTCCTAAGGCATGTGCTTGAGCAGGCGGTTC
TCGATCTGCTCGGCGGTCTCGGGGCCGCCACCGATCACTGTAATCGGCGCGTGCACTGTG
GTATTGCTGCCGCCGCCGAAACCGCCATTCTCGAGTGCCTTGACGAACCTCGTGAACAGG
TCGGTCTCGGTGGGGTTGAGCACGAGCTCAGGATCGTTGGTGGCCTTGAGCATGAGGCCC
TCGCCGTGGGCGAGGCCGCCGTTGTCGAACGGGATGCCGGGGATCATCGTTGCCGCCCCG
CCGAACAGGGACGAGAACAAACCGGCGATGCCGCCGAGCAGGCCGCCGAGCAGCGAACCG
ACGGGGTCGGTGAGGAACGCGAGCCCGTTGCCGCCGAACAGTCCCGTGGTCAGGTCTGGC
AGCAGCGACTTGAGCCCCTCGCCGACGACATCGATGAGTGTCTCGCTGATCGCAAGCGCG
AAGTCGGTACCGACCTCGGCGGCGATGTCGACGCCCGCCTGACCCGCCGAGCTGATGAGC
GAGCTGACGATGCCGCCCGCGCCGGGTGCCTGAGAGTTGACCGCAGCGCCCGCCGCCGAC
GCGCCCGCCTGAATGGCTGCGTTGGCCACCGCCTTGGCGATGGGCACGATCACCTTTTCG
ATGATGTACTTGATGAGCGCCTGAATCACGATCTTGAGGATGCGAATACGTTCCTCGGCG
GCGGTTTCCTCGCTCGACTGGCTGCGCTCGATGAGACCCGAGGTGTCGTTGAGCAACCGG
CCCTGAGCGTCGAACGCCTTGAACGCGTCCCCTCGGAACTGCCGGAAATCGTCGGTCATT
TCCATCAAGGTGTCACGCACCTCGATGTCGACACCGATGACCTTGAGCAGCACTCGGACG
AGCAAGTTGACGATGGCCCCGATGATCGGCACCTGAGACACACCAAAGAAATCTGCGCCG
ACGGTGTCGTTGCCGATCACACCGCCGCCGGTGGCGAACCTCTTGAAACCGCGCGACCGC
ATCGAGTCGATGGCGGCCATGCCGCCGAGCCGGGCAACATCGGAAGTGTTGAGCACGTAC
TCGCCGGGCATGAGCAGCGCGGGCACCGAGTCCTTGCCGGGCGTACCGCCGGACACAGGG
CCGCCGCTCGCCATGCCGAGCGCACCCGTGACGACACCGGCAGCGTTGCCGCCGACATTG
CCCGCGCCGGACTGATCGATGGGCAGCGACGACACCGCGCTACTGACAGCGTCGGCGATG
GGCGGGGCCGCCGCCTGACCGAGGGCGGTGCCGATGGACGCTGAAACACTGTCCTTGAGC
GTTTCGAGCGCGGACTGAACACCGGCCTTGACGACCGGCTCGAGTGCGCTGTCGTTGAGC
TTCTGGCTGACCTGCTCGATCACGTCGACCATCTGCTCGCGCATCGCCTGTAGCTGTGCG
TTGAGCGAGGTGAACGTGCGGTCGAGCAGCGCGCCGGTGTCGGAGAAAAGTCGACCGCTC
GCGTCGTATCCGCGACCCTCGTTCTTTTCGAGCTCGCCCGCCGCGCCGCCCGCGCGCGAG
AAGTCGGCGACATCGAGGCCGAACGCCTTGGCCAGCGCGAGCGGGTTGCCCTCTTTGACG
AGCGTGTTGAGCGCCGCGTAGCTGCCGGGCTTGTTCCACGGCTCGTTGCCGAGGCTCGCC
ACACCGCCCATGATGTCGCCGAGCACGTCGGTGCCCGCCTGACCGGCAGCGCCGATACCG
GCCCCGAAGATGTTCTTGAGACCGGGGATGCCGCCGCCCTGGCCGGGCCAGTTGGTGACG
TAGACCGGGGTGCCCTGGCCACCCACGCCGCCGCCCGGCAGTCCGCTCATGCCGAGACCG
GCAGGCAGCGCGCCGACCGGCAGGCTCATGATGTTCGGCATGCCCGCAGCGCCCTTAGCG
TTGCCGCCGTAGGTTGCGCCTTGACCGGTGCCGCCGCCCGACTCGAACGCCACACCGTTG
GGCAGCGTGGCACGCATATGGCCCGCGTCCCACCCGATCTGCAACGCACCCGGCAGCGCG
CCCTCGACCGCGCCGAGGCTCTTGAGCACCGATCCCGCATCGGCGGTCGAGAACAGACGC
TCGCCGGTGGCCTGGCCCTTGGTCAGCAGCTCCACGAGATCCGACACCGCGCCCGAGCAG
TCGCTCAGACCGGCGGCGAGATCCGACGCGCCCCACGAGTATTTTCCGCCGCTGTGAGCC
GCCGCATACGCGCTGATCGGGTCCATGGCACCAGCGGGCAGTGCGGTCATCGGGATGCCG
AGGGCCGGTGAGACTGCCGAGGCACCGCCGACCGCCGGGGCCGCGCCGCCCTGCTTCATG
AGCTGCTCGCGGTACCGGGTCAACGACTTGACCAGTGAACTGTTGGTGCTGTCGAGCGTG
CCCGTGTAGCCGGTCGGGCCGAGAGTGGTGCCGACGAGGTCGGCAATCTGCTGATCGCTC
AGGCCGCCCTTGGCCTTGTTGCGCGCCGAGGTCAGCGCGGTGATGACGGGCGAGTTCGCG
TTGAGCCCGATGCCCTGCACCTTGCTCAGGTCGCCGGTCATCGCGAACGCCGTCAACGCC
TCGATGTAGGCCGACATGTTCACCGCGCCAGTGACGCCGAGGCCGCCGCCGAACTGCGTG
GCCTGCGCCGCCTGGGCCGCCGCGTAGTCGACGGGGTTTTGCCCGAGGAATTTCTCGGGG
TCGCCGCCGAGCGCGCTGATGGCCGCCGCCGCTGCCTCGTAGGCCGGATCTCGGTCCTTG
ATCGGGGTGCCGAACGGTCCGAGCTTCTGGCCGCTGGTGGCCTTGGTCGCTGTGGCCACC
GCGCCGGTGTTGGCCGCCGTGGCTGCGAGCGGGTTGCTCGCCGGGCCACCCTTGCCCGCG
AGAATGTCACGAATCTGCACCAGCACCGACAGTTCGGTCTCGATGCCCGCCGGGCCGGGC
AGCGCGCCGGTGCCGCCGTGGACACCGCCGTCAGCGTAGTACCGCTTGCTCAGGCCCTTA
CGGAACCGCGAGTTGATCGCGTAGATCGCCTGCGCACCACCGAGGCCGCGCACCGCCTCG
GGGATGAGCACGCCCTCGCCGGGTGCCAGCACCGCGTTGACGGTGTCCTGCTTGGGTGCG
TAGCCGGGGATGACCATGCCGTCCGCACCACCGGGGCCGGTGGGACCGGGCATGCCGGGG
AACAGGCCGCCCGCTGTGTTGTTCGGTCCGGCGGGCACCGCTGGTAGACCGAGGCTCTGC
CCGTGCAGATCCCTCAGCACGTTGCCGACGTTGCCGAGCTTGGCGAGTGTGTCCGCGTAC
ATCTGCGGGTCGACGCGAACGGTGATGGTCTTGTCGTTGTTCTGCGTGACCTCGTAGCCG
ATGGCCTTGAGCTGCTCAAGCACTGCCGGGGCGAGCGGTGCCTCAACCACGATGTTCTTG
TTGTTGTCGACACTGACTTTTTCACCGATAGCGACGAGCATGTCGAATACCGCTTGCCCG
CCGGGCGCGTCGATGTTGATGGGCACCTCTTTGGGAACCGCACTGAACGCATTGGTTAGC
TCGGCTGCCGCCTGAGGCACGTCGACCCCGAGGGTCTGCGCGAGGTTCTGCAACAGCGGA
GCCGCCGTGGCTGCGTTGTTCGCGGCCCCGAGGGTCGCGTCGCGCACTGCTTGCAGGTTC
TGGGCCGCGATGGCACCGCCCGGCCCCATCTCACGTAGCCGCGCGGTGAGGGCATCGAAA
CCGGGCTGTGCACCCGTGACGATGGTGGCAAGCTGCTGCTCGGTGAGGCTCAGATCCTTG
AGCGCTGTGGCCACGCCCTTGATCGTGTCCTCGTCGTACGATCCCGCGAGCCGGTCGGGG
ATCGCCGAGATCTGGTCGCCGACCGCGCCTATGGTCGCGGCGTCGACCGCGCCGCCCGAG
GCGAGCAGCGCGTCGTTGGCGGTCTTGGTGGCCTGACTGGTCAGCTCCATGGCCACACGG
CTGCGGTTGAGGTTCTCGGCGAGCTCGGCCTGAGCCGCCGCCGCGTCCCTCGACGCGCGT
GCATTCTCGTTGAGCACGTAGGTGATGCCCGCGATGGCTGCGCCGACACCTGCGCCGACA
GCCGCGCCCGCCGGGCCGAACACCGAGCCTGCGAGCGCACCACCGGCCACCTGAGTGAGC
GCCCCGGCGAGCTGCCCGAGTCCGCTGTCGGTCGAGGCTTGAATCGCGCCGCCGCCCGCG
ATGAGCGACCCGCCGAGCAGTCCGCGTGCGCCGCCGAGCTTGCCCGCCGCGCCGCCGACC
GCGTTGAGCTTGTTGGCCACGCCGCCGATGATCGGGCCGAGGGTGCGCCACGCGAGGAAG
CCGACCACGACCGCCTCCAGCAGGCCGGGGATCTGCGCGAGCGTGTTGGTGAGCGAGGCG
AGCGCCGAGACGATGGGCAGCACGATCTCGCCCCACGTCTGGAAACCGGCGATGATTTCC
TTGATCGTGGGCCACAACGTGCGCAGCAGATCACCGTAGCGGTGAAGGTCGGCGGTGCCG
TCGGCGAAGAACTTGCCGAGCTTCTGCTGTCCCTCGACGCTGTTGGTGAACGTCGACCAG
CGCTCGGTGACGCGTTCCAGCGCACCGAGCAGACCGCCGTCGCCGGACAGCGACCCCTTG
GCCTGACCGGCGGCCTTGGTCAGCCCCGTGATCGTTTTGAGGATGTTGAGGATCGTGTTG
CCGAACGCACGCGCGCCGTTGAGACCCTCGTCAATCCATCGGAAGATGTTGCCGTTATTG
GTGTTGGTCTGAATGAACCGATTGAACCGGTCAGCCACCGAGGTGATCGCGTCACCGAGG
CGCGGCAGGAACACGCTGCCCTCTTTGGCCAACGTGCCGAATGCGGAGATCAGCGGTCGA
ATTGCGTTGTTCGCGCGCTGCTGTCCCTCGGCGGTGTTGCCGAATATCTGGTCGGCGAGG
CTGAGGTTCTTGTCGTCGCCGAGGGCAGCGAGGCCCTCTTTGAACGTGCTGTTGATGGCC
TTGGCCACCTTTTGCATGCCCGGTTGGATGCGCGGCAGTGCCTTGTCGGCGAACGTCCCG
ATGTCCTTGTCGAGGCCCTCGAATAGCGGCTGCGCGATGGCCTTTTGGAAATCGCGCAGC
GGTCCGACGGTGAGTCGCGAGACCTCGCGGGCCACCGCTGCCGCTGACGGTGCGAGCTTT
TCGAGCGCCTTGTTGGCCTCTTCCAGCTTGGCCGGGTCAGCGTCGGCCTCGTTGAGCGCC
TTGATGGCGTCGCCGAGGCCCTGGAAGCCGATGACGGCGGTGCCGATGGCCGCTGCGCCG
CCCGCGAATATGCCGGGCAGCGCAAGACCGGCTTGTGTGAGCTGCTGCACCGCGCCCACG
ATGTTGACCACCCCGGTGGCCACGGCGGGTAGCGCCGCCGCGCCTTGAGCGATGGTGTTG
AGCCCGACGGGTCCGGTCAGGAAACCGAGCACACCGCCTCGACCACCGCCGCCCCGGCCA
CCACCTCGCCCGAAACCGCCCCCGCCGCCGCCGGGTGTCGGACCGGGCACGCCGTCGTAG
TGGTACGACCGATAGTCGTAGGTGATGCTCTGGTCGTTCTTGGTGCTGTAGTCGTACTTA
CGGTTGTCGACCTTGCGGTTGTCGTACCGTCGTTGATCGATCTTGCGGTTGTCGTTGTAC
GTGCGATAGTCGTACCGGCGATTGTCGATACGTCGGTTGTCGACACGTCTGTTGTCGTTG
CCGCCGACGCCCGCCGTCGAGTCACCGCGACCGCCACCACCGAGGCGCGAGGCAGCGGCA
GCGCGTTCCACCGCGCGCCGGGTCGCGTCGGCCTGTTCCTCGACGCGCTTGAGGGCCGCG
ACTTGCCGCACTGCCGACTTCTCGGCGCTGTCGCCGGTCTTGTTGTACGCGCGCTGCGTC
TCTTGCAGCTTACGATTGAGCTTGTCGAGCGCGGGCGCTACCGCCGTGCGCACTGCCTCG
CCGAGACGGGCTGCCAGATCGTCGCCATTGATCTCAACCCCGAGGCTGATTTTGCCGACA
TCTGTCACCTGGTCAGGCTATCGCACGGGCGCGCGGAAACTCGTTTACGCAATGGGCTTG
ACAACACCGACTTAGGCGGGTAACTTAGTTCATGTCAGGCGGGAACGTCCCGCCGAGGAA
GGTAGAAATGACCACCATCACCCGCACCCCGGAAGAGATCGCCCGCAACTACGAAATGCA
CATGGGGTTCCTCAAGGACCGCGTCGAAGAGCTCAACGAGCTGCTGGGCCTGACCGACGC
CACGCACAAGGCCACCGTCGGTTACATCGGCAACGCCCGCATGGGTCGTGACGGCTGGGA
TTACAGCGATTGCCGCTGGTACGTCTTCCTCCCCCACCCCGGTCGAGTCGGCACGGACGA
TGACGTGATCGGCGGTTGGCGCAAGGGATCGCTCGAAGGTGTCATGGCCGCCCGCCGGGA
TCTCAAGACGCTGATCACCGGGGTCAAGCTGGCCAAGCGGATCGGCTAACCTACCCACAC
AGAAACCGCCCCGATCCGAAAGGACCGGGGCGGTTTCCGTTGTGCGGGGTTTACTCGTCG
TCGGACTCGACCGCTGCCGTCACGATTGCGTTAAACAGCTCTCCAACTGCGTCTACGTCG
TAGTCGACATCGTCGGGGTCCATCAGGCGCGAGAATACGCGTCCGTACGACTCAGGCGAG
AGGTGCCGCGCGATGAAGAGGCCGGTGAGATCGTTCTTGACGCCGAGCGAGACGTACTTG
CTCGATGCCAGCGAGAAACCGGCGAGCGCCGCCTTGGTCGGCAGCCGGATGCCCAGCAGG
TCGCCCTTGAACTCAAGTTTGTCGTAGGCCCAGCTCTCGACTTCCTCGACGTTGAACCGC
TCGAACGTGGCCACCTCGGTGCCGGGCTGCTCGTCGGTCGTGGCCAGACCGGCGGGCGGG
GTCAGCACCTCGACCTCGGGCAGCTCATCATCGTCATCGGCGGCAGCCGCGTCGGCGATG
GCGGCCTCGATACGCGCCTGCTCGGCCTGGTAGTCGGCCTCGCGCTCGCTGTCGGTGAGA
TCCGGCAGATATTCGGCGGGCGGCGAGAGCTGCTCGTCAGTGACGGTCTTGCCGTCTGCG
TTGAATGTGGCCATGGTTGGTTTCCTCCCGAGATAGGTGAGCCCGACTTTACCAGCGAGG
TCGGCTAAGTCATCCGCACCCGAGGATCGTTGGTCACGACGCGTTGCGCCGAGTTGCGCA
TGAACGGTCGTGCCCGCGTACCGGGGTGCCAGACCGATTTGCGGAACATCTCGCGGCCAT
GCCACCAGAAGTGCAGATACTGCGCATTGCGCGCACGGATCGCGTGCGGACGGCTGCCCT
CGTGCACGGGCGCTGCGTAATCCGCTGTGGCCTCGACACCGCCCCGCACGCGAAACGGGG
TGTAGACCTGCGGCAGCTCGCCGATGGTGCGCCCGAGGTTGCCCGTACGCACGGGCACCG
CCACACGCGATTGGTTGGCGATCCGGCGCGTGAGCGAGCGGTGGAATGCCCGCAGATGCT
CGCCCGACTCCCGCTCAAGCGCCGCCTCGTCAATCTCGATCCGAGCGCGGGCGCGGATCG
TGGCCAACGGGCTACTCGCTGTCGTCGGTGGCGGGAACGTCGTGCACGCTCTGCCACTCG
TCGTACTCGGCAACGAGCTCGTCGCGGCCCTTGTCCTCGGTCACGATGTCGGTGTGCTCG
GCGAGAAACTCGGCCCACGTGTCGCGGCTCGCCGAGCGCGCCGGTGCCTTGACCGGCTCG
GGCAGCGGTGCGGGCTCGGGGTCGCCGGTCTCGCTGATCACGTTGACGAAACCCTGCTCG
ATGAGCCGGTCGATGTGGGCGGTGCGCTGCACCTCGACGCGCTCGCCTCGGGCGAGGAAA
CCGCACGGCAGAATGCTGCCCTCAATCACCACGGTCGACATTGTCATGCTCCTATCTCAG
TAGGTCGAATACAGCACAGCGGTCCATGCGATTACGCCGCCCTCGGGGCCATAGGGCACC
AGCGCGTCGGTGCCAACGAGGCGCTGCTCGTCGTCGCGCTTGAGCCGGGTGCTGGCCTGA
CACAGCGCTTCCTCAAGCCGCCACGCGGTGTCGGACGACACCTCGGCCTCACGCTGGTAG
TCGGACCATCGAGGTTCTTGTTCGGTCAGTGCGCACCACCCGACGCCGATCTCGACAGGG
GCCACGCGAGGCAGACTGCAATCGGTGCCGATGGTCGGATCAGGAAACCGCTGCGTCCGG
TACCGCCGCATGAGCCGCACCCACACGAACGGCTCATTGCAGCCTTGGCTCGCGTGGCTG
TCCCACGCGGCGAGCGGTGTCGAGTCACCGGCGAAAAACCGGACGTTGGTCGTGCTACCG
ACGAGCGGCGGGCACGCGCCATCCTTGAACCAATCGAGCAGCGCCTCGGTGGCATGGCCC
ACGATGACGAGGGCGGGATCTGTCCGGCAGGCCATCAGATCACCGTCGGGGCGGCCATGA
GCGCGTTCGGGTTGACCGTGGCGAGCCACAAATCGATCTCGGGCAGGCCGGTCTTCCCGT
TGCGGTAGATCACCGCCGGATCGTAGGCCCGGTACGTCACACCGTTGCGGCTCGCGGTGG
TCACGGTGCGCGGCAAGCGGCAGCGCCCGACATCTTCCAGTGCGCCGAGAATCTCTTTGA
CGAGGATGCCGGTGAGCTCGGATACGCCCGGCGGCACCGGCACACCGCGCGTGTAGTGGA
CGCCCCACGTGTTCACATCGCCGAGGGGCCGGTTGAGGTCTTGGGCGGGCCACGGGGCCT
CGCGCCGATAGAGCTTGTTGCCCTCGGCAACCCACACCGCCGGGGATAGGTCGACGCCGC
CGATCTCGACGCGCGTGACCTCGTGCACGGGGCCGGGCAAGTGCACGACGTTGGGGCCGA
CGATCCGGCAGCCGGTGCCGACACAGCCGCACGTGAGCCACCCCTCGCCGGTCCACACGA
GGTCGTCGGAGCGGTAGGCGAACGGGTTGCCACGCGGGCGCGTCGGGCACGGGCGCGCGA
TGGTCTCATAGGTGCCGAACTGTCGACCGGACAAGGCCCACATGATGGCCACCGCCACGC
TCTCGGCAGCGTTGCGCTCGGCGAGCGCCTTGAGGTATTCGGCGCTCGGCGGGTCGGTCA
GCTCAGGCAGGGCGGGCAGACCCGCCCGGTTGATCGGCCACTCGAAAGTCACGAGCTCAG
GCTACCGCGAGGTGGTGATGAACCGAGGGAGTTGACAACACCGACTTAGGTGGGTAACTT
GTCTCTTGTCAGGCGGGACAGTCCCGCCGAGAGAGGAAGCCATGACCGCCAGAATCATCA
CCGACGCCGATCTCGACCGGATGCACGAGCGTCAGGCCGCCGCACTGCGCGCTGTCGCCG
TCGAGGATCGCGACGCCGTCCTCCGACATGCGTACTTCCTCATGAACGTCTCAGGCGGCA
ACCTGAGCGGCAATCTCCGCACCGCCGTCCGGCACCTCGCCGAGGCAGGCAGCGCCGAGG
CGCTCATGCAGCAGGACCGCGCCGACAACGCACGGCTCATGGGCACCGCGTTCCGCGCCC
GCTGATCACCCACTACCGCCCGGCCCCTCTCAGGGGGCCGGGCAGACAGGACCGGCCCGA
TGCGCGCCTATCTCTACCTCGGTACCCACATCACCTCGTGGCTCGGACACGCCGGTGTGC
CGCTGTTCGTCTCCCATCGCCGACTCAAGCGGCTGCGCAGCCTGCCTCGGGCCATCGAGG
TGTGGGCGCTCGACTCGGGCGGTTTCTCCGAGCTCTCGATGTTCGGCGGATGGCAGACCA
CCGCCCGCGAATACGTCGAGGCGGTCAACCGATACGACCAACAGATCGGCAAGCTTGAAT
GGGCCGCGCCCCAAGATTGGATGTGCGAGCCCGACATGGTCGACCGGACCGGCCTGAGCG
TCGCCGAGCACCAGCGCCGTACGGTGGCCAACTACGTCGAGCTGCGTCGGCTGTGGGGCG
AGGTGAGCGACGAGCATTGCCCGTTCATGCCGGTCCTGCAAGGCTACGAGGTCGCTGACT
ACGCGAAATGCATGTCGATGTATGCCGACGCCGGGATCGATCTGCACAACATCGAGCTCG
TCGGTGTCGGCAGCGTGTGCCGTCGACAGCACACCGACGAGATCCGGCGAGTTTTCGAGG
GCATCCTCGACACGGACCCCGAGCTGCCCGTACACGGTTTCGGGGTCAAGTCCCTCGGGC
TGCGCGAGTACGGGCACCTGCTCACGACCGCCGACTCGATGGCCTGGTCGCTCAACGCCC
GTAAGCACCCGCCGCTGCCCGGCTGCATCGGCAAGCATGTGCATTGCGGCAATTGCCTCG
ACTGGGCGCTGCGGTGGCGTCGAGGCATCGTGACCTCGCGGGAAATTGCTTGCGTGACGG
GGGTTGACAAGACCGACTTAGGCGGGTAACTTAGTTCTTGTCAGCGGGACGGACCCGCTC
ACAGAGAGGAAGAAATGACCATCAGCCGCTACGCCGAGGCCGATCTCGCCACCGCCGCCC
GTCGCGGTGTCCCCGGCGATCAGATTCGCGTCGCCCGCGCCCTGCTTGAGGTTCGCGCCG
CCGACACCGTCGCCGCCGCTGTCGCCGGTGCCGCCAAGATCGACCTCAGCCCCTACCAGA
TTCGTTCCCTCTACCCTGCCGGTGGCCTCACCTACGATTACGTTCGCGCCCGCCTCGACG
GCTAAACCGAGACAGCAAACCGCCCCGGCCCAAAAGGACCGGGGCGGTTCTGCGTAGCGC
GACTTACGCAGACTGAGCAGGTGCCACCACGGCGGCTGGCTCGTCGTCCGGCCCGCCGTA
GTAGAAATTCGGATCGGTGAACAACGTGCTCGTGGCCAGCGGCACGGGCTCGGTGCCCGG
TGTCGGCTCGGGCGGTGCGATCCGAGTACGGAACACCGTGAGGTGTTCCTTTTTGCTCGT
CGGGGTCAGCAGGCGTCGAGCGGTGCCGTTGGCCGCTTCCTGCACGTTGTACGGGCCGAG
GCCCCACGCGGGCATCGCGATGGTGCGACCGGTCAACGTGAACGTGGTCACCGCGCCGCT
GATGGTGATGTCGCCGGGTGTCCACTCGGTGCCGCCGAACAGGAAATAGCCGTACGACCG
GCCTGAGCTCGTGTCGGTGAGGACATCGTCGGAAGTCGGGATCTCGTCGCAATCCTCTTC
CATCTTGCCCGCCGACCACAGCTCAAGCGCTACGCCGAAATCGGACTCGATTTCCTTTTG
GTCGCGGAAACCGACGGGCAGATCGTTGGCGTCGACCAGCGTTTCCCACCCGGTGAACAT
GGTCAGCAGGCCGGTATTGACGTTGCACAGCTCCAACGCCGGGGTCCACCAGCGACGCTC
GGGCGCGGTGCGGTCTGCGAAGCATTCCTTGCCCTCAGCGTTGTCCTGCGTGAGGTCGGT
GGCGTCGCGCATCACCGGGGTCAACGTGAGGCTGACATAGCCGCTCGTGACCAGACGGTT
TCGAGGCCCGGCGATGGGCATACCGCAACTGTTGATCTTGGTGGCCCTCAGGCGGCGGCC
CTTGACGGGCTGGATACCGGGCATAGGGTCGGTCCTCCTAAGTCGGGCGCGTGAACGCGC
CTAGTCCGTTTCCCGAGACTGAAAATGACACTAGGCCAGCACCGTGCACGGCTATTTCAC
CTCGGGGCCATCGGGCCAGCATCGAGGGTCGGGCAACGGATTGCGCTCGCGATCACCGAT
GAGCTTGGCCTGTTCCTCGCGGATTTTGTCGATATCCGCTCGCAGCTCGTCGGTCCGTAC
CTTGTAGAACTGCGTAATGGTCTTGAAATAGCCATCCCGCCGAGGGTCATCGGCGGGCAT
GGCGGCGATGTGGGGTGGCGGGTCGAGTATCCGGCCCAGCCACACAGATTGAACTTGCGC
GAGCTCAGTGAGCTTGTCGCGGTGGGCAATGCTGAGCCGGTCATTCTCGGTGCTGATCTG
CCGCCCACGCGACACCGAGGCAATCAGGTCGCTCGTGCATTCCTGCGTGTGCTCGGCGAG
CGAGACCGTGTCGAGGCGGGTGGCCTCAGCCTGGTACAGGACATAGCCGAGGCTGCCGAC
AGCGATCAGGCCGCCGACCCAAACCTTGCTTATGCCTGCCACAGTGCGGTGCCGACCGTT
CGGTAGGGGATCGTTCCTGTCTTTGTACCAAGCCCGACCGTAGCAGTAGGCCCGCTGCCC
GAGGATTCCGCACAGCAGGCCCACCGCGAACGGTAGCGAATAGACGACCTCAAGCACAGA
GCTCATGTACCCGCCCCGTCTTTGGTCGACGCGTCATCGTCGTCAAGGCGCTCGTGCAGC
ACCTCATCGATCTTGTGCTCGGCTCGCTTGGCGGTCGTCTCGGCACGGGCTGCCGAGGTG
CTTGCCTCGGTGGCAGTCTGCGCGAGATCAGCGGCTTTCTTCTGCTGATCGCTGCCGATG
GCGGCGAAAAATGCACCGGCTGCCGTGCCGAGCAGGCCGACAAGGTAGTTGGGTGGCTCA
CCGAAATAGTCGGTCACGACCGTTGCGATGATGCACACGACCAGCAACAAGAACGTGAGC
ATCGTGTTCGATGCCCACGACCTATGTCGGGGTCCACCCCACGGGCTAGTCACCTGTCCC
TCAATTGAGGGACGTTTGGCCGCGTGCGACGACCACAGGGGTGGTCTTGGCGGCAGCGGT
GGCGATGCCGAACGCCTGAGCGACGGCAGCCGTGATCAGTGCCCACGTTTCCTCGGTGGT
GATGCCGTAATACAGCAGCACCGAGCCGACGACGCCGACGAACGCGTACAGGGCCACCCG
TGCAGGGGTGTACGCGTAGATGAGCGCGAACACCAGCGTCACGAGGCCCACAGCGAACTG
TGCCCACAGCGCCGCCTCGTTGGCGTCGAGGATGCCGAAAGCGAGCAGGAACATCACCGC
CGCGCTGGCCACGCGATACCACGTCTCGCGCGCCTTGGCCGGGATCAGGGCCTGTAGACG
AGCCCGTGGGCTCAGGTCATTGCCGGTCATTACGCATCATCCTCCCCGTCGGCAGCCTCG
TTGATGGCCGCGAGCACCTCGCCCTTGTTGGCAAGCTTGGTGGTGTCGAGACCGTGCGCA
GCCGCGTACGCGTCAAGCTCGGCCCGCTTCCAGTCCTCCGACGGCTCACCCTCGGGGTAG
GCCGCCGCGTCCTCGACGCGTGTGGACTGAACCGTGGTGAACTCGCCGAGCGCCTCGCCG
CCGACCTCGGGGGTCGCGCCGGGGTCGCTGGCCAGACCGCTGGTCTGCTCGGCGAGACCG
AGGTTGACCCGCTGTGCGGACATCCCCTCGATGCCCTCACCATCACCCTCGCCCTCGCCG
GGCGGGACTTCCTCGGGCGGCTGCGGGTACTTGATGGCGTCGAGACCGTCGAGCAGATCG
GTGCTCGTCGGGGCCACCGCGTGGCCACCGAAACTGTGTGCGCTGCCGGTGTAAACCTGC
GTCCGGTCGAGCACGTCCTCGTTGGCCACGGTGCCGACATACGCGTTGCGCGAGCTGTGC
TCAAGGATCGGTGTATGCCAGTCGTCGCCGCCGACCACGTTGGGATCGGCAGCCTTGAGC
GCCGCCGCGCGGCCCGTATCGGCACCAGCAGACCACTTGGCCGGACCCTCGTCGCCGTCG
AGCAACCCGACTTCCTCGGCATTGCCCTCGGGCACGCGGTACAGCCGTCGCGGGCCGCGT
CGGCTGATCGTCTCGATGGTGCCCGGCCCGCCGAGCTCAAGCAGAGCAGCGAGCGCCGGG
CCACGCAGATCAGGGTTGACGAAATCGATAGTCGCGAAACCGTCCTCGACGGTGGCGATG
ATTCCCTCAGGCATTGGTATGTCTCCTACGGTGTCTCGGGCTCGTCGGTGTCGGTGATCG
TCGCGGCTGCGATGAGCGCCTCGTATCCAATGAGAACGGTACGCTCGGCGATTGCTGCAT
AGGTGTTCTCGAAAGCATCGATGGCACCGCGCGTCACGGGCTCGTTGCGCCACCCATACG
GCTGTGAGGTGGCCACGATGGTGTCCCCGAGCGCGTCGACGTATCCGCCACCGATGACCC
ACGTGTGGCCCATCGGGGACCGCTTGACACCGCCGTTGCCGATGAACAGATCGGGGTCGG
TGGCCACCCATTGCGCGCCTATGTGGATGAAACCGAGCGTGTTGGTCAGTGCGAGCACAC
CCTCGATGTAGCCGACCGCCAATCGCAGCGTGGCCGCCGCAGCAGGCGTGCCCGCGTCGG
TGATCATGCGGTTGGCGAACTCGCGCTCGATGGCAACCTGTTCCTCAAGCCTGAGGATCT
GAGCTGCCCGTGCGAGCACCTCAGCGCGGCTCGGCGCGGTGGGGTCGCACTCGTCGTAGG
CCCACACCGTGATCGGGTCGAACGCGTCGAGGATGTCGGGTCGAGCGCCATCCTTGCGCT
GATCGTCCTCGCCCATCGGCGGGACCGAGCAGTAGTGGCCCTCCCACGTGCCGAACGCGT
CCTCGCCGCCGTAGTTCGGCCCGCGAACCTCGACGCCGTTGAAAAACCGGTTGTCGGGGT
CGGAGATCCACGTCGTTGCCGGGAACAGTCCGTTGGGCGAGGGATTGACCGGTGGCACCT
CGTAGTGCACGACATCGAGCACCGGCGGTGTCGGTGTGGTCATGTGCGCTGTCCTCTCAA
GATGAGAGAACGGGCACCGTGGGCAGTCTCGGGAAGGTTCTTGCCCACGGTGCCCGCTCT
CAGTCTGCTGCTACCGGCTCGCTTACGCGCTGAGGTTGGTGCGACGCTGAGGCAGGCCGG
TGGCACCGGACACGTCGAGCGTCAACGTCACCTTGACCGACTCGCCGCAGCGCTTGCCGA
CGGCGATGGCGTCCTCAGTGAACATCCGCGTAAAGCGGTTGTACTGCAACTGTTCCTTGG
GGTACATGACGCCCAGCTCGATGACGTTGCTCATCGAGCGGAACCATGTGCCCGCCGGGT
ACAGCAGCACGTCGACCGTGTCCGGCCAATCGACCGTGGCCAGGTTGCCGGGCTTGCCCG
ACTCGCGGGTCTGCCAGTCACCCACGTACTGCAACGCGATGTTGCGAGCCGCGAGCGCCT
GCTGAATCTGCGCGTCGGAGACGTTGAAGACCTCGACGCCGCCCGCACGCATGGCCAGAT
CGGCACGGATGACCTCGTGGAACCACGACGGTGCGACACCCTCGATGGTGGCGGTGCGCG
ACAGACCCCGCTTGAGACGGATGTTGGTCGCGACCAGCGCCAGCGAGTTGAGCACCGAGG
CCATGGCACCCATGGTCGAGGTCGCCGGGATCGTGACCCCGGTCGAGCCAGCGACCATGT
TGAGGATCGTCCGGCGAGACAGGGCGCGGAAGTGTTCTTGCGTCAGCGAACGCATGAACC
ATTCGACCAGCTCGGGCCAGCCCTGCTCTTGCAGGATGCCCGCTTCGACGCACCATCCGA
CCGCGTTGAGCCGGATCTCATCGAACTCGTCGGCGCACGGGATCTCGACGCACGTCTTGA
CCGCCGTGGGCTTGCCGGTGTCAGGGTCAGTGGCCTCGAGCTCGGGCTCGGTGAAGAACC
ACTCAAATTCCTCGAAGATGCCCGACAGATCAGGTTCGCGAGGCCAGCGGATACCGCCAC
GGTTGATGGTGATCTCGGGCAGCGAGATCAGGTCGGTGGCCTCGGGCACGTCGCAGAAGT
CGTAGAGCTGCTCCGACGGTGCGCACCAGCCACCGGCGGCGATCAGAGATCCACCGGGCA
GATTGCGCTGATCGGTGGCCTTGGTGATCGCGGCCACCAGTGCGTGGCTGTCGCCGACGA
CATCGACCTCGCGGTCTAGGGTCGACACGACCTGACGGGCAAATTCCTGCCCGTCGAGGT
TACGGCTCGGGCGGTTGGGCCGGATCGCGGCGCGGCTGCCGGGCCGGATCTTTTCGAGCG
CCTGGCTGATGTCGGCGAAACCGACAGTGCCCATGCCCTCGCGGTAGCCCGGTGCACCGG
GGTGCAGCTTCCATCGCGGGGTCGGCTCGTCGCCGCCGCCGTCACCATCGCCGGGGGTGT
CGTTGGCACCGGCACCGGCGAAGTTCGGCGAACGACGCTGCGGGCGCTGTGCGCCGGTCG
AGGCGGTGATTGCCTCGGCGGGCTCGCGCTGCTCGGCACCCTCGCCGCCCTCGGTCTCAC
CCTCGGGCTCGCCGTCGTCGTCGTCGCCCTCGGCATCGCCGTCGTCATCACCCTCGGGCT
CGTCGGCGGTCTTGTCGTCGGCGGGCGCGGTGGCAGCGTCGGCCTTGGCCAGCAGGTCGG
GCAGCTCGTCGGCGACGGCGAGCTTGGCCTTTTCACCGTTGAGCTCATCGACCTCAGAGA
GCAGATCCTTGAGGCGCTGCGCGTCCTCAGGGGTCAGGCTCTCACCGGCCTTGTGGCGGG
CAGTGATGACGTTGATGTCAGCACGCGCGGCATCGAGCAGAGCGTCGAGCTCGGCAGCGG
TGCCGGGGAGCTGCTCAGGGCGCTTATACATGGCGCTTGTCTCCTTGTCTTGATCGAACA
GCGGTCAAACTCGGTGATCGCTCCCCGGTACACAACGCAGTCGGAAACGCTCTAACCGGA
AACGTAGACCAGCGGTGTGCAGACCTACGCTGTCGTGGCGGCAGCGGCGAGCTCAGCCTC
GCGTTTCGCTACCGCATAGTCGTCGGTGGGATCGCTCTTGCGAATACGCCGCACCGTGCC
TCCGCGCGCGAGCGTGACCTCGCGCATGGCGTCGGCGGCCATGAAGAACGGCGGTTCGTT
ACGGGGCGGTACGACCGACTTGTTGGGCAGGATGGCCCGATAGCCGAGAGTGTCACCGCC
CGGCGAATTGCTGTTGGCCTTAGCGCCGCCACCACATCCACACGCAATAACTACTGCCCT
CCTCTACGCAGCCGCTGACGTTTCCGCTCACGGTCCCGCCGACAGGACAGGCACCCACGG
CGTCTGCCCTTTTCATCCCATTGGACATTTCTCGGGTCAGTCAGATCATGCCTGCCGGAC
CTGCACACACCGAGTCGTGTCCTCTCAGCGTTGATCGATGGCGGAACCGGCTCTAAATGC
GTGATCTCCACACAGAGTCCGTTTCGACAAAGGTGGTCGATCTCGTAACCCTCGGGTATC
GGTCCTCTGACCTGCTCCCAGATCCATCGATGGGCATACACCGAGGGATCATGCTGGCTC
GTTGTGGGCCGAAACCGGGGGCGACGCGACTTGGTGCCGACACAGTGCCCCGTCCATACC
AAGCACGCGCCCTCGCGACGAGTCAACCCGTAGAACCGTTCAATAGGCGGAATGGCTACA
CGCATGTAGCAATTTTACGCAAGTCCCGCCTTTTCGATGAGTTCGGCAACGATGTCGTTC
GGGGTCTTCTCGGGCTCAGGCTCGGGCGGCTCGCCGACTTTCTCGATGGCGAGCTCGACC
AGCGACTCGATATCGGCGGCCTCGTCCTGCGCGGCCTTGGCCGCCGCCTCAGCGGCCTCA
CGGGCGGCGAACGCCTGCTCGACCGACCGGGCCACGATCTCGCCGATCTCGTCGGCGCTG
AGCTCGCTGGCACGCTTGCGTGCGGGTGCAAGGCTGGCCACCAGCGCTGCCGGGCGGCCA
TCGTCGTCGGTGCGGCCACGGACGGCGAAACCGGGCGTGTTGACGCTCAAGGCGGCGATC
AGGTCGAGGCCCTGCCCGAAATCCCGCCAATCGCCGGACAGCGGCGAGGCGAGGCCCATC
TCGATCTGCTCGGGGGTGGCCCACGGGGCGGCCACGCCCGACACCTCGATTCCGACGCTG
GTCTCGTAGGCACGCACCAGCGCCCAGCACGCGCCGGTGTTGTCGTAGTGCGCCATGGCC
GGGCCGGGACGCAGCCGCTCGTCGGCATGCCCGGTGCCGACGGTCAGGCGGCCCACGGCG
AGTCGGGTGCCGTCATCGAGCAGCACAGGCGGCGAGGTGTGGAACTGCGCGTAGTTCGAC
GGTGATTTCGGGGCCATGACGCACGCGTTCTGCACCGAGCGGTGGCACGCACCAAAGCAC
GCGATGTGTCCGAATATCCGGCCCGTGTCGGGGTCCATTTGCAGTGCAGTCGGCTCGGCG
AGGTTGGGCTGCGCGAACAGATCAGCCGCGTACACCCGAGGCCGGAAATCGTCGGCGATG
CTGGCCACCATCGCGAGGTCGCGAGACTCGCGGGTCGCGTTGAACTCGATGACGGTGTCA
CCGAATGCGGGCTTGGCCACCATCGTGAAACCGATGAGCTCGGCCTTGGTGATCGTCTGC
ACCACATGCGCGTCCGGCGGCAGATCGAACCATTCCTCTTCGGTGAGCTCGCGCCCGTCG
ACGGTGAGCTTCCACTCGGTGGCGGCGAGGTCGACCGACGGGCGGCTCACCTTGTGCCGG
GCATCGGCATAGGCGTCGTCGGCCTCGGGCTTGTTGAGCCAGTAGCCCGAGCCGAGCACG
GTGCCGTTCTCGATCCGTGCCGACTCAAGGACACCGACGGTGTACGCCTCGGTATGGCCC
TCGCCGGTCTGCTTGCACCACATCGCAGGAAGCGGCGGTGTGCGCACCGAGAACTCGATC
TCGGGTGCGAGCATGCGACCGTCGCTGGTCTCGATGCCGACGAACGCGAGCGGCTGATCG
GTGAATGTCCGGAAAAGCTCTGTCTTGGCCATGCTGTAATCCTGTTCGCTCGGGGCGGTC
CAACCACCTGCTGCCACACGCCCGATGCCGTCGGTGTCCTCGCGGGCACGGACAACACCC
TTGCGGGCGCGCCGGTCGATCTCATCCTGCTGCGATCCTTGCCGATTGACCTGCACGCTG
TCGCGACCGTTGAGGCGCTCGGTGTGCCGGTCGACCTCGTCGGGAATTTCCTCGTCTCGG
GCGAGAATGCCGACACGGCACCGGCAGTTGAGGATCTCATGCGGTGGGCCGGTGGGGTCG
GCGGGGAACAGCAGACCGGCACCGCCGACGGTGAACTCACCGGTCAGCTCAACGCGCTGC
CCATCGGCGGCAAAATGTGAATCGCGGGTCTTACCGTCCATGGTCGCGATCCACACCTTG
TCGAGCAGGTGTGCGTCCGGCGAGATCTGTGCGGCGGCAATCACCGCCGCATTCTGCACA
CCGGCGGCCTGATAGCCCTGTAGCTGTGCGATCTCAAGCAGCATGTTGCTGCCAGGGGTG
AGCACCTCGGCCACCGCCTCGCGCTGCCGCGTGATCACGACCTCGATATCAGGGGTTAGG
TCGCCGGTCGTCGTCGGCAGCTCGGTCTCTCGCGCGGGTGCCGGGGCCACCGCAGCCTCA
CGCGCCGCTGCCTCGACCTTGCTCTGCACCATGGGCACCGTGCGGTGTACCCGCTCGCGC
TGTGTGTCGACGTAGTCCTCGGCCCGCTCGCGCAGATATGGGTCGGCATAGACACGCTCG
ACCGCCTCAACGATCTCGTCGCGCTCGTAGTCAGTCACCGAGGTGATCGTCTCGACCACC
TCAGGCCGCAGCACCTCGGGGTGCGCGATCTCGACACGTTCGTCACGCACACGGTCACCG
CTCACACGAGGTGCCTCGACCTCGGTCTCACGATCAATCTGAGGTCGACCCCTCCCACCA
ATATTGACATCAACGTCAGGCAACTCCGGTATCGGTATAGAAATACCGGTCATTGCTTCT
ATCAGGGACATCGCAAACAGTATTGACAGACCGGGTAGGATCAGCTCATCGAGTAGCAGA
TCCAAACCGCCCGCCTGCTCGACCACGGCACCCGTATCGGGTGGAGGTTCGGACGCAGCA
GTGAGTGTGGGCAGTACAAAGGGCACTACATCGGAAACCCACGCATTCAACGCTTTTGAA
TACAAAGCGGTCAGCACTTCCTCGGCCTCGACGGTCCGAGAGATAGCCTCACCGGGCAGC
GGCCACATCAGACGACCTCGCCCTCGATGAGAGGCTGTGTGAGCTGACGCCGCACCGTGG
CCAGCACCGCATTGCGTAGCTTCTCGTTGTCGAGACCGAGCGAGGCCACGACCTCGTCCT
CGAGTGCGGTGTCCCATCCGGCGATCAGGCGGGGGATCTCGCTCGACCGGACCGGCGGCA
GTACGCGGTGGTACTCGTGGGCCGGAACGTCGCGCAGCTTGGTCTTGAGCGCCGCGTCAT
TCACCTTGAAGCGCCGCTTGCCCGCGAGGTCGAGCGCGCGGTTGACGAGCAGCCGCTCGG
CGACGAGGTAGGCCGCTCGGTCATTGAGCGACGCCGCTTCCTCGGTACTACGCTCGTCCT
CGGTTTGCGGCTCGCGCTGCTGCCGGGCACCGCTGTCCTCGTCGTCTTCCTCGTCCTCGC
GCGTCGACTCGATGGCATTGGCAGGCTGTGGGAACTCGATGCCCGCGAGCTGACTCGACA
GCAGCGGTGCGTACATCGCGATGAGCTCAGGGTTCTTGGTGACGACATCGGCTGCGAACT
CACGGCAGCCGTCGAGGGTGGTGAGGTCGTAGCCGCTGTCCTCGCCCACGTTGAGCAGCC
GCCGCAGCGCCGCCGAGGTGATCGCACCCCGGTCGTGCGCCTCGACCGCCTCGTCAGACA
GATCGGGGTCGCTGGTCAGACCCGACGCGTCGTACCAGAGGATGTACTTGGTCGGGTCGA
TGCCTTCACGTGCGAGCAGCGGGGTCAGGATGTCGTTGTAGATCGCCTGGCAGATCAGGT
CCATGACGGGCTTGATGTGAAGCTGCACGTCCTCGTCGCCGATGGCCCACGCCGACCAAT
GGTTGCCCTTGCTCATGCCGAGCAGCCGCTCGGGCGAGACATCGAGGCCCATGGCCAACC
GCGTGATCGCGTCGATACGGGTCTTGATCTCGACTTCGGTGACCTCGTTGCCAAACTTGA
TGTGCTGGACCTTTTCGAGGTGCTCGGCGGCCACCGACGCGACGAGCGGGATATACGCCG
CCTGGCTGTTCTCGTCCTCCATGGCGGCCACCGACGCCTGATAGATCATCGTGGCGAGCT
GCTCGCTGGCCGGGACGCCGGACACCTCGGGCACCGGCGCGCCGGGGATCTGCGCCTGCC
CAGCGGGGATCGGGGCCTGCGCAGCCGGTAGCGACATCTCGGCGGGCACGAACAGCACAC
CGTTGTTCATCACGCGTGACTTGGCCGCGTTCTTGATCTTGCGTGTGGTCCGCTCGATCT
CGCGCAGCGTTTCGAGGCAAGCGCGTACCGGCGAGGTGGCCTGGCTGGCCTTGCGTGGGC
GTGGATTCCATATCCGCACGAGCGAGTCGAGGTCGCGATTGAACTCGTGGGTCTTACCGT
CCGGCAGCGAGATCTCGGCGGTCTCCCCCGCCTTGGATTTGATTTCCTCGCGCGTGACGG
CATACCACCGCGCCCGAGGCGCGGCGAGGCCGGTGACCGGATCTTTCTCTTGCCGGATCA
GCACGGCGATCCACACCTCACCGACCACGGTCATGCACTCGACCGCGCGCTTGATCAATG
CCGCCTGACCGAGCGGCCCGTCGGCGATGCCCTTGACGTAGTCGGCGACTGTCTGTGCGT
CGGGATCTTCCTCGATGTCGACCTCGCCGGTCGGCAGCCCGGTATCGGGGTCGATAGCCG
ACGGGATCAACGTGGTGCGCGAGCACGAGTTCGCGCGCCACGAGACGTAGTAGCTCAGCT
CGCCGATGCTCTCGGAAAAGTCCCATGCCTCGGACTGCCACTCGTTGCGGGCGGTGCCCA
TCAGCGAGGTCTTCATCTGCTTTTGTGGGTCGGTGATGAGCTGCGATGCAGCCGTGAGGG
ATCGCCGACGAGCTGCCGGGGCGCTGCCCTTGGGGCGGCGAACGACGCGCAATGAAGTAG
CAGCCATACGGGTCAGGTTATCCGCACGGCGTGCGGTCAGTCGTCAAGCTCGTCCTCAGC
CGCGTCCTCGATCTCGATTTCCTCGGTGTCGGCGAAACGGGCCAGCACACCAACGAGGTG
ACTGACGGCGAGCGCGACGGGCAGCAGCGCCCACCAATCGATCGTCCACGAGTATTTGAT
CACCCACACCAGCACCGCCGCGCCGCCGAACGATACCCACATACCGATGCACCACGGGCA
CTGCACGAACTCGTAGACCCCGGCCCACCGCGCCTCGCGCCTGTGCGCCTCGGCGGCCCG
CTGCGACTGGTTGTGTGCCTCGGCCTCGGCGGCAATGAGCGTGTGGTGTCGGACCCGGCT
GGCGATGGCCACCCTGATCGGGTCAGAGATCTTGTCCGAGTTGACGAGCCGCGTAACGCG
AGCGACGGCGAGCGTGAGGATGACGAGTGCCAGCGCGAGGGTGGCCGGGTTGTCGATGGT
CATGCACGGCAGTCTACTGTTGCCCGTTGCTGTCGGGTAAGATCGTGGAATGCCAGTCGT
TCTCGGGATCGATACCTCATTGCGCGCCACGGGTATGTGCCTCGTATCTCTGCCACCCTC
AGTCGAGCTCGGCTCGTGGCACGGTCAGTGCGTCACCGTCGGCGCACCGGCGGCCACCCC
CGACAAGTCGAAACGGGCCATGGCCCGCCGGGTCAAGGCGCTGGTCGATCAGATCCGGTG
GGTATTCGATGATGACCGGCCTGACCTCGTCGTCATGGAGACCCTCGCGTTCGCAGCCAA
GGGCGAGGGTGTGTGGGTGCTGCCGTGGATCTTCGGCAAGGTCATCGAGCTGTGCGAAGA
GTTCGATGTCGAGCTGCTGTGCGCGGGCACGTCGCAGGTCAAGAAATACGCCACCGGTAA
GGGCAACGCAGACAAGGACGCCGTCATGCTCACGGTGGCCAAGCGATGGCCTGAGCTCGC
ACCTGCGAACAACAACGAGGCCGACTCCGCGTGTCTGGCTGCCATAGGCTGCCACTACCT
CGGCCAACCTCTCGGTGAGCCAACGGTGTACCAGACCGAGGTACTCGACAAGATCGGCCC
ATAGACACCGAGGGACGGGCGTCAAACCGGGCTTTTCTCACCGTTTTCCCCGGCAAGCAT
GGCCCATGACGTGGGGTTTACTTTCGGCCCCGAGGCCATCGCTGCGCCCGTCCCTACTCG
GCCCGACGAGCGGGCCGAGTAGGACGAGGTCACGCCCAAGGCGCGTTGGGGTCGACCCAT
TGGATCGCCGAGTAGTGGTACCCGTACAGATCGCAGTGCGCCATGGCCTCGACGCGCTGG
TCGAAACGCTGGCCATCGACCTCGAAGTAGAAACCCTGATCAGCCATGGTGGCCTCCGAT
CTGCCCCGGTGGGGCGGTCAATCGGCGGGACGGTCCCGCCGGACAAGAGATAAGTTACCC
GACTTGGGAGGTATTGTCAACTATGCCGATCATCTCGCACAATTCCGAGATCACAGGCGC
GCCGAGCAGCCGCTCAACGTGGTGCGCACCCTCGGGGCCGCACGTGTTGCGCGCGAGCTC
GACGTAGACGCCGCCGTGGGCCTGCTGTATCCACACAGTGCACGCCTGATGGTGCAGCGC
ACGCGCGACTTCTTTGCGCGTCGAGCAGGCCATCAGACGGCGTGCGTTGGCATCCTGTGT
GCGCGCATGCTCATCGGCATCGCTGCCGGTGCAGTACGGGTCAGGCGAGGTCGCGCCGAC
GCACACGCGGTCGTGCAGCCATCGACGCAGCTCGGCCCGCGCCGGGCGGCGGCGGCTCAC
GCCGCCACCATCCCTTCTGCGCGCATGTGCTGCCCGCAGATGTATCCCGCGAGAAAACGG
GCGTCCTCAAAGGACGCAGCGATCTGCGCGTGGCACAGCCACGTGCCCATGTGGGCAACC
GCGACATCCCACAGACCATCGAACCGCCACGTGATGACGGTCTCGAAAGTGCCGTCGAAC
TCGGTGACGCTGGTGGCGGTGGTCTCGATCATGGGATTTCCTTCCTGTCGGCGGGGCGGT
CCCGCCTGACAAGAGATAAGTTACCCGCCTAAGTCGGTGTTGTCAACACTTCGGGGTTAT
TTCCCGATGGATCGCCGCATCCATGCAGGTGGGGGCGGTATTTCTCGTCCCTGGCCACCG
CTCGGATTGCTGCCGGTCGGCGGTGCTGCGATGCTCATCGTGCCGCCCATGAGGTCGAAA
ATGGTGTCGTGCACGATGATGCCCGCCGCCACGCGGTCAGGCTGATGCTGCCCGGCCTGC
CAGTCGACCGCCTGCTGCTCGAACGTCGCGAGCGCGTAATCGATGGTGCGTGCCCTGCCG
GTCTCGAAACTCTGGCTCATGCCGCCCGCACGGGCCACCGCATCGGCCTTGTTCGCACCG
CGCCACGGCTTGATCGTGAACGGCGGTAGATCCGGCAGCGCGCGGTGCTCGACCGGGGTG
AGCGGGACACCGGCGAGCTGTTTCTTGCGCGCCTCGCGGTGAATCGCGTTGTACGCCTCA
CGCACGACACGCGTGTAGGTCTTGGCGGTGGTGTACCCCTCGACGGCGAGCACCCGTGCG
CCGATCTCAAGGGCCAGCGTGACGCCGACCTTGGCCCATTGGTCCGAGGTGTACTGCCCG
CTGCGGTCGTGCGTGAGCACCGCTGTGAGCCGCTTGTCGATGGTGGCGGCCATGCCGCCG
ATGATGCCCGCCTCGTCTCCCTCGCCGCTGTCGGCGGGGTCGATGCCGACCACGGCGGTG
TAGGGGTTGAGCGGTGCCTCGGGCAGCCGTGTCGCATCAAACCACTTCTGCTGGAATATC
CCGCCCTCGGGGTTGCGCGGTGATCCCTGGTAGAGCGCGTACCACGTACGCTCGCCGACC
TCGCGCCGGATCTTGGGGAAATTACGCTTGGCCTCGGGGGTGTCACGGGCCGACACCATC
GGGGTGCCGGGCTCACGCTTGAGCGCGTCGGGGATGCCCTTTTCGGCGATGGCGGGGATA
TTGATGACTCGCCATGTTCGTTCGTTTCTCGGCAGCGACCTCTCGGCGGCAATCACCTTG
CCCGCGAGATCCTCAGGATGCCAACGGGTTTGGATCATGATGATCGACGCGTCGGGCGCG
AGACGTGTTCGCGCCACCGACGAAAACCACTCGTCTACGCGCTTGCGGTACAGCGCGCTG
TCGGCTTCCATCATGTTCTTGAACGGGTCATCAATGATCATGAGATCGGCGGGCATACCC
GTCAGCCTCGATCCGATACCGGCGGCCACGAGACCGCCCCGGCCACCGGCCACCGACCAC
GCGGTGACCTTGTTGGCACCGCGTGCGAGCTTGAGACCGATCTTGTCCTCGACCGGCAGA
CCGGTGAGCGGGTCGACCACATCGGTGCCGTAGGTCTCGATCCACTCGCGCATCGTTCGG
CTGTGGGTCTCGGCGAGGTCAAGCGCGTAGGTCGCGAGGATGATCTTGCGGTGCGGGTTG
TGCTGTAGCGCGCGCAGCGGCGTGGCCACCGCTGCGAGCGTCGACTTGCCCTCCTGCGGC
GGCATCGAGATCTCAAGGTTGATCTGCTTGGGCGAGGTGAGCACGCGCTCAATCGATGTG
CTGATCAGCTCGATGGCCGGGGTAACGACGTAGTTCGGGTCGAGAGCAGCGGCGAGCTCG
GCAGGATGCGCGTATTTGACCTTCATGGACGCGCGCGCTTTGGCAGCTCGCAGCGAAGCC
AGCATGGCGTGCTTCTGCTCGGTGGACCACGACTTGGCCTGCTCAAGGATGACCGCAGCC
TTGCGCTCGTCGTAGGCACCGTCCTCGCCCCATACATCGGGGTCGGGCGCGTCCGGCGAC
GGGATCTCGATGATGGGGCTCAGCGGCTCATCGGGGTAGCTCATCCCAACAGGTGCTCCA
TATCCGAGGTCAACTGCTCTGGACCACCAACGTAGACCTTGACGCCTCGCTCGGGCCGGT
TGATGTAGTTCTCGACCAGCTTGGTCACCGCCGTGACGCGACCTTTGACCCACGCCTCGG
ACTGGACCTTGCCGACTTCTGCCGAGCGAGCTGCCCGCCACGCGTCGACATCGGGGTGGT
TGAGCCAACCGAGGTGGACCTCGTATCCGGCGGCCACCGCAGCGTCAAGGAACCGCTTGT
TGGCCAGCCGGGCACCCTCGGCGAACACCAGTCGAAACGGCTTGGTGTTGAGCCACGGGA
TGGCCTTCTCGATGATCGAGGCGGGCAGCGCGTCGGTGCCCGAGAACTGGGGTCGCCGCT
TGCCGAGCTCGACCCCGGCGACCTCGCCATCGGTGTACTTGAGCAGGTCGTACGCCGGGG
CGGTGTCGGTGCCCGGTACATGCTCTCGGTCAAAGCAGTCGGTGAGGTGGGCCATCATGG
TCGACTTGCCCGCGCCGGGCGCGCCGATGAGGTAGATGAGGCGGTGGTTTGTGGTCATGA
CCAGCATGTTACCCGACAGATATGGAGAACTTGAAGATTGGTGTTGACATACCCGCCCAA
CTCGGGTAACTTAGTTCGTGTCAGGCGGGACCGTCCCGCCGAGGAAGGGGTCAGACATGA
CCGATCAGCTCACCATCATCGAGGCCAACGGCAAGACCTACTGGGCTCGCCCGGCGGGGT
CCGGCACCACCGACTCGGTCATCTATGGCGCGTGGCGCGACGGCAAGCAGTTCGGGCAGT
GCTACGCAGCGACTCCGCGCAGCCACGGCAAAACGGCTAGGGCGGTGTACGCCGCCTACG
CGGCCTCGCGCTGATCTCGACCGGGGGTGCGTCCGGCCAACGCACACCTCCGACAACCAC
GACCGAAAGCAGGAAACGATGAGCACCATCACCATGATCTTCAAGACGGGCGAATACCAG
CAGCGCGTGCCCGTCGAGGATGACGCACCGATCTACGTCACGGTGGCAGGCCAGACCTGG
CAACGCGATGTCAAGTCCACCGACGCCACGCTGCTCGACGGCATGTTCGATGCGCAGTCG
GACTACGGGCAGATCTCGTGGACCAAGCTGACCCGCACCACGGCGTGGGGGTCGAGCTAC
GACAACACCCACGGCACCCACAACCGTGTGCTGGTGATCGACCGTGACAACGCCACCGCC
GAGGACGTGCTCGAGGGCATGCTGTGGCTCAGCAGCGTCAAGGCCGAGGGGGTCTGAACA
TGAGGTGGCATCGCGAGAATCACACCGGCGGTGCCTACGCCGCCGGTGCCTACCGCGTCC
ACCGCGCCGAGGCGGCTGCCCTCGGTTGGGTGGCCAAGGGGCCGGGTGTCGAGACCTCGC
ACCACGAGACCAAGGTCGCTGCGCAGGCCGAGTGCGAGCGTGCGCTCAACGCAAGGATCG
ATGATCCCAACACCGAGGTGGTGCCCGGCGATCACCTGCTGCTGCGCGACAGCGGAAAAG
TCGGGCAGCTCGCGCAACGGCTCAACGGCGACGAGACACCGGCAGACCGTGTGGTGTACG
CGATACGTATGCCCTACGGCAAAACACTGTGCCGGGTACGGTCCGAGTTCACGCTCATCG
ATCCGTACGACGGTGTTGACAAGCCCACCCTTGTCGGGTAACTTAATCGGTGTCAGGCGG
GACAGACCCGCCCCAACAGGAAGGACCACCACCATGTTCGATCCCGCCGACATCGTTGAG
CCGCTCACCTGCTACGACTGCAACGGCTACATCACCGATCACGAGGACGGCTGCAAGACC
GGCCTCGGCATCACCTCGGATCACGAGAACGTCCTGCACGACCCCGAGGTCGAGCTCTAC
GCGGTCGTGAGCGCCATGGTCGATTTCGAGATCGAGCGCAACGGTGCCTACTGGGCCGCT
CGCCGCGCCGCCCGCGAGGCCCGCGCATGAGCCTCTCATACGACCCGAGCACGGCATACG
TCGTGCTCGGGCTGGCACTGCTCGCGTGCTTCGCACTGCACTTCTCCCCGAGAGGATCAT
TGCGTGAGGCAGTGTTCGCCACGCTCACGCTGTCACTGACGATCACCGGCATCATCGGGG
CCGCGTTCGGGGCGGTGACGCTGTGAGCGCGCCCCACACCGAGGTCGAGGTCAGGGCACA
ATTGGCCCTCGTCTCGTCGCTACTGGCCATGCCCTACTACGGGTGGACCGATATCAGCAC
GGTCAGGTCCGATCTGCGCGCCCGCAAGCGCGAACTCAAGCGCCGCCTCGCCGAGGTGGA
ACGCAACAACCAACGAGAGAAAGAGAGCACCGCCATGGAAGATCCGAACGGGTCCGACGA
GGCCCCCAAGGCTGTCATGGCCGACGCGAGCAATCCCGCCGACCTGCTCGCCGCTGCCGC
CGAGGCCGAGAAAGCCGCCGCCGCGTTCCGTAAGCAGGCCGCCGAGATCGCGCGAGCTGC
CGAGGAAGCGCGCCGCCCCAAAATGCCGACGGTCCACACCGGCGTGAGCGTTGTCGTGAC
GTTCCGGCGCTACACGAGCGGTCGCGAGTACAACTACGCGGCCATCGGGTGGCGCACCGG
CACCTCAGTGCGGTGGGCGGTCACCGGCACCGAGACACGGCGGTTCAATTGGGCGGGCCT
GCTCGATTTCATCGGCGAGGCCAATTGGCACACGCTCGCCGAGGTCACGCAGACCCGCAC
GGTGCTGGCCAGCGGCGTCGAGCCGCCGGTTGCCGAGGTCATGGGCCGCTACGGCAAGGT
GCTGCGCACCGAGCGCCCGGCCTCGCCATTTGTCGGCGACAGCCGGTACGGCGACGAGTT
CGACATCACCGCGCCCGGCTATCCCGGTTTCTGATACAGTCGGCATTCTGGTACAGCGAC
TGGTAACCGCGCAGAAACCCCGCCCCTCACCGGGCGGGGTTTTCTGTATCACAGGCAGGG
TTGACATACCCGACATAGGTGGGTAAGTTTTCTCTTGTCAGGGCGGGACGGTCCCGCCGA
GAAAGGAACAACCGACATGTTCAAGTTCGTCGCTCGCCTCAATGGCCGCACCGTCGTCAC
TCAGCACGAGACCCAAGCCGACGCCACCGCGCGCATTGGACAGATCGCGGCGGTCAACAA
CCTCACAGCCACGCAGGAACGTCGCGACGAGGACACGATCTCCGGTGTCTGGCACTACCG
CACCTCGCCGAACAAGGGCGGTGTCGCGGGCACGTTCAAGATCATTGACAACTCGCCGGT
CCGCATCGAGGACAAGGACGGTTTCACCGCCGATCTGCTCAACACCACCGATGCCGAGGT
CGCCGTCGTGCAGTACGACCACCTCCCCGAGCCGACGCACCTCGACTGGTCGCACGTCAA
CCGGATCTCCTAGTCACCCCGCCACCAACAACCACGAAAGCAGGAACAACCGTGGGCACC
AAGGCAGTAGTTCAGAGCCGAGTCATCAACGTCAATCAGACCATCACGAGCCCGACCGGA
GTAGCGAAAGCGTCCAAGGCGCGCGAGACCCTGGCCACCGCGCGCGAAATCCTCTACGCG
TCCGGCAACATGCGCGCCGCCGACGCCATCACCCCAGCGCTCCATGACCTCACCCGGCAG
ATCGCCGACTACTACCGTCGACGGGCCGAGGCCGACAAGAGAGCCGCGCAGCGATGAGCG
GGCGGCCATTGCGCGGCACCGTGGGCAGCGGACGGCACCGCCCGTGGGCCTACACGGTGA
TGCCCGGCGATGTCAAGGTCGTCGGTGCGCGCACCACGATGTGGGGCCTCAAGCACTTTG
TGCTGCGCTACGAGGAACGTCATGACGAGGTCGGCATCCTGCTCGGGTGGTTTCCCGTCG
CCGCCTCGCCGGTCCCTCGGCGAGCGCTGCGTCGACGTGAGCGCCGGGCAGCTCTGCGTG
CTCGGCACGACTCGACGTTAAGGTGTTGACTTACCCGCACTAGTCGGGTAAGTTATCTCT
TGTCAGGCGGGATCGACCCGCCGAGAAAGGATCGAAATGTCTACCTCCCCCGCGTGCGAC
TGCCTCACCTCCGAGGACCACACCCTGCCTCACGCGACCATGTGCGCCGCCGCGTTCAAC
GGGCACGACACCGACCACAGCCAGATCCGCGAGCTTGCCGAGCTCGCCGCCTACAAGGAC
ATCGACACCGCACTGTCCATCCTGCGGGCCTACCGCAACGGCTCGCTGAGCTGACCACCA
ACAACCACGAAAGCAGGAACACCAAATGAGCCAGATCGTCACCGCCGCCCAGCTTGAGAC
CGGCGACCTCTTCCGTATCCGCACCCTCACCGGTCGCACGACCTATCAGGTCGACAGCGC
CCGCAAGGTGCACTACCAAGACCACTACATCGAGATTGCCGCCACCAAGGTGACCACCCA
CGGGGCCACGACGATGTCCCTCGCACCGTCGACGCCGGTCGAGCGCCTCGAGCCCACCCC
GCAGCGCGACATCGTCGCCATGCTGCCGTACCTGAACCCCGGCGAGACCGTGTCGGTCAC
CTACTGGGACGGGCGATTCTGGACCTGAGCGGTCCCGCGAGCAACGCGATGGCGGGCCGC
GTCCCCCGGTTGAGCAGACAGCCGGTCAAGGTTCACAGAATCCCCGCCACCCCAACACAT
TTCACCCCACCCTGATAGGAAGCACCCCATGGGACTGATGCCAAACCTCGGCGGCCTCGA
CGTGGCCAAGACCGTCGGCGAGTTCAAGGACGCGATGGTCACGATGGTCACGCTGCTGCG
CGAGACCAACCGCAAGCTCGACACGCTCATCGAGATCGAGCAGGCCAAGCAGGCCCCGCC
CACGTGCCTCGACTGCGAGGACAACGGGCGGCTGCGCTGCCACGAGCACGGACCGGCGGC
CCTGCGATGAGCGCGACCAACCTCGTGCCGGACCTCGTCGCGGTGATGAGCACCGGACGG
CACGCCCGTGCCCTGCTCATCGCCAAGCAACCGACACCGAACTACGAGGGCCGCCACCGC
GCGCCCGAGGTCGAGCCGCCCGTGCGAGTGGGCAGCGTATGGGCCAAGGCCATCGGCGGT
GGACCATGGTGATCGCCACCGCGCCGGGAGTGGCGCTGCGCGGCACCCCGGTCGATTGTG
CCCAGTGCGGGCACGAGGTCACGCCGATCGTCGGCACGTTCCCCGACAACACCGCCGTAG
GCACGCTGACGGGCCGGTGGCGTGAGTTCTGGATCGTGCCCGCGCACCGCGCCTACGGGC
ACGGTGTCTGCACTGGCTCGGGCCGCCAGCTTGGCCCCGTGGTGCGATGACCGCGCCCGA
GAAAGCCCGCAAGGACCGGCTCAGGCCGGTCCCTCGGGCCGGGCTCAAGCAGATCCGCAA
CGGGGAAGCTCGGTACTGCCCGAGCTGCCAGACCTTGCGCCGACAGACCGACATGAGAAT
CACCAAGGGCGGTGTCCCAATCTGTATCGGGTGCCGCGACAACTCACCGAGGGTGATCGG
ATGAGCTGCTTTGCCGTAGGGCACCGCGTGATCGTCCGGCCCGAAAACGGCTACGACGAT
CCGGTATCCGCCGAGTTCGGCCCGATGGCCGGGCACTACGGCAAGGTGGTCGAGATCGAT
CCGGCCCCACACGACAGCGCCACGTTGATCACGGTCGAGATCGTGGGCCGGGTCGACGGG
CCGGTGTCACCGGCGATCTGCGTAGACCGCGTTGACCCGCAATGGGTCTTCTATCCACAC
GAGCTCGACCACATCGACTGAGGGGACCGACCAATGAAACTCTCCGACGCCGCCGCCAAG
CTCACCGCGCTCGCCGAGCAATACCCCGACGCTGAGATCGATGTGTGGCTCGGCGGGGAC
TACGGTCAGTGTCCCGTCGTTGACATCGAGTCACCGGTGGCCTCACTCGACATCGACAAC
ACCGATGCCGTTGTGGTGGTGAGATTCGCATGAGCCGACCTATCGCGCCGGGCAAGTGCC
CACACATCACCACCGTCGTCATCACCCGCGCTGGCCGCCACGTCGAGGTCTGCGCCCGCT
GCCGCCGACAGATCGCATGAGCAGCACCAATGGCCGGTGCAATAGCGCCGAGCGAGGATC
GAGCTACGCGCGCCGCGCCCGCAAGCTGTGGCTGCTCTCGCCCGAGGCCGCGTGGGGTGG
TGACGGCGAGACCGTGCCGTGCTGGGAATGCGGAGTGCTGTGTGAGTTTGAAGACCTCAT
AGCCGACCGGATCGTGCCCGGCGAGGACGGCGGGCGCTACACGCGCGACAACATCGCCCC
GCACTGCCTGCTGTGCTCGTGCCGCCAAGGCCAGCGCCGGACGGCGGCCATTCTCGCGGC
CAAGCGGCGAGCTGCCTGAAACACCGTTGTGTTCCCCGACAAGTGAGGGTAATTTAGCGA
CCATGAAATTCAACAACCACACCGCCCGAGACCAGAACGTGCGCATGCTCGTCGCCTCGG
TGCTCCACGAGCACATCAACGATCATGCCGTCGACCACGTCGAGGTCGAGGTGCTGCGCA
CCGTCGACCGTAAGGGAGAACGCTACGAGCGGGACTTCTGCGGGCCGACCACCAACTACA
GCGGGCAGCCGAGAACGCTCATCCGCGTCGAGATCGAGCTCGATGAGCGGATGTTCAGCG
ACACCGACGAGCTCGTGTGCGCGGTGATCGCCGCCGAACAGGACGCCCTCAACGCCGAGA
TCGCCGAGGCCGAGGCCGCCGCTACGCGGGCACTGCAACGCGTAGAAGAACTCAGGAAGC
GCCGAACGGTCGAGGTGACCAATGGGTGATCTGAGCAGCGTGAGCGGGGTGAGCCGCCGC
GCCGACACCGTGACCGTGGGCGAGTGGGTCGATATCCCGCACCGCCACCGCGCCTACCTC
GTGGTCGAGTGGTGCGGTACCGATGTCGACGGCATGACCTACCTTGCCGGGCACACCCAC
GACGGGGTGCCGTACGTGCGCACGTTGTCGCCGGGCGCGAAGGTCAACGTCATTTTCGAG
GCGGTGCCCTAATGTGGCCCGACCTCGCCGATGTCGGCACCGTGGCACTCGTCGGCAGCG
TCGCCGGTGCCCTGTACCCGCTCACGCGGGTGCTGCTGGCCCACATCGACCGACGCCGTG
CGCGCGACAACCGCCACCCCGAGGACGAGGCGGATCTCAGGGGCGAGCGGTGAAGCTGTG
CGCGGCGTGTCAGGCCGCCTCAGATAAATGGCTCGACTACCGGATCACCCCGTCGATCAA
GATTGCCAGCGGGGCCGCCCGTGACGACACGGTCGAGGGTGTCCGTGACGCGCGAGCTGC
CCGCTTCCAAGAGTGGCGCGACACGATCAACCGGCAGCAAGCGCTCATCCGCAAGCAGTG
CGTTTCCGCTGGTCACGTCACGATTGTCGACGTTGAGTTGCCAGGGCTTGACAACACCGA
CATAGGCGGGTAAGTTAGTTCTTGTCAGGCGGGAGACCCGCCAAACAACTACAGAGAGAA
GATCGAAATGGCCCACCTCAACGACTTCGTCGCCCGCAACGCTCGCGCCGCCGCCATCGA
GAACCGCCGCCGCCTTGAGGCCGAGCTCGCCGCCGACGGCATCCACACCCTCGATGACCT
CAACGACGAGATTGACGCCTACTTCGCCTAAACCGAAAACCCCGCCCTCACCGGCGGGGT
TTTTCGTTGCGCGAGGTCCTGTCGACGGGCGGGCTTGACAATACCGACTTTTACGGTATT
GTTGTCCACATGAACGCGAACACCGCCGCCGCCGCCAAGCTCGAACTCGTCAAGGTCGAG
GACCACGAGGGCACCGGCGAGTGCCCGGCCTGCGGACGCACCGGGCTGCGGTGGATCTGC
GTGATGAACGACGGCAGCCGCGCCGGTGTCGAGTGCGCCAAGAAACTTCTCGGCTACCGC
CCCGCCCCCAAGCACTACAACTGGGTGCCCGAGTTCACCGCCGTCGCCGAGTACGTCGAG
GCCGGGCAGACGTTCGTGCTGTGGCAGCACAACACCTCGGGCCAGACCCGCGAGACCCGC
AACGGCATCCTCGTCGCCGTCGGCGGTGCCCGAGCTGCATGGCAGCGCCGAGGATGGATT
GCTTGACAATCCCGACATAGGCGGGTAAGTTAGTTCTTGTCGGGCGGGAGACCCGCCACC
ACACAACTACAGAGAGAAGAACGATCATGATGGGCTTTGACGCCACCGTTCGCGCCGCCG
CCGCCGACCTCAAGGTCGGTGACACCCTCACCCACGAGGGCCGGACCTACACCGTCGCCG
AGTTCGACCGCCGTCGTCGTGAGCGCCCCGCCTCGTGGGGCGGCCCGTACATCTGCACCA
CCATCGTCTGGGCCGAGGGATACCTCACCCGCCTCGAGGACGCGGTCACCGTCTGAGACA
ACAGAGAAACCCCGCCGAGCGCCCCGGCGGGGTTTTCTCGTTTGTAATGACCGGTAATGA
CCCGGCGGCGGTCACCCCTTACGGGACGGACCGCGCCGACCCCGGTGGCCCGAGTGCTTG
GACTCGGGCAGCCGCCGATACCTTACTTTCGGCCCGCCCTTGGTCTCGTGAGCCTTCTTG
CGCGCCCACGGCTGCTTGGTGGCCCACGCCCACCGCCATTGTTTCTTGCTCTTGAACCCC
CGGTAGCCCCCGCCCCGGCGGCCACCCCGTTTCGCGAACTGTCCGACACCGCCGGTCGCC
GCCGACATCGAGATCGTGCCGCGCTGGCGTGACCGTGCGATCCTGGCAGACCCCCGGCCT
AGTCGGCTACGGGTGCCCCGCGCCCTCGATGCTGTCCTGGCCATGGCCTGAGGCTACCCC
CGCAGCCTGCCGTTTACGCGCCCGATGTCGGGCAACAGCGAGCGTGCGGTGGTGCCGACA
CCCCGCCTTACCGGTCTTGGGCGCAACGTAGGTGTTGTACCGGGTGCGCGGGCATCCGCA
CGGGAACGTCGATTTGTCGGAGCTGCCGACGGCGATCAGCCGGTCACGCTGCTGCCTGTA
GCGCTCGGCGGCGGCCTCGGCATCAGCGAGCGCCTCGGCGAGCCGGGCCACCTCGCTGGC
GAGCATGCGATGTTCGTTGCCGGTGGTCTCGGTGTGGTCGAGGTAGAGCTGCACGAGCAC
CGCGCTGTCGGCACTGATGGTGTGCACCAGACGCAGCGAGCACGACAGCCAATCGGCGAT
GAGCTCGGCGGTGTAGCCCATGCGCCGCAGCACCGCCACCGCCCACGCACGATCCGGCGG
CCTGAGCTGTTTCATGGTCACCGGAGATCCGGCGAGAATGGCGGGCACGAGGCTGTGGTC
GGGCTGCCACGCGGGCAACGGGGCCGCCTCGATGCCGCTGTCGAGGTCGTCGCGGTCGAG
AGTGTCGGTCATGTCAGACAGTCAGCCCGCCGAGGTCGAGGCCCTTGGCCAGCGCGCCGG
TGATGAGCTCGGACCGCTTGGCGAGGATCTTCTCGCGCCGGGCCGGTGAGTTGACGCGCT
GCGCCGACCACCACAGCGTGCCCGCCGCCTGCCGCACCCACGCCGCCTGAGCGTCACGCT
CGGCCTGCTGACGGGCCGCGTTCTGGGCTCGTTTGTCGATCACGGTGGGCGCGCCGTGGA
CGGGCACCGTGCCGGGAACGTAGGTGCCAGCGGCGACGGCAGCCGCCTCGTCACGGGTCA
GACGTACGCGGTGCTCGATCATGTGCGGGGCGGTAACCGGCTCGGTGGTCATGGCCACAG
CATAGGCCCGTTGCCCGCCGAGGGCGGGGAACTCAATCCCACGCGCCCCGGTACGGGCAG
CCGTGCTCGTGCCCGTCGACGGCATGCCGGTGGCAGCCGATGCAATGGTCGAGGTCGTCA
TACGGGGCCGGATCGAGCACCGCTGCGGTCTTGATCTTCAAGGGGCCGCAGTAGCGCCCG
AACCGGTCCCGAAACGGCGAGTTATGCGGTGCCGCCACGCTCGTCCCGTAGCCGATGGAT
CTCACCGATGAACGTGTCGAGGTCGGCACCGATGACCGTCTGTAGGTCGTACTCGGCGAG
CTCGGAGAGCAACGCACGCGCGCCCCGGTACGGGTGCGCCACACCGTTGTCGAGCAGCCA
CACGCCGAGCACACCGAGGGTCCGCACGGTCACGTCAGTGTTGTCGCGCATCGAGGCGAG
GAACGTGCGCTCGTCGCGCGCGTCGACCGCCGCCGGGTCACCGGAGAGCTGCCCGGCCTC
GACCGCGTCGGCGAGGTGCTCGTCAACGTCGTCGGTCTGGCCGTAGAGCACCGTGGCATC
GAACACCGCGCCGGTGCCCTCGATCACCTCGTCGTCGGTATGCCCGTTGTTCCACATGCG
CTGCCGGTCGAGGTCGCCGCTCACTGGGCACCGTCCTCGGGCCGGTCGAGCTCGCCGATG
TTCCGGTCATCCACCACAGCGTGATACGAGACCTGGCTCGACTTCTGCCCGGTGTGCCCG
CTCGCGCCACTACCGCCCGCACCGCCGGGTGCGGCGCTGGCCCAATCGACATTGACCAGA
CGCGGGAACGCGACGATGTTGTCGCTTTCCTCGCGCGCGACGAGCTTTCGGCCCTCGCGC
TGGTCATTGCGGTTGAACACGTTGCGCCACCAATCGAGCCGACCGCCCGACCACCGCCAC
CGGTCGAGGTGGCCAGCCGGGGACTGATCCGCGTCGATCTCGCCCTTACCGACCACGACC
TCGAATGAGACCCCGACACACGCCGGTTTGCCCTCGCAGGACGCCGACGAGTAGACCCCG
AGGCCACCGAGCTCAAGACCGTGCGCATCAGCCCACGCGCGCGCCCGCCGTTCGCACGCA
CTGACGATCTCGGGAAACTCTGAGGGCAGCACATCGTGATGACGACCGGGCAGCTCGACC
ACCACGAGATGGCGCTCACTGAGCACGGCGGTGTGCTTGATGAGCGGGCCGGTCTCAGGC
AATGTCGTCGTCATCGAGGTTGGACCAATCGTCGTAGTCGTCATCGGGCTCGGCGGCAGC
GGGCTCGACATCGGGCTCGGAAGTATCCGTGTCGATAGATCCCGCAGGATCTCGCTCAGG
CCCTTGAGCACCGTCCTCGGCGAGCTCGACATCGAGTGGCTCGACGGCGGTGTCCTGCGC
AGCGGGACGATCTTGGGGTCGTGGTTGTTGGGGTTGTCCGGCACGGGCCAGCTCCTTGAG
TTCGTTGGGGTCGATCTTCTGGATGTGCTCGATCAATCGCGCCGCCTCGACGGCGAAATC
GTCGTTGTTGACCTGAGCGAGCACACGTGTGGGTGCGTCGAGGCCGAACAGCTTGGCCTC
GCGGTCGAGTGCCTTGAGGATGGTCTGCGCCGCCTCTTTGTCGCCGTTGAGCATGGACGG
GTAGTTGGCCCGCATGATGTCGGTGATCACCGCGCGCTGCCGGGCGATCATCATGTCGGG
CGGGTCATCGAGGTGGGCCGCGAGCGCAATGTCGTAGTCCTTGCGCACGGTGCCGATGGA
CACGCCCACCGCCTGAGCAATGGTCTTGAACGTCGATCCGGCCAAGCGCATGAGCAGCAC
CCGGCCCCGTCGTTCCTCGATGCTGGCTGCGACAAGCTCGGCGAACTCGGTGTCGACCTC
GTCGGTGTCGGTCTGAGGGGTGTCGGTCATGTGAACGATTGTCCTCGCAACGGCACCGCG
CCGGACGCGCCGAGGCAGGAGTTCGCCGGGTGGTCACCACATGACGTGCCGATCGGCTCA
GCGTGGAAGCCGTACGGCTCGACCTCGCAGGTGTTCTTGTTGGTGCGACGGTGACGGTGC
GAGCCGTCGCCTGCGGGTAACACTTCGGTGCGGCAGTGCTTGCAGATCAGCGCCTCATGC
ATAGCAGTCACCGCACCCTTTGCCGTCGCACACGCCGCAGTCCTCGGGCTCGGGCATCGC
GCGCACCACGTGGGCTTCGATGCGTTCTTCCATGGTCTGAGGACGGTCGACGGGCGTGAG
GCCGAGACGGGCGCGCAGCTCGTCGTCGGTCATGCCGTTGAGCCCGGTCATGGTCATATC
TCTCGTTTCTCGTGGTTGTCGGTGTGCCTCAAGCGGTTTCGGCTCGTGGCCGGTGCAACG
GGGATGCTTGGGCCGCTCGCTGCCGCCGGTGCCTATCGTCTCGCAGATCGAGTAGAGAGA
CAAGTAGCTGAGCGTAGGTCAGGCCATCCTCGGCGGCAGCGATCTTGAGCCGTTGCCGCA
CGTCAGGCGGACATTTGATCGGTAGCAAAATCGTAGCGGGCTTGGCCGGAGTTTGCTGGA
ACGCTCGATGTGGCCGTTTGGGGTTAACCATGTATATCAAGATATACCGTGGCGGCCACA
TCGAGCCACCGCCTCACTCCAAATCGCTGATCTCAAGCATTCCCTGGGCCACGGCGAGGC
TCAGATCGATGGTGCGCAGACGGTCATAGGTGATCACCGACTCGACGGCGAGGGAGTCCC
ACACATCGGGCGCGACCCGCTTGAGCTCGTCGCTGTCGTACTGCCACCGCCGCACTCCGA
CCTGCCACCCGTCGGCGAACGTGACCGCCGCACCGTCCCAATCGCCGACAGTCTCGCGGA
TACGGTTGAGCTCGAACACCGCCGCCTTTTCCCGTTCGCGCAGCCCGGCGAGCACGTCGA
ACACCGGCGACTGGTATCGCTGCACCAGCACATCGATAGAGTCGGTGGCCTTGTACGGTG
CGGGCGGCAACCGGTACTCACCGAGGCCGAGCTCTGCGGCAGACACCGAGATGGGCACCT
TGGTGGTCACGAACGGTTTCCACGTCTTGGCCTTCTCCCACAGCACCGGGTCTGCTTTCT
TGATCACCGCCGACGGCACCGCCCTCGGTCGAACCTGCCGGACCGTGGTCGTGTAGAGAT
GCACCGGCGCACCGCCCGCTGGCCGGGCAATGGTCACACCGCCTGCGAACTTCTTTTTCA
TCGCGTCGTGGATCTCACGCCGCCGCGCCTCGATGCGGGCAATGTCGGTGCGCACCGCCG
CCAGCTCACGCACCGCCGCCTCGAAACCGGCCTCGCGACCGAGGTAGTCGGCGAGAGCGG
CATCGAACTCGTGCAAGGTCTCCGAGCGCCGGTCGTCTGTCTTTTTCGTTCCCATGGCCC
CGAGGTTAGTTCTATAACCCGCTCGTTGTCCACCCGTAGTCCAGCACTCAGGCGTAGCCG
CTGGGCCGCTCGGCTACCCGTAGAGCCGAGCGAGCCCCACGGCATTGCCGGGGTGGCCCG
CCAGATCCATGCCGCCCCACGCGTCGACCCATGCGCCCATATACATAGGCAACCTATGCG
TCAACGTCATTATCGTTCTCATAGTCTCCATAAGAAAAGCCACCCACACCGTCGGATGAC
GAGGGAGAGTGGCTCGGGGATCTGATACCGAGCCTACTACCCTTGTCAAGACCATAAATG
ACCATGTAATTGATCTTGAAATTGACCCTTGACAAAACGGGTGTTCAGCCGGTACGCTGT
CGCGCGCACGCGCGCGTGAGGGTGGGGATATGACATGCGCATACATGCATATGTTCGTTC
CCGCTCGACTTACCCGACATCGGTCACCTACCGTCGGATCATGACCAACAACCTCCCCGC
CCCCACCGGACCCCGGCTGCGCGACGCCGCCTCGACCCCGTTGTCGCAAGCGCCCACCTC
GGTGCTCGCGTTCGCACTCGGCTACGCCGCCGCCCGGCCCCAGCACGCCAACACGTTCGG
CCCGTTCTGCGCGATGGTCGAGGAACTCATGACCCGGCCATCCGGTGCCACCGACCCCGG
CCCGCTCGGCGGCTACGACCAGCGCACGGTGTTCGGCTCGATCATGGCCACCATCCCGCC
CGAGACCGCCCGGCAGCTCGCCATGCTCTACCAAGCACAGCGGGGCCAGCGGTGGGCCTC
GACCGGCCACCGTGAGGGCCGAGCACCCGGCGGTAGATGAGAACACCTCCATATGTCGGG
CAAGTATTGACGTGAGCCAGTGCGGCGGGGTATATCTTGGTAACCCACGGCGGGACCGCC
CCGCCGCACCGATCACAAGGGAGATCCACCCCATGTTCACCGACCCACGCATTCGCTCGG
CCTTCCTGGCCGGGGTCGCCGCCGGGGCCGCGCTAGGCGTGACCGTCGGCGCGGCGCTGG
TGCTCACCGCGCTGCCCGACGATGTCTCGGTCCCTCGCCCCGGTCTGTCGGTCACCGAGA
CTGCGGCCACCAAGCAGTTCGCGATGTGGCCCGCCGACCCCGCCCCGACACCCGAGGACG
ACCCCACGTTCGATTGCCGCTACCACGGCAACCACATCTGCGGGCCGCTCAACGTCGACG
GCTACGCGCCCGGTCTCTACATCGACGGTGTGCTCGTGGACCCGTGGCCGGTCGACCCCG
CCTCGACACCGACAATCGAGGTGCCGTGATGGCCCGCGAGATATGCCAAGACCTCGCCGA
CGACGTGTTCGACGGCGACGAGCAGTGGTGCGACATCACCGGCGAGCACCACGTGTGCGT
GATGACCGACGGGCACATTGCCCGGCGAACGCACGAGTGTGAATGCGGGATCACGTGGTG
ACCCGAGACCCCGACAACCAACAACCACAGAAAGGAACCGAACCATGACCGCCAAATCGA
CGCCGGACCATCCCGGCATCACCGAGGCCCGCGATGCTTGAGATCTGGGACAAAGACCAC
CTTGAGTCGCTGCCCGACGGCACGATCATCGAGTGGCAGCGCATCGTCGGCGACGAGACC
AGCACGGCGGTGGCCTACGTGCGCAGCGAGGTCGAGGGTGCGGAAACGCATGCCATCGCG
TGCAAGTTCAACGAGTGCCTGTGCGAGCGCGTCGTGTGGATCTCGCCGGGCGGGTGGCAA
CCGCTCACCCCCGAGCAGGCCGGGATCAACTACCCGGCGCGCGTCGTGCGTATCGGGCCG
GGCAACGACGACCGTGTCGTCACCCCGTCGACACCGCCTGCCCAACCACCGATGTCGGTG
CGTATGGCCGCCCTCGACGCCGCCGCCCGCGTGCGGGCCGCCGACGCCATCAACTCACGT
GTCTCCGCTGATCTCGTCACCGAGCTCGCCGACACGTTCGTCACATGGCTACAGGGCGGT
GCCACAGCATGACCGACATCATCGACGCCCCTGTGCGGGTGCCTTCACGCTCGTGGTCCG
ATCCGCTGCTCGGTGCCCGCATGCACACCGGCGAGCACGCGGTGCGTTTCGGTGCCGAGT
TCGTCCGGCAGGCCGAGCGGGGACCGGCGAACACCATCGCGCTGGCCACCGACATCGAAA
CCCCTGGGCTCGACAACTCGTTCACGATCAATTGCGTGACGATGGCGTGGGCTCAGCCCG
ACTCGGGCCGCGTGCACTCGATTCTGCTCGACCCCCGCCGCGACGAACAGCACGCCGCGC
TCGTCGCCGAGATGTACGCGCTGGCCGGGCCGGTGATCCTGCACAACGCGCCGTTCGACA
TCCCTCCGCTGTTCCACGCCGGGCTGATGACCGGTGAGGTGATCAAGAAACGCATCGTGG
ACACGGTCGTGCTCGCGAGGTTCGCGCTGCCCGAGCCGCCGCCATATGGTCAGGCCAAGA
CCCTCACCGCACTGGCCATCCGCTATCTCGGACTGTCCGAGTTCAAGGGCGGCATGGAGC
GCGCATTCAAGGCCGCCGGGTACAAGACACAGCAGGCCGGGTACGAGGGCATGGACATCG
ACAGTCCGATCTACCGGCAGGGTGCCATGGCCGATACCGTGGCCACCCTGGCCCTTGAGC
CGGTCATGCGCCGCAGGGCCATCGAGTGGACCCTCGACCACCCGTTCGAGGTGTACGGGG
CCACCACGGTTGCCGAGGCCGAGGCCATCCTCGACACGCAGGAAATCGTGCACCGCATGA
TGCTGTGGCGCTCGGCGCTCGGCATCAACGTCGACCGCGAATATCTGGACCGCTACCTCA
ATCAGGTCGCCGACGAGCAAGCGATCTACACCGCCGACCTCGCCGCTCACGGTCTCGACG
GTGGGACCGGCAAGGGTGCCAAGCTGGTCCAGTATCTCGCCGAGCGGGGTGAGCTGCCGC
AGCCGTGGCCGCGCACTCCCAAGGGTGCGCTGCGCGCCACCAAGGCCGATCTCGAGGCGC
TCGCCACGGTCAATCCGCTGGCCAAAGCGCAACTCTCGCTGGCCAACATTGAGAAGACCC
TCGGCTACCTCAACAAGGTCAGCACTCAGGCCGCCGTCACCGGTCGGTGCCACCCTCAGG
TGGCCACCCTCGGGGCCAGCGCGACGGGCCGCATGAGCTACGGCAGCCCCGAGTTGCAGC
AGTTCCCCAAGGACGCCCGTCCGATCCTGTGCGACGACGGCGACGGTCTCACCTCGATTG
ACTGGTCACAGATCGAGCCGGTCACGATGGCCAACATGGCGCGCGACATCGATTTCCTCG
CCGCCTACGAGGCCGGGGAGGATCTCTACGGCCCGATCATGCTGGCCGCCGGGATCGACC
GCCCGACATCCAAGGTGGTGCTTCTGAGCTCGATGTACGGCTCGGGCATCGCCAAGCTCG
CCGCTCTCATCGGGCACACCGAAGAGTCGACTGCGCAGATCAAACGGCAGATGTTCGCTG
CGATGAAACGCTCGGCGAAGTGGATGGTCAAGGTCGAGGAAGTCGCCGCCCAGTTCGGTC
GAGTGATCACCGCCGGTGGACGCATCCTGCCGGTTGACGAGGGTGGGATTTTCAAGGCGG
TCAACTACACGGTTCAGGGCAGCGCATATGACGTGCTCGCGAACACCATCGTGGAGATGT
ACCGGCGCGGAATGACCGACGAGCTCTACCTCGCCATGCACGACGAGGTTGTGGTGTCCA
CTCCCGTGGCCACCGAGGTCCAAGAGATCATGTCCACCCCGCCTGAGTTCCTGATCAGGT
GGGCCGAACGCACCCCGGTGCTGCGCACCGACCGAGCAGATATGGGATCGCAATGGCTGA
AAGTATGACCGTCAAACCGTGCACGTGTGATGTGGGCGGATACTGCCCGATGCACGGATG
CCCGCACAAGACCGGAGATCGTGCGTGCCGCTGCGCCGACGAGCTCCACACCATACGGGG
GACGCAGCCCACCGAGGTGCCCGTCGAGCGGCCCAAACCGGGAACCGTCGGCATCGGTAC
CCCGCCGCAGATCGCCGTCAAGGGCGCACCCCGAGCGCATGGCCGAGAGCGAGGCGCTGC
GAGCGTCGCTCAAGGGTGCGCCCGAGCGACCAGAGATCCCGCCCACCGGGCAGCTTGCCG
AGGACATCGCCCGCGAGGCCATCGGACTGTTCAACGGGCCGAGGCAGGCCTCCTACGGCG
ACGCCGCCGACAATTTCGGGGTGACCGCCTCGATGTGGTCGGCGATCCTGGGCACCGAGG
TGACCGCCGAGCAGGTCGCGCTCTGCCTCGCCACGCTCAAGATCGCACGGCTGCGCGAGA
CACCGGACCATCACGACTCGTGGGTCGACGCGGTCGCGTACATCGCGCTCGGGGCCGGGG
TCATGATCCGGCACAAGGCGGGTGGCCATGACTGATACCGGCGAGATCCCCTAGATGTAG
GGCCCGATCGAGTCGTCGCACCCCACCCATAGCGGTGCCTCGACGGGCTCGAAATGACCC
GCTACGCTCGCCATTCCGCACACCAACAACCACGAAACGAACAGGAACCAAAC