##gff-version 3
##sequence-region Mycobacterium_phage_KingMidas 1 57386
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	1	1638	117.6	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0001;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	1669	3039	103.5	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0002;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0002;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	3026	3781	43.9	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0003;transl_table=11;phrog=1522;top_hit=KX557288_p40;locus_tag=Mycobacterium_phage_KingMidas_CDS_0003;function=head and packaging;product=head maturation protease
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	3808	4458	57.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0004;transl_table=11;phrog=2592;top_hit=p307100 VI_00016;locus_tag=Mycobacterium_phage_KingMidas_CDS_0004;function=head and packaging;product=head scaffolding protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	4477	5298	103.4	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0005;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0005;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	5307	5876	34.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0006;transl_table=11;phrog=2377;top_hit=NC_030916_p9;locus_tag=Mycobacterium_phage_KingMidas_CDS_0006;function=connector;product=head-tail adaptor Ad1
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	5873	6202	16.0	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0007;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0007;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	6209	6535	19.9	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0008;transl_table=11;phrog=1929;top_hit=MG770213_p9;locus_tag=Mycobacterium_phage_KingMidas_CDS_0008;function=connector;product=head-tail connector protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	6525	6929	26.5	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0009;transl_table=11;phrog=813;top_hit=MF919535_p17;locus_tag=Mycobacterium_phage_KingMidas_CDS_0009;function=connector;product=head-tail adaptor
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	7038	7847	96.3	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0010;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0010;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	7962	8513	62.5	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0011;transl_table=11;phrog=978;top_hit=MG770213_p12;locus_tag=Mycobacterium_phage_KingMidas_CDS_0011;function=tail;product=tail assembly chaperone
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	8464	8898	22.0	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0012;transl_table=11;phrog=15976;top_hit=KY012363_p13;locus_tag=Mycobacterium_phage_KingMidas_CDS_0012;function=tail;product=tail assembly chaperone
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	8916	12440	308.9	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0013;transl_table=11;phrog=1942;top_hit=KY348865_p15;locus_tag=Mycobacterium_phage_KingMidas_CDS_0013;function=tail;product=tail length tape measure protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	12441	13661	80.3	-	0	ID=Mycobacterium_phage_KingMidas_CDS_0014;transl_table=11;phrog=506;top_hit=NC_007581_p21;locus_tag=Mycobacterium_phage_KingMidas_CDS_0014;function=integration and excision;product=transposase
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	13771	15480	164.9	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0015;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0015;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	15538	17247	161.7	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0016;transl_table=11;phrog=20512;top_hit=NC_026589_p17;locus_tag=Mycobacterium_phage_KingMidas_CDS_0016;function=tail;product=minor tail protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	17304	18134	59.3	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0017;transl_table=11;phrog=732;top_hit=NC_021301_p17;locus_tag=Mycobacterium_phage_KingMidas_CDS_0017;function=tail;product=minor tail protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	18131	20668	244.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0018;transl_table=11;phrog=22561;top_hit=JF704100_p87;locus_tag=Mycobacterium_phage_KingMidas_CDS_0018;function=tail;product=minor tail protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	20665	22554	178.3	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0019;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0019;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	22551	23714	81.5	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0020;transl_table=11;phrog=2106;top_hit=JF937093_p20;locus_tag=Mycobacterium_phage_KingMidas_CDS_0020;function=tail;product=minor tail protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	23728	24069	34.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0021;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0021;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	24092	24346	8.4	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0022;transl_table=11;phrog=2005;top_hit=NC_009820_p23;locus_tag=Mycobacterium_phage_KingMidas_CDS_0022;function=tail;product=minor tail protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	24359	24997	70.9	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0023;transl_table=11;phrog=2012;top_hit=NC_009820_p24;locus_tag=Mycobacterium_phage_KingMidas_CDS_0023;function=tail;product=minor tail protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	24994	25818	40.7	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0024;transl_table=11;phrog=754;top_hit=KX712238_p35;locus_tag=Mycobacterium_phage_KingMidas_CDS_0024;function=tail;product=minor tail protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	25824	26021	8.9	-	0	ID=Mycobacterium_phage_KingMidas_CDS_0025;transl_table=11;phrog=686;top_hit=NC_028692_p20;locus_tag=Mycobacterium_phage_KingMidas_CDS_0025;function=DNA, RNA and nucleotide metabolism;product=HTH DNA binding protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	26169	26465	34.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0026;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0026;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	26615	26755	15.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0027;transl_table=11;phrog=1172;top_hit=NC_028889_p28;locus_tag=Mycobacterium_phage_KingMidas_CDS_0027;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	26822	27055	27.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0028;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0028;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	27052	28206	111.4	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0029;transl_table=11;phrog=700;top_hit=NC_021334_p51;locus_tag=Mycobacterium_phage_KingMidas_CDS_0029;function=lysis;product=endolysin
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	28258	28800	24.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0030;transl_table=11;phrog=1492;top_hit=NC_030939_p67;locus_tag=Mycobacterium_phage_KingMidas_CDS_0030;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	28797	29813	102.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0031;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0031;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	29829	30062	26.7	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0032;transl_table=11;phrog=443;top_hit=MG757153_p43;locus_tag=Mycobacterium_phage_KingMidas_CDS_0032;function=lysis;product=holin
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	30059	30433	32.9	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0033;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0033;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	30457	30690	8.9	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0034;transl_table=11;phrog=2004;top_hit=JF937102_p36;locus_tag=Mycobacterium_phage_KingMidas_CDS_0034;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	30677	31498	78.5	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0035;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0035;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	31553	31804	16.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0036;transl_table=11;phrog=1791;top_hit=JF937102_p38;locus_tag=Mycobacterium_phage_KingMidas_CDS_0036;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	31936	32097	3.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0037;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0037;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	32212	32424	12.4	-	0	ID=Mycobacterium_phage_KingMidas_CDS_0038;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0038;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	32516	32674	2.6	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0039;transl_table=11;phrog=22547;top_hit=NC_028946_p41;locus_tag=Mycobacterium_phage_KingMidas_CDS_0039;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	tRNAscan-SE_2.0.12	pseudogene	32680	32745	17.1	-	.	ID=Mycobacterium_phage_KingMidas_tRNA_0001;transl_table=11;trna=tRNA-Lys(CTT);isotype=Lys;anticodon=CTT;locus_tag=Mycobacterium_phage_KingMidas_tRNA_0001
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	32856	34157	116.9	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0040;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0040;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	34235	34651	26.1	-	0	ID=Mycobacterium_phage_KingMidas_CDS_0041;transl_table=11;phrog=1948;top_hit=JQ300538_p44;locus_tag=Mycobacterium_phage_KingMidas_CDS_0041;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	34953	35693	30.1	-	0	ID=Mycobacterium_phage_KingMidas_CDS_0042;transl_table=11;phrog=2838;top_hit=MH020242_p42;locus_tag=Mycobacterium_phage_KingMidas_CDS_0042;function=transcription regulation;product=transcriptional repressor
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	35985	36275	26.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0043;transl_table=11;phrog=2025;top_hit=MF190168_p47;locus_tag=Mycobacterium_phage_KingMidas_CDS_0043;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	36362	36559	17.0	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0044;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0044;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	36603	36986	40.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0045;transl_table=11;phrog=2021;top_hit=MF190168_p49;locus_tag=Mycobacterium_phage_KingMidas_CDS_0045;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	36983	37171	14.3	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0046;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0046;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	37168	37857	48.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0047;transl_table=11;phrog=1797;top_hit=NC_028796_p39;locus_tag=Mycobacterium_phage_KingMidas_CDS_0047;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	37932	38210	33.5	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0048;transl_table=11;phrog=1849;top_hit=MF668281_p50;locus_tag=Mycobacterium_phage_KingMidas_CDS_0048;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	38207	38554	43.5	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0049;transl_table=11;phrog=658;top_hit=MG812488_p60;locus_tag=Mycobacterium_phage_KingMidas_CDS_0049;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	38554	39048	24.6	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0050;transl_table=11;phrog=472;top_hit=KU886275_p16;locus_tag=Mycobacterium_phage_KingMidas_CDS_0050;function=transcription regulation;product=WhiB transcriptional factor
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	39045	39530	28.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0051;transl_table=11;phrog=2096;top_hit=MF668281_p53;locus_tag=Mycobacterium_phage_KingMidas_CDS_0051;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	39527	39805	26.9	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0052;transl_table=11;phrog=14459;top_hit=KU189325_p36;locus_tag=Mycobacterium_phage_KingMidas_CDS_0052;function=transcription regulation;product=transcriptional regulator WhiB-like
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	39802	40167	27.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0053;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0053;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	40164	40319	8.1	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0054;transl_table=11;phrog=2078;top_hit=NC_028792_p64;locus_tag=Mycobacterium_phage_KingMidas_CDS_0054;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	40319	40552	24.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0055;transl_table=11;phrog=1834;top_hit=NC_021538_p64;locus_tag=Mycobacterium_phage_KingMidas_CDS_0055;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	40549	41013	44.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0056;transl_table=11;phrog=5168;top_hit=MH001450_p50;locus_tag=Mycobacterium_phage_KingMidas_CDS_0056;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	41010	41987	114.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0057;transl_table=11;phrog=1366;top_hit=p165524 VI_04513;locus_tag=Mycobacterium_phage_KingMidas_CDS_0057;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	41984	42592	65.3	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0058;transl_table=11;phrog=4657;top_hit=NC_026606_p56;locus_tag=Mycobacterium_phage_KingMidas_CDS_0058;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	42589	42951	8.3	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0059;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0059;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	42948	43133	13.7	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0060;transl_table=11;phrog=2070;top_hit=JF937102_p78;locus_tag=Mycobacterium_phage_KingMidas_CDS_0060;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	43111	43266	4.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0061;transl_table=11;phrog=1311;top_hit=MG099936_p56;locus_tag=Mycobacterium_phage_KingMidas_CDS_0061;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	43259	43912	66.3	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0062;transl_table=11;phrog=2259;top_hit=NC_019407_p63;locus_tag=Mycobacterium_phage_KingMidas_CDS_0062;function=DNA, RNA and nucleotide metabolism;product=Rnase H
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	43909	44925	76.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0063;transl_table=11;phrog=6650;top_hit=JF937093_p64;locus_tag=Mycobacterium_phage_KingMidas_CDS_0063;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	44999	45391	12.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0064;transl_table=11;phrog=1008;top_hit=MF185725_p82;locus_tag=Mycobacterium_phage_KingMidas_CDS_0064;function=other;product=DNA methyltransferase
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	45417	45539	-0.1	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0065;transl_table=11;phrog=2001;top_hit=NC_011290_p87;locus_tag=Mycobacterium_phage_KingMidas_CDS_0065;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	45536	45763	21.1	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0066;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0066;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	45760	46428	59.0	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0067;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0067;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	46425	46559	-4.6	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0068;transl_table=11;phrog=2451;top_hit=NC_023703_p79;locus_tag=Mycobacterium_phage_KingMidas_CDS_0068;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	46563	47414	58.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0069;transl_table=11;phrog=2447;top_hit=KY471268_p53;locus_tag=Mycobacterium_phage_KingMidas_CDS_0069;function=DNA, RNA and nucleotide metabolism;product=replication initiation protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	47411	47671	9.6	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0070;transl_table=11;phrog=2080;top_hit=KY012363_p75;locus_tag=Mycobacterium_phage_KingMidas_CDS_0070;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	47671	47874	15.9	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0071;transl_table=11;phrog=2730;top_hit=KY012363_p76;locus_tag=Mycobacterium_phage_KingMidas_CDS_0071;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	47820	48065	9.0	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0072;transl_table=11;phrog=1943;top_hit=KY012363_p77;locus_tag=Mycobacterium_phage_KingMidas_CDS_0072;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	48062	48193	7.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0073;transl_table=11;phrog=9840;top_hit=KY012363_p78;locus_tag=Mycobacterium_phage_KingMidas_CDS_0073;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	48193	48438	21.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0074;transl_table=11;phrog=2591;top_hit=NC_028823_p83;locus_tag=Mycobacterium_phage_KingMidas_CDS_0074;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	48435	48935	51.7	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0075;transl_table=11;phrog=14412;top_hit=MG962361_p86;locus_tag=Mycobacterium_phage_KingMidas_CDS_0075;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	48932	49102	19.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0076;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0076;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	49161	49364	20.5	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0077;transl_table=11;phrog=3381;top_hit=NC_011288_p50;locus_tag=Mycobacterium_phage_KingMidas_CDS_0077;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	49366	49743	38.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0078;transl_table=11;phrog=14412;top_hit=MG962361_p86;locus_tag=Mycobacterium_phage_KingMidas_CDS_0078;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	49740	49952	12.3	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0079;transl_table=11;phrog=2939;top_hit=NC_004685_p97;locus_tag=Mycobacterium_phage_KingMidas_CDS_0079;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	49910	50140	3.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0080;transl_table=11;phrog=1901;top_hit=JF937093_p85;locus_tag=Mycobacterium_phage_KingMidas_CDS_0080;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	50137	50316	16.7	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0081;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0081;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	50451	50768	23.1	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0082;transl_table=11;phrog=13993;top_hit=JF937090_p77;locus_tag=Mycobacterium_phage_KingMidas_CDS_0082;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	50765	50944	15.3	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0083;transl_table=11;phrog=8093;top_hit=NC_004688_p90;locus_tag=Mycobacterium_phage_KingMidas_CDS_0083;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	51057	51293	21.6	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0084;transl_table=11;phrog=2278;top_hit=NC_028678_p86;locus_tag=Mycobacterium_phage_KingMidas_CDS_0084;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	51286	51552	35.1	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0085;transl_table=11;phrog=2247;top_hit=KX443326_p49;locus_tag=Mycobacterium_phage_KingMidas_CDS_0085;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	51549	52190	40.3	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0086;transl_table=11;phrog=6194;top_hit=MH020235_p90;locus_tag=Mycobacterium_phage_KingMidas_CDS_0086;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	52300	52524	11.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0087;transl_table=11;phrog=2474;top_hit=NC_026585_p102;locus_tag=Mycobacterium_phage_KingMidas_CDS_0087;function=transcription regulation;product=MerR-like transcriptional regulator
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	52521	52685	4.1	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0088;transl_table=11;phrog=1869;top_hit=NC_026585_p103;locus_tag=Mycobacterium_phage_KingMidas_CDS_0088;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	52692	52850	6.2	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0089;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0089;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	53036	53437	20.3	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0090;transl_table=11;phrog=1186;top_hit=KT281796_p25;locus_tag=Mycobacterium_phage_KingMidas_CDS_0090;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	53434	53676	13.3	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0091;transl_table=11;phrog=1385;top_hit=MF668271_p92;locus_tag=Mycobacterium_phage_KingMidas_CDS_0091;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	53857	55293	134.1	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0092;transl_table=11;phrog=8858;top_hit=NC_004686_p109;locus_tag=Mycobacterium_phage_KingMidas_CDS_0092;function=moron, auxiliary metabolic gene and host takeover;product=glycosyltransferase
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	55303	55518	12.7	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0093;transl_table=11;phrog=26719;top_hit=NC_021538_p104;locus_tag=Mycobacterium_phage_KingMidas_CDS_0093;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	55521	55727	13.8	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0094;transl_table=11;phrog=1693;top_hit=MF668271_p95;locus_tag=Mycobacterium_phage_KingMidas_CDS_0094;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	55724	56347	35.7	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0095;transl_table=11;phrog=854;top_hit=NC_026595_p101;locus_tag=Mycobacterium_phage_KingMidas_CDS_0095;function=moron, auxiliary metabolic gene and host takeover;product=glucosyltransferase
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	56220	56768	8.7	-	0	ID=Mycobacterium_phage_KingMidas_CDS_0096;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_KingMidas_CDS_0096;function=unknown function;product=hypothetical protein
Mycobacterium_phage_KingMidas	Pyrodigal-gv_0.3.2	CDS	56924	57379	34.4	+	0	ID=Mycobacterium_phage_KingMidas_CDS_0097;transl_table=11;phrog=226;top_hit=p289398 VI_04112;locus_tag=Mycobacterium_phage_KingMidas_CDS_0097;function=tail;product=minor tail protein
##FASTA
>Mycobacterium_phage_KingMidas rotated=True rotated_gene=terL
ATGGCTGTCTTGCAAGTCCCTCCTGTGGATTTAACGTTTCCTACGTTAGGTCCCCAGGTT
TGTGACTTCATTGAAGATCGGATGGTGTTCGGCCCTGGCTCACTGTCGGGGCAGGCCGCA
CGTCTCGATGATGAGAAGCGCGCGCTGGTGTATCGGCTGTACGAGCTGTATCCGCGTGGG
CACCGTTTGGCTGGCCGTCGGCGGTTCGAACGGGCTGGTGTCGAACTCAGGAAGGGCGTA
GCCAAGACCGAGTTCGCGGCGTGGATTTGCGGTGTGGAGCTGCACCCGGAGGCGCCGGTT
CGGTGTGACGGGTTCGATTCTGCCGGCAATCCGGTGGGGCGGCCGGTGCGGTCGCCGGTG
ATTCCGATGATGGCGGTCACCGAGGAACAGGTGTCAGAGCTTGCGTTCGGTGTGCTGAAG
TACATCCTGGAGAACGGCCCCGATGCTGATCTGTTTGATATCAGCAAGGAGCGGATCGTC
CGGTTGTCACCTTCGGGTGGTGAGGATGGGTTCGCTGTTGCTGTGTCGAATGCTCCGGGG
TCTCGCGATGGCGCGCGGACGACGTTTCAGCATTTCGATGAGCCGCACCGGTTGTTTATG
CCGAGGCATCGTGATGCGCACGAGACGATGTTGCAGAACATGCCGAAGCGGCCGATGGAG
GACCCGTGGACGTTGTACACGTCTACGGCTGGGCAGCCGGGGCAGGGCAGCATTGAAGAG
GATGTGCTTGCCGAGGCGGAGTCTATCGCCAGGGGCGAGCGGCAGGACCCGTCGCTGTTC
TTCTTCCGCCGTTGGGCTGGCGATGAGCATGATGATTTGTCGACGGTGGAGAAGCGTGTT
GCTGCTGTCGCGGATGCTACCGGTCCTATTGGGGAGTGGGGTCCTGGTCAGTTTGAGCGG
ATCGCGAAGGACTACGACCGTACTGGTATTGACCGCGCTTACTGGGAGCGGGTCTATCTG
AATCGGTGGCGTAAGTCGGGCTCGCAGGCGTTCGATATGACACGCCTGGTGCAGTGTGAT
GAGACGGTCCCAGATGGAGCGTTCGTCACCGCTGGGTTTGACGGGTCGCGGTGGAGAGAT
GCGACGGCTGTCGTGGTCACTGAGATTGCGACGGGACGCCAGATGTTGTTGGGCTGTTGG
GAGCGGCCCGAGAACGTCGAAGAGTGGGAAGTCCCTGAGCATGAGGTGACAGCGCTCGTT
GTGGACATGATGTCGCGGTTTGAGGTGTGGCGCATGTACTGCGATCCGTGGGGCTGGGAT
TCGACGATCGCCGCGTGGGCGGGCCGTTTCCCGGATCGGGTTGTGGAGTGGGCTGTTGGC
GGCGGCGGCAGTTTGAGGCGTGTGGCTGCTGCGACGCAGGGTTATGCCGATGCATTGGCG
ACTGGTGACGCGGCGCTGGCTGCCAATGTGTGGCGGCCGAAGTTTGTTGAGCATATGGGT
CATGCGGGTCGGCGTGAGCTGAAGCTGGTGGACGATACGGGCCAGCCTCTGTGGGTTATG
CAGAAGCAGGATGGCCGTTTGGCCGACAAGTTTGATGCTGCGATGGCGGGGATGTTGTCG
TGGGAGGCGTGTGTTGATGCGCGTCGTGATGGTGCGCGTCCGCGCCCGAAAGTGTTTGCG
CCTAGACGGATCTACTAGTCGACATAGAGACAGAGAGGGGGTCAGCTGTTGACTGCTTCA
ACGCCAGCGGAATGGCTCCCGGTATTGACGAAGCGTATCGACGACGGAATGTCGCGGGTG
CGTTTGTTGGCGCGTTACTCCAATGGGGATGCTCCGCTGCCCGAGTTGACGAGGAACACA
TCTGCGGCGTGGCGTTCGTTTCAGCGTGAGGCGCGCACCAACTGGGGTCTGATGGTGCGT
GACTCTGTTGCTGACCGAATCATCCCGAATGGCATCACGGTTGGTGGTTCCGCCGATAGT
GATTTGGCGTTACGTGCCCGGCGCATTTGGCGGGATAACCGCATGGATTCCGTGTGTAAG
CAGTGGGTCAAGTATGGGCTGGACTTCGGCGAGTCGTATTTGACGTGCTGGCGTCGTGAT
GACGGTACGGCGACGATCACAGCTGACTCTCCTGAGACGATGGTTGTCAGCGTTGACCCG
CTGCAGCCGTGGCGGATCAGGGCCGCTATGCGGTGGTGGCGGGACCTCGATGCCGAGTCG
GATTTTGCGATTGTGTGGTCGGGTGACGGGTGGCAGAAGTTCGCCCGTCCGTGCTTTGTG
CAGTCATCGTCCCGGCGCAGGCTGGTGACGCGAATCTCAGACTCGTGGGTTCCGGTTGGC
GATGCTGTAGTGACCGGTTCGCCGCCGCCGGTGGTGGTGTACCAGAACCCTGATGGCATG
GGCGAGGTGGAGCCTCACATTGACATCATCAACCGGATCAACCGGGCTGAGCTTCAGTTG
TTGTCCACGATGGCGATTCAGGCTTTCCGGCAGCGGGCGTTGAAGTCGACGGAGCATGGG
TTGCCGAAGGTCGATGAGAACGGCAACGCGATCGACTACGCCTCGATCTTTGAGGCCGCG
CCGGGAGCGTTGTGGGAGTTGCCACCTGGGGTTGATATCTGGGAGTCCCAGGCGAACGAC
TTCACTCCGATGTTGTCGGCGATCAAGGAGCATATTCGACAGCTGTCGTCGGCGACCAAG
ACTCCGCTGCCGATGCTGATGCCGGACAGCGCGAACCAGTCAGCTGAGGGTGCGCACAAC
ATTGAGAAGGGCTTCCTGTTCAAGTGTGAGGATCGGTTGTCGATAGCGAAGATCGGCCTG
GAGGCCATCTTGGTTAAGGCGTTGCAGATTGAGGGCGAATCGGTTGAGGACACCGTTGAT
GTGTCGTTTGAGTCGCCTGACCGTGTGACGCTGGGGGAGAAGTATTCCGCAGCATCTCTG
GCTAAGGCGGCCGGCGAGTCGTGGGCGTCTATCCGGCGGAACATCCTGAACTACAACGCC
GATCAGATCAAGCAGGACGATCTTGATAGGGCGCGTGAGCAGATAACCCTGTTCGCCGGC
AATCCGGTGCAGCGTCCCCAGGAAGATGGATCACGCTGAGTATGCGGCTGCGACCGCTGA
ACTGAGGCGCAGACTGCTCGAATATGTGTCCGCAGCGTGGACATCGGTAACGCTGTCTGA
CAGTGGACTGCAAGAGCTGACATCTTCGGTGGCACCGGTTGTCCAAGCGGCCCAAGAGTC
GATGGCTGCCATGACTTCGGTTTACATCGCAGAAGTCACCCAGCAGTCACCGGTGCAGGC
CGTCGAGGTCTCCAAGATTCGCGGTGTGCCGTCGGAGAATGTGTACGCGCGACCTGTGAT
CACAGCACGTACGGCACTGTCGGAAGGTAAGAGCGTCGCAGCGGCACTCCGGGCCGGTCA
GCGTCGTATCGAGAACCTGGCGGGCACCGACCTGCAACTTGCAAAGACGCACCAGGCTAG
GGCGTCGTTCGCCCGCAGCGGCGTCCAGTTCTACCGCCGCGTCTTGACCGGCAACGAGAA
CTGCGCGCTGTGCGTCATCGCATCAACCATGCGGTACCGCAAAAACTCGTTGATGCCCAT
TCATCCGGGCTGTGATTGCGATATTGACGTGATCCCGCCGGGGATGGACTTCGACACGAT
CAGCACGGAGCTTCTCAACGAGACGCATGACCAGGTGAAGGCGTTCGCGAGTATCGCGGA
TCGCGGCGGACGCGCCGTTGACTACCGAAAGTTGATCGTCACTCGGGAGCACGGCGAGGT
TGGACCCGTCCTCGCATGGCGTGACCAGAAGTTCTCAGGCCCCAGAAGCATCCAGCGCTG
ACCCCCGGCGGTCTGGATAACGCACACATGGCCCGTAACGGGCATGTCACAAAGAAAACC
CATCCGCAAAGGAAACAAACCCTCATGTCTGATGATGTGACAGCAGAAACGTCGGAACAC
AGCGCCGTAACGGAGCCAGTGGAACCGGCAGGCGACCAGGACGCAACCGCCACGGTTGAG
GAGCCCACGCAAGCTCCGAAACCAACCGAGACGGTCGAGTTCTGGAAGAAAATGGCCCGC
AAGAACGAGGCGCAAGCCAAGGAGAACTTCGCGGACGCCAAGAAGTGGCGCGAGTCGCAG
GAAAAGATCGGCGACGACCCGCTGTCCCGGATCGAAGAACTGGAACGAAAGTTCGAGACG
GCTGAGCGTGAACGCATCCGCAGCAATGTGGCGCGCGAAACGAAAGTCGACCCGGAGTTC
ATTCATGGCGATACCGAGGAAGAGATGCGCGAATCCGCCGACAGGTGGAACGAATTCGTC
AACAAGCGGATCGAAGAAGCGCTGAAGGCCAAAACGGCATCGTCGGCCGTGCCGACGTCG
GAAGTCACATCAGACAAGAAGGTTGAAGGCCCGAAGCCTCTCACCCCGGCTGAGTACGCG
GCGCTGCCGCCTGCCGAGCGCAAGAAGGCGCGCGAAGAGGGCCGACTTGACAGCTATCTA
CGTGGAGAACTCCACTAACACAGAAGGGAGCCAAAAATGGCTTTCAACAACTTCATTCCA
GAACTCTGGTCGGACATGCTCCTGGAGGAGTGGGCCGCCCAGACCGTTTTCGCCAACCTC
GTCAACCGCGAGTACGAAGGCATCGCAAACAAGGGCAACGTGGTCCACATCGCCGGCGTG
GTGTCACCTACCGTCAAGGACTACAAGGCCGCTGGCCGGCAGACCTCGGCGGACGCGATT
TCCGACACCGGCGTCGATCTGCTCATCGATCAGGAAAAGTCGATCGACTTCTTGGTCGAT
GACATCGACCGTGTTCAGGTTGCGGGTTCGCTGGAGGCGTACACCCGTGCTGGTGCCACG
GCCCTGGCAATTGATACCGACAAGTTCATCGCTGACATGCTGGTGGACAACGGGACCGCG
CTTACCGGTTCGGCGCCTACGGATGCTGATGATGCGTTCGACCTGATCGCCAAGGCGCTC
AAGGAGCTGACGAAGGCGAACGTCCCGAACGTGGGGCGTGTCGTTGTCGTGAACGCGGAG
ATGGCGTACTGGCTGCGGTCGTCCGGGTCGAAGCTGACCAGCGCGGACACCTCCGGCGAC
GCTGCTGGTCTGCGCGCGGGCACCATCGGGAACCTGCTGGGTGCCCGGATCGTGGAGTCG
AACAACCTGCGGGACACTGACGATGAGCAGTTCGTCGCGTTCCATCCGTCGGCTGCTGCG
TATGTGTCGCAGATCGACACCGTCGAGGCGCTGCGCGACCAGGACAGCTTCTCTGACCGT
ATCCGCGCTCTGCACGTGTACGGCGGCAAGGTTGTTCGCCCGACTGGTGTGGTCGTCTTC
AATAAGACGGGCAGCTAGCCACAGCGATGTTGCTTGCTACCGCCGATGACGTTGCTGCGG
CGCTCGGATTGCCGAGCGCCGCAGCGCTAACACCGGAGCAGTCTTCCCGTGTGGATGGCG
TGCTGGGCCGTGTCAGTGACACCTTCCAGCGCGTCACCGGGCGGGTGTTCACCACCGGGG
CCACTCGGGCGCGGGCGCAGGTCGTCAATGGGCGCGTGTGGCTGCCTGGCGTGGTGGATG
AAGTCGAAGCAGTCACGCTTACCGGTGGAGAAGAAGTCGACTTCAACCAAGACGGTAACT
ATGTGGATGTCACCCGAAATGGGTGTTCACTCGTTACCGGCACAGTGGTGATCGTCGAAT
ATGTTGGCGGAGGTGTGCCCGACTCTGTAACAGAGTTCGTGGCTGCGGTCGCTGCACGTC
ACCTTACGGTGACGCCGGGTTCGGTTTCATCGCAGGCGGTATCGCTGACGGCAGGGCCGT
TCACCCAGCGGAACGCAGAGTGGGTGTCCGGGACGGCAGTGTTCACCCGGGACGAGTTGG
AAGATGCGAAACGGTTCGCCAACCCTGCACCTACGATCACGATTCACCGGCTATGACGTT
TCCAACCGCGTACACGGTGACGCACTATCCGCACGTCGGTGACTCGTCGGATGGTTTGGG
TAACACGGTTCCCCAGTTCGGTTCTGGGGTGTCTGTTCCAGTGATCCAACTTGCCCCGCA
TGTGCAGGTGGTGGGGACGTATTCGATTGTGGAGACCGAAACGATCGATGTTGACCTGTA
CTTGCCGCCCGGTTCACCGGTGAAGGTGAAAGACCGTGTGGGGTACGGGCCGGATGTGTT
CGATGTGGTTGCGGTTCGTGACTGGAACATGGGTTTTCACGGTTGGGCGCCGGGTTTGGT
GGCAGAACTTCGGAAGGTGTGATGAATCGTGGCTAACGGTCCAACGAGGAAGAACCCTTT
GGCGAAGTTCGGTGTGCGGCTGGACGATTTCGACAAACTGCCTGAGGTGAATCAGGGCGT
CAACGAGTTCATGGACGAGGTTGTTGCCGCGTGGAAGAACAATTCTCCCGTGGGCACCGG
CGCTTACCGTGATTCTGTTCAGGTGACGGAACGGTCCACGAACAAGGGTCGCGGGAAGGT
CGGCGCGACTGATCCGCAAGCGCATCTCGTGGAGTTCGGGTCGGCGCACAACGACGAGTA
CGCGCCTGCCCAGAAGACAGCTAAACAGTTCGGCGGCAACGCGTATGGCGACTGATTCAG
CGCCGAGTATCCACCGTGTACTGGTGGCGTGGCTGTCCCCTTTGGGGAAGGTTTCTACTC
GCCGTTTGTCTGGTGATCCGTTGCCGCACCGTGTGGTGCGTCGTGTCGATGGGCGTGATG
TTCCCGAGGAAGGCAGCGATGTGGCTGTCGTGTCGGTGCATACGTTCGCCGCGTCTGATG
AGGCCGCCGAGAATGAGGCCGAGTTGACGCACCAACGAATGCTGGAGCTCGTCGTTAACC
CGCTGACGGAGATACCGGTCGGCGGTGGTGTTGTTGCGCGTATCGACTATGCGCGTGTGC
TGATGAAACCGGTCCTTGTCGAGTATGACGACGACGGCCACTTGGTGCGGCATGTGGGCC
GCTACGAGATCGGTGTTCAGTACATCTAATTGAAGTTTCAGCCCTGACAAGGGGCCTGGC
GGATGGTGCCGGGTCCCTTTTTGTTCGCCGGAAATTTTCGCAATCCGGTCCCTTATCCAA
ATGAGAGGAGCGTCCCTATGACGCAGCCATTGACCGGCACCGACTGGAGCGCCGGCGGAT
TCACTGACATTCACAAGCCGTTCATCGAGCGTGGCGGCCTGCAGGCGGTGTTCATCCGCG
ACAATCGCGGTGCCGCGACGGACATGTCGCCGTTCGAGGATGATTGCGTGACGGTGAAGT
GGTCTCCGTTTGCGCAGGACGGGAAGCTTCGCGACGACCTTTTCATCCGCCGGAAGGTGA
ACGGCAAGTACGAGTACAACACCGATCCGAATGAGGGCTGGTGGCACATCGGCTGCAACC
CTGAGGATGGCGGTGCGGAACGTGAACCGGACGTCACCTCTGACGATTTGATGGTGTTGC
AGTCGAAGTTCCCGGTCGATTCTGAGGTGACGGAGAAGTCGTATTCGGTGCGGTTCGTGG
CGCTCGGTACTGCTGATCCGCTGATTCACCGGCTGGAGTCGGAACTTCCGTTGTGCGACA
ACGCCGGTAATCCGCTGGTGGCTCTTCCGGGTACCCCTGACTACGGTGAGGGTCCGCTGC
TGGACGCGGATTCGGCGGAGTACCAGCTGCTGCTGCTGTATGCGCGCCGCACCTCGGGCG
GGTTCATTTACCGCGCTGAGGGTTATCCGGCGGTGAAGCTGGACGACCAGGCGTCGAAGC
AGCGTTCCAAGACCGATCCTGATACGGCGGACCTGACGTACAAGGTGCTGCCGAATGAGT
ACTTCATGCGGCCCGACCCGGCGGGGACGATCGCTCTGGTTCCCGGCTACTTCTATGTGT
GGATGGGTGGCCCCGGCTGGGCTGAGCAGTACTCGGACGGCAGCTAGCCGGTGAATCGTC
CTGCCGGGTGGGTTGGTTTGGGGCTGGCACCCACCCGGCAGGCAACCACACAAAGCCAGC
CCACCGCCCCTGTATCAACCCCTTTTTGAAGGAAGCCCCTGATGTCTGTGAAGAAACCCG
AGAACAATGGTGCCGCCGCGCGTGAACAGGCCACCGAGTTCGATTCGCCGTTCGCTGATC
GTGTTCTGCGCTTCGATGACGGCAGCACCATGACGATCCCCCCGCACCCGAACCTTCGGA
TGCTCGACGACGATGCGCTGGAAGCGTACGAGGCGTACCTCGAAGAGATCGAAACCTATG
ACCGGGAGCCTGACCTGTATATCCCTGAGCAGACCGTGAAGGACCGCGACGGGAACGAGA
TGGTCCTGCCGGCGGAGACCCGTCCCGGCGCGGTCAAGGGGCCGCCGTATTTCAAGGACG
GTAAGCGTGTGTCGCCGCCGCGTGAGGTGCGGATCGTTCAGGTCGTGTTGGGCATGGACA
CCTACGAGGTGTTGCGGTCGAAGAAGATCAACGGTCGTCCTGCTGGTGCCCGTGATGTGT
GGCGGGCGTGGACCGAGCAGGGCTTCACGATCGCGGAACGAGCTGAGTCCGACTCGAAAA
GTGATGGAAGCTCAGTGGTTTTGGAGACTGTATCCGAGGCAGATAGCGAGTGATCTGCGG
CGCTTCTTCGGGTTGAGTGTTTCGGATTGGCATCAGGGCAGGTTGTCCAGTTTGGAGTTG
CTGGACCTGTTCGGGGTGCGGTTCGTGGACAACACCGAGGAGCGCGTTCGGGAGTTGTAT
GTGGATTTCGCTCCTGTTGATGGTGCGGTGGCGCGGGCTGTTCGCGGGGGCCGCTGGTCT
GAGCCGGAGTTGATTGCGGCGGAAACGTACAACGAGATCGCCAGGTTCAGGGCGTCATTC
CATGCATCGAGAAGCCGTAAAGCGGCGTATGAGCCGTTCGCTTTTGAGGATCCGGTTGAT
CGGTTGGAGAAAGCGAGAGCGTCGGTTGAGGCGCACGAGTTGCAGCGTGAGGTTGAGGCC
GATCTGTTCGGCTGGTGACGGGAGGTGAGTGTCTGATGCCGATCTATGTGGACATTATTT
CTCGTCTTGATGAGCGTGCTGCTGCGGTGGCGGCGAAGAACATTGAGCGTGAGATGGAGG
CGGCTGGGGCGCGTGGCGGTTCGGCTGCTGGCCGCGCGATCGGCGAGAACGTCACCAAGG
AAGCTGCTGCTGCGGGCCGTAACGCTGGTGAGCAGTTGTCGCGTGAGGTTGATCGTGCGA
CGAAGGCTGCGGGTTCTCGCATTGTGGATGGTTTTTCGTCGCATGGTGTGTCGGCGGGCC
GGGGGTTTGGGTCGTCGTTTGGTTCGTCTTTGGCGTCGTCGTTGCCTGTGGCGGGACGGT
TTTCGTCTGCCCTGTCGGGGTATGAGGGTGCTGCGTCGAAGGCTGGCGCGTTGGCTGGCC
GCGCGTTGGGCACCGCGTTCACCGCGGCCGCGACAGGCATCATCGGAGCAGCCGGTGTTG
CCCTGTTCAAGGGTTTCGACAGGTACAAGTCTCTTGATGCGACGTCGCACCGTCTTTCCG
CGATGGGGAACAGCGCCGAGCAGGTCAAGACGATCATGTCGGATATCAACGAGGTCGTCG
TTGGCACTCCGATTGCGTTGGACGAGGCGGCGAAAGCGGCTACTCAGTTCCTTGCTGGTG
GGGTGAAGCAGGGCCGCCCGTTGCAGGCGGCGTTGACGGCGATCGCGGACGCGGCGGGGG
CGTCAGGGCAGAAGTTCGGCGACCTGGCCGTCATCTTCAACCAGGTGTTCAACAAGGGCA
AGCTGCAGGCCGAGGAGATGTTGCAGCTCAATGAGCGTGGCATCAATGTTCAGGCGGCGT
TGCAGAAAGAGTTCGGCCTGACGAGCGCCGAGATTCAGAAGATGTCGCAGGACGGCACGA
TTTCGTTCGGCATGCTTGTGCAGGCGATTGAGGGCCAGTTCGGTGGCATGTCGAAGAAGC
TGGCCGACACCGTTGACGGTGCCTTGTCGAACATGAACGCCGCTGTGGGTCGTGTTGGTG
CGAACTTCATTTCGGCTTTGTTCGGTGACCCGCTGGACACTACTGAGGGTCCCGGGGCGC
TTGCGAAGTCGATCAACAACGTGACCGACAAGCTGAATGACTTGAACGCGTGGATCGTTG
CCCACAAGGACGACATCAAGGATGCGTTCGAGGGTGCGGTTGAGACTGCGCAGGATCTGT
GGGATGCGCTGTCGAGTGTGGTCGAAATGCTGGACCGGATAGGCATCAGCGTTGGTGATG
TAGTGACCGCGTTTATGGCGTGGAAGGCTATAGCTGGTGTTACCGCGTTGACGCAATCCC
TTTCAACAGTGAGCACTACCCTGGCGGGGCTTCCCGCGACTGCCGATAAGTCGGCTAAGG
GAATTTCTGCTGCGTTGTCGCGGGTGGCGGTCCCGGCGTGGTTGGCGTTCCTGGTCGCGC
AGAACGGACCTGAGATTGAGCAGGCCATTCAGGACGCGATTCCAGGTGCGGAGAATTGGA
ATCATTCGAACACGCCGGATCAGTTGGGTCGCAGTGCCCGTGAGTGGTGGGACCGCAACA
TTCAGGGCGGCACGGGGGTTGATCCGCAACCGTCGCCGTTGCCGCAGCTCGGCGGCGGGC
CTGGGCCTGGCACGCCAACGGTTGGTGGTATCCCGATTCCAGGGCTTGTGGGTACGAACT
CGAACGGTCCAGCGTCCCCGTTCGGTAACCTTCCCGGTCAGGTTCCATTGGATGTTTCCG
TGGAGGACCGACGCGGGCGCCGTGGTGGTGGTGGTGGTGCTGCTGCTGATGCGGGTCCTG
ATGGTCCGTTGGCTGATTTGTTTCCGGGCGCTGCGGGTAGTGCCGGCGGGTCGTCGTCGT
CTGGCCCGAAGTTGCCGGATGCACCGGTGGTGCCGTATGACACGACGTTGCCGCCGGGGA
TTCCTGGCATGCCGCAGGACGCTGCCGTGTTCTCCGCTGAATCGTCGTATCTGGATGCCC
GCCACAAACTGGCGGAGAAGCGTGCCCGCGCGGCCCAGTTGGAGCAGTCCACCGAGGCGA
CCGAAGAGGACCGGCTCAAGGCCCGTAACGATGTGATCGAGGCGGAACGTGACCTTCAGG
CCGCCGAGATGCGCATGTCGGATGCGCGGGCGAATCAGTACGAGAAGTTGACGAAGCAAA
CCGATCAGCATGCCAAGGATTTGGGGCAGATCGGCGCCAAGCTTGATCAGGATTTCGGTA
TCTCGAAGGGTTTGGCGGGGATTGCGGAGAACATCACGAAGTTCGTGGCGAACCTTGCTG
CTGCCCCGTTGTTGGGGCAGTTGCAGGCCATTTCGGCCTATAACCCGACCCAGGGCGGGC
ACGGGTTGATGGGTGTCCTTGGGGCGCAGGGAGTGTTCGGCCCGCAGTACCAGAACAACC
AGTACGACCGGGGTTCTTACCCGTCAGCCGGTGCGACCGGTGTGTCGATGACGCCGATCG
GTGCCTATCCCGGTGACGCGGCACTGCTCGCGTCCGTTCCCGCTGGCCGGTACTCGCAGA
CCGGAATCGCGGACCTGACCAAGGGCATCGGCGACTGCTCCAGCGCTGTGGAGGATCTGG
TCAACATTCTCGATGGCAGGCCCACCGAGGGTAGGTCCCTGTCCACAGCTAACGCTGATC
AGTGGTTGCAGTCCCGAGGGTTTGTGCCGGGGTCAGGTGGTCCGGGTGATTTCCGTGTGG
CGTTCAATAGTGGTCACATGCAGGCGACGCTGCCTGGCGGTACGCCGTTTAACTGGGGTA
GTGACGCTGCCGCAGCTCAGCGGGGGCTCGGAGGGTCGCAGGGTGCTGACGATCCGTCGT
TGACGTCGCGGTATTACCGTCCGGTGACGTCGGTTCCTGGCGGGTCAGCAGCGTCAGCTA
GCGCGCCGGGGTTGTACAGCCCTCAGAACACTGACCCTGCGTTGAATAACCCTGCGGCTC
CGGTGTCGTCGGGTGCGTGGGCGCCGAATCCTGCCCCGCTGCCCACCACCGGTGGTGGTG
GCCCGATGGCTGCTGGTGCGCCGCAAGGCCTGTTCACTGGTGGCCCAACGAACACCACCA
ACATCGGCGCGAACGTCGCACCGTATGCCGGGTCCGGTTCCGGTGGGATCGGCATGGACG
GTGGCGGCGCGCTCGGCATGGCGGTGCAGGCCGGCGGGATGGCGTTGGACGCGATGGCAC
CCGGCGCGGGTCAGGCCGCTCAGACCGGGGTGAAGCTGGTCAACCGTGCCATCGAGTACG
GCGGCCAGGTCGCCGCGATCGGCGCCCAAGGGTTGATGGAAACGTTCCTGCCCACGGGTG
GATCGGATTTGGCGAACAACAACTGGATCACCCGCATCGCGGGTGGTTTGGCGGGTGCGG
CCCCGGCGTTGCCGAACCTTGCCGGTCAGGCGTCCCAGCAGCGCAAGGACATCGACCCGC
AAGCCACAGGCCAGGGCCAAACCCAAGTCAACCAGGGCGACACGAACATCACGGTCAACA
ACCAGCGTGCCACCGAAGACGGCACCGGCCGCGACATCGCGTATCACCTGCAAAACCAGT
ACGTCATGCCGGGAGGTTGACTACTCCCCGCCCTGAAGGACGGGGATTCTCGCAGTCGCC
TGCGAGGGTTCCTGTTTCACAGGCGACTGCCGATGGGATGCCCCATGCGGTCTGACGTCG
CCTCCGCAGGCGTTTTGTGTCTCCGCCAGCCCGGCGGCGACAAGGATGTTCTTCGCGGCG
TTGATGTCCCGATCATGTCGGGTGCCGCAGTCGGGGCACGTCCAATGACGTGTTCCGAGG
GAGAGCGTCGCGAGCAGGTGCCCGCACGCGCTACAGGTCTTCGAGCTGGGATACCAGCGG
TTGATCACCGCGACACGACGGCCAGCCTTCTTCGCCTTGTATTCGAGCATGGAACGGAAC
TCACCCCAACCGCATTCGCTGATCGACTTGGCGAGCGATCGGTTACCGACCATGTTCTTC
GGGGCGAGGTCTTCGACAGCGATGGTGTCGAACCTGCGTACGAGTTCGGTGCTGGTCTTG
TGGAGGAAGTCGCGGCGAGCATCCCGGACGCGAGCGTGTTTGCGCGCAACCTTCACTCGC
TGACGGGCACGGTTCTTCGATCCCTTCTTCATGCGGGACAGGCGGCGTTGCTGACGGCGC
AAGCCCCGTTCGTGGCGGGCCATGTGGCGCGGGTTGGCGATCTTCTCCCCGGTCGACAAG
GTAGCGAAGTCCTTGATGCCCAGGTCCACGCCCACCGATTCTCCGGTGACGGGCAGGGGT
TGGGGATCGGGCTGGTCGACAGCGAACGTGACGAACCAACGGCCATCGGGTTCACGGGAG
ACGATCACCATCGTCGGATCGAGCGCAGCCAGATCGACACCGGGCCATGTCCACACGATC
CGCAGAGGCGTGGCGGTTTTCGCCAGCCACAGAGCGCCGTCTTTGATGCGGAATGCGGAG
CGGGTGAAGTGCGCGGACTGCCTTCCGTGGCGGCTCTTGAAACGCGGGTACTTCGCGAGG
CCCTTGAAGAACGCGGCGAACGCCGAATGCTGATGCCGCAGCGTCTGTTGCAACGGAACC
GACGACACCTCAGACAGGAACGCCAGATCTTCGGTCTTCTTCCACTCCGAGAGAGCAGCG
TCGGTCTCCTTGTAGGAGGTCGATTTTTGTTCGGTGGTGTAGCGCTGCTGCCGTTCGGCG
AGCGTCTTGTTCCACACCAGACGTACGCAGCCGAACGTGCGCCGCAACAGGGCGGCTTGT
TCGGCGTCCGGGTAGGCCCGGACCTTGTACGCGGTCCTCACAAGATCAAGTTTACTCAGG
AGGTTGACGTGTGTAAACTCAATACGCCGGTGGCGTACGCCATTCCTCCCCGCCGTGAAC
GACGGGGCATCCTGGCCGGTTTCCCGGTAAATGGCTAAGAAGCATTACCCCGCCACCGAT
GTAACCCCGCACGGCTGGTACGACCTTGCCAAGGGCGAGAAGCCGATGATGTGGCTCGAC
GCCTACGACAAGTCGATCACTTTCCACATGATGGGCGGGATGTCGGTCCCCGACCGGGTT
ACAGCACCCGAGATGGTGCACCTCACCTCACTCAAGGGCCTGATCCCGCCGTGGAAACAC
ATCGACCAAAAGGGCGCCACCGAGGATGGCATCACCAACATTGATGCGCTCTACGACCCG
ATCGAAGTTGAGATGGGTGTGGAGTGCCGTGGCCGGTCGCCGAAGTGGACGCGCCGCGTC
TACCGCGATCTGGTCGCGTCGATCGACGCGAAGCAGGAATCGACGCTGAACTTCCTCACC
CACGACATGGGTCATTGGTGGGCGCCGGTCCGGTGGTTCCAAGGAGCGCCGCAGGCACCG
TTGGAGATCGGGAAGCGGCAGCGTGAAAGTCTTCGTTTGCGGGCCGATTCGGGGTTCTGG
CGTACCTACGACTACACGGCGAGTTTCCAGTTCGAGTACGAGTCGATGACCGACACGTTC
AACTACGACACCACGGGCTCGCAGGACCTCGGCGCGGATTGGCCGCTGTACTACGAGGGT
GACGGCGGCGGATACATCTACTCCAACGGTGACCAGGCGAGGTGGCGGGACGACCCGGAT
GATCCTCTGACCACCGAAACCCGAGAAGTGGTGTGCGGCCCGTACAAGGATTTCGACACT
GACACCGACAATCAGGTTGTGTCGATGGTGCTTGGTGGGTTTCAGGAGTGGAGCCTGCCT
GATAGTGGGGCTAATGACCTGTGGGCTCGCATGGGCCGCGACAGCAACGGCGACTGGGAC
GGTAACGGTGTCCGCATGCGGGTGCAGGGCAACTGGATCAAACTGTCGAGGTTCAACAAC
TTCTCGCAGACAGTGATGTTTCAACGGCCGCTGCTGGTGGCCCCGCTGATCGGGGAAAAG
TTCACCCTGGTCGCGGGTTATGAGGGTAATCCCCGCACGTTCAAGGTGCTGCGCAACGGG
TTGCCGATCCTGTCGCACAAGGAAACCGGCACCGGTAGTGAACTCGGGCCGGACTATCGG
GGCATCGGGTTCGGTATGCAGGCCGGTGGCGCGTTGATCACCCAGGCAACACCAGCCCCG
GTGCGGAAGATATCCGCCGGCGACAACGCGAACGTCACCCAATCAGGTTTTGTGCCGATG
GTCAATGTTGGTGACCAGCCGATGTATTGGGATGCCACTCTGTTCGGTCCGGGCACGTTC
CGGTTGTACGACGGTCCCGGCGCGGATGAGTATGTGGAGTTCGGTCCGCTGCTGCCCAAT
CAGATTGTGTTCCTACGTACCGACCCGCGCTCACAGACGACTCTTGTGCAGGATTTGACG
TCGGTGCCGCCGTCGCCGCAGGAGTTGAACATTTTCCAGCAGGCGGTGAAGTCGTTGTTG
TCGTTCTTCTCGGAGCGGAACGCGTTCACCGACCAGATTGGGTCGCTGTTTGGGATTGTT
CCCCCGCAGGGCAATTTCTATAAGTACCTGTCGGGCCGGTTCAGTGAGAACGCGGCGATC
CCCGCGAAGTCACCTGGCGAACCGGCGCAGCAGTTCTTTGTGAAGACAGAAATTGTTGGT
GGCAACGCTGACTCGAAGGTGATTCTTTCGGGGACTCCGTTGCGCCGCTACCCGATGTAG
CCCCTGTAGTGGGTGAATTTGTGGCGCCTGTGAACCGAGGAAAGGAGGGGATGACGGTTG
TCGAAGTTTGAACGCGAAACAGCCGCATGGCAATCGGCCCTCCAGTCCGGCGACCCGAAC
AGGATCGCACGAACCGCGCGGGCGTTGACGGAACGCAAATCGAAGGTAGACACGTCGTTC
CGGTTCACGGTGTGCGACAAGTTTTGGCAGCCGATGGGCGCTGTCGGTGGCGACCTGATC
GAGGCGTCGGGTGCTGACCCGCGCAACGATGTTGAAACCGGCCGGATCGTCCTCAAAGGG
AACAGTCCTCTCATCCCTTTGTTCATGGACTGCAAAAAGACGATGGTCGGTGTCATCGTC
GAGACAGCCGGTTTGCGGTATGCGTTCTACACGAAGAACCACACCTACGAGTACCGCGAC
AGCGCATGGACCGGCACCGCTGAACTGCGCGGTATCCGCGACATCCTCAATTACTACGTG
ATTTGGCCGTCGTGGTGGCTGCCGATTCAGGCACAGCCGTTCTCGCACGCGATCTTCGTG
TGGGCGTTGCAAACCGTCGTTGAGAACATGGTCGCAGAATGCGCTCTGCGGTTGCAGTCC
GGGTGGCTGGAGTTCATCAACAACGGCTTGTCGTTGAACCCGGATATCCGGGCATGGTTC
GGCACTGTGTTGCAGGCGTTGTCGCGTGATGGGTTGTCGGTGCAGGCGTTTACCCGCATG
CTGCGAACCCCGGTGTATGTGTCACGCACCAATCCGTTGTTGGACACGTCGCCGATGGTG
GCTCGCACAGTGCGGATGGAAACCGTTCAGGCCGTCATCAAGGACGTTACCCAGTCGTAC
GGTGTGGATACTCGCATGGATTTGTGGCTGCCGGGTGATCCGCAGCCTGACCGGTGGGCG
AACCTGGACCAGCCTACCTACGTGTTTTCCACAGTGGACCGGTCGCAGATCACTGGCCCG
ACGAAAACCGTGCTGGATTCGGTGCTGCGCACCACGATTGACCTTGGCGGGTCGCTGGGG
GACATCTTCAAACCTGTCATCAAGCAGGTTCCCGGCATGGATGGCGTGTTTTATGCGCCC
GCGTTGGGTGTGGATTTTGAGCAGCCGTACGCGTATTTCGTGGCGCCTGAGCCGGGTGAG
GACACCGGTATCGATGCGTGCACGATCACTGACCACACCCCCGAGGGTTGGCAGCACATT
ATTGGTGGGCGTTCCCCAAAGTGGTTGAACGACTTGATGAATGCCACCTTCGCATGGCTT
ATCGACTCGCTGATGATCGTTGTTGGATTCACCGGCATACCGTCCGATCTGCTGTCGGGG
TTCCTGAACAACAGCTTCCTGGCGTTCCAGTTGATTCAGCATTACGACCGCCGTGACGAA
GTTGGCCCGTACCATCCGGCGATCGAGCGGTTCTATCCGACAGCCTCAGCGCCGTACAAC
ATCGAAACGGTGTTCGCATTCATCAACGCCTTGTTTGATTCGCAGGGTAAGACGACGGCG
ACGGTGCAGTTCCGCAACGGTGCCCAGTATGCGTTGGGGCGTGACGTGTTTCGTGGCGGC
CTGATGTCGTTGGTGTTCATGTCTCGTACCCGCATGGTGACTGACTACATCGAGAATGTG
ATGTGGCGGGTTACCCAGGATGAGCGGAAGGTTCTTCTGCAAATGGGGGATGGCCGTAAG
TCGGAGGCTCCGCTGGCGAAGCATCAGCGGTTCATCACGGGGATTTTTGAAACGTTGTCG
GTGCTCACACTGTCACCGCAGGGATAGCGTCCCCAATCCTATTTCTTCTGCAACTCGCCC
AACATTGAATGGAGCGTGCCCTAATGTCGTGGCCTTTGAACCCCGCTGGGACTCATTACT
TGTTTGAGGGAATCGTGGAGATTCCTGTCGATCCGACTGCTGGCGCGGCGATCCTCCAGT
TGCGGCCGCAGGGCGGTATCGGTGTTGGTGTGCCCGCGATTGAGAAGGGTGATCCGGGTG
TGCCGGCCACGTTCGATGCGACGGTGAATCTGACGGAGCTGGACCCGGACGATCCAACCC
CGGCGGAGGCGTCGTTCACTGAGATCACGCCACCTGGAACATCCACGCCGGGTGTGTACC
GGTTGAACCTTGCGCTGCACGCCGGCGCGAAGGGCGCGGATGGTGAGGCGGTGTGGGACC
CGACGGATGTTGATCCGTCGCCGGTTGCGGGTCAGGTGCCGGTGGTGAATTCGACTGCTG
ATGGGTTTGTGTTGGCGGCGCAGCGTGTGGGGGACCGGTATGTTCCGGCGTCGATCAACA
ACACTGCATCGGGTAACGCGAACTCGACTTTGGCTCAGGTGTCGATTCCTGCGCAGCCTT
TTGATTGGCGGCCGCGTGTGCAGGGTTACACGGTGGTCACCGGTGAGGGTGCGGATGTTC
GGGTTGATTTGGTGGCCCGGTTGAACGGTGAGACTGGCGGCAACGTGATCGGCCGGTGCC
CCGGTGTGGCGCAATCGGAGCGGCTGATTTTGGTGGCGGGACCTGCGGCTGGTTCATCGG
ATGGGTTTGACCGTGTGGCGGCCGGTACACCGGCGACGATCTATTTCCGGTGTGAACGTC
AGGCGGGGTCGGTGACGTACACGACTTCTGCTTCTACGTCGATGTTTTCGGTTGAGGTTT
GGCCGCTGTCATGACGTCATCGTTTGATCCGTTGCCGGAGTGGGCGCATGCGGTGCCGTC
TGAGCCGGGTATTCACCCGGAACAGTCGGCGTTGCAGTGGCAGCGTCCGTTCACTGTTCA
GCAGCTGCTTGAGATTGGTGAGCAGTTCATCGAGCAGTTTTTGGCGTGGGTGGTGCGCGC
GGTCGCTGGGGTGTTCATCCCTGGTGAAGCGTCGTTCGACCAGCTGCGCGACTGGGCTTT
GAACATCCCCATCCTCGGGGACATCATCGAGGCGATCACCGGCCTTGTGGGTGGCGGAAT
TGAGGAACTGACCCAGTTTTTCGGCAACATCCGCAACTTCTTCCAGTCGATCGACTTCAA
CAGCCCAAGCTTCAACCCGATTCAGGCTGCGGCGCAGTTGGTGAACATCATCCTTGCGCC
GCTGCGGAACCTGCTGCCCAGTCTGTTGACGATCCTGCCTATCGGTGGCATCTCGAATCA
GACGCCGAACATTCTGCCTGCCCCGAAGTTCCCTGAGGGGTCGGTGGGCGAGAACGCGGA
TTGGGTTGTGGACCCGTCGCATTCTCGCAGCGGTGATGGTACGGGCGCGGCGAAAGTTAT
TGCCGACGGCACGTTGAAGGCACTGCGGTCGGGGCAGAATGTTGGCGATTTCTTCGCGGT
GAGCGAAGGGCAGACAATCACTGCCCGGGTGTTCGTGTCTCACGACGATTATGTGGGTAC
GGGCGCGCCGATCCGGTTGCAGCTGGTGCCGTACATCGACGGCGTTGCACAGGCCCCTGT
GGATTTGAACGCGTACGCCCCCCAGGACGCGAACTTGGCGTGGCCCGGTAAGGAGCTGTC
GGGGGAGTATCGGGTGCCCGCTGGGGTGACTGGTGTGCAAACCCGGTTCGTGGTGACCGA
AGACGCCGCTGCGGGCACGTTCTGGTGGGATGACGCCGAGGTCAAGCAGACCGGCGTTAT
TCAGCAGTCGTGGGTCGAGGGTCTTCCGGAGATTCTGCAAACCTTGTTGGCGCGGGTGCA
GTTGACGATTGACACGGTGGTGTCGGCGATCCGCGGCGGCGTGCAGACCGTTGAGAACAC
GCTGGAGGATTTGTTCGACGCTTTGCGCAACATCTCCCCGGAGTCAATCGCGGGCATGCT
CGGCCCGGAGAACCTGCGGGAAACCATCGAGAACATCGTCAACAGCATCGTCGGCGGCCT
GGTAGGCCTTCCGGGTATTGGTGCGGGCATCGCCGACCTGTTCAACGTGTTGCAGGAGAT
CGCCTCGCGCGCCAGCTTGGGGTTGTTCTCGTGGGACATCCTCGGCATCAGGACCAACAA
GCCCGTCGATAGTGGTTTGTTGCCGTCGGAGCGGTCCAACTTCCCGCTGTCGAACGTCAC
GACGTGGCTTGAAGCTACGCAGAGCAACTCGCTCATCGGCGTTGACCTGATCGAAGAGTC
GATGCCGCTGGGCGTGGTGTCGTGGATCGGCTACGGCCTTTCAGGGATCACCGAGTTCTA
CGTCAACATCTGGAAGGTCGACTTGACGTCGGGTAACTGGACGCTGGTGCACCATTCCCC
GAACATCGTGGGGCTTTTGGGCGGCACGGCCGCGCCCGGGGAGTTCATCTCCTACGAGCT
GGATGACCCGATCCCTGTGGTGGCGTCCGAGGCGTACGCCTATGAGCTTGTCCCCGTGGG
CGGTACGCATTATGTGCGTGGCCGCGTAGCGAATTTGCCGAATCATCCGACGTCGCAGAT
CGTGTCGCTGGCGGCCACCAGAAACAACACGTCGCCGAATAGCCCGCCGTCGTCGATTGC
GAAGGCGTCGGTGACCCGCTCGGGCGATGTGCCGTGGGTGAGCATCGCCGTGGACACAGG
CTCTGGTGGGGACCATCACGATCCGTTGAAAATCTATCTGGGCACCGCGGCCACGGCGTT
CCCGGTTCCGAACTGGGTGAACTACATCGACCCAGTGGCAGTCGGCGCCGGTGGTGGTGG
TGCACAAGGCTGGGCCTTGGGCATCAACGGCCAGGCCGGCCAGCCCGGGAAGTTCAACGC
CACCACATGGGTGCGGGGTGAACATTTCGGCGACAACGCCATCATCACCCTCGACCCGGG
CGCTGGCGGTATTGGCGGTCCTGGTGACGGCGCCGCCGGTGGGAACACCACGTTGTCTAT
CTCCACACCGGGGGGTGACACGTATTCCATTGTCGCCGAGGGCGGCGCGGCAGGTACCGC
TGAGGGGTTCCTGTCGAAACCTGTTGGGCGTGGTCCGGGGACGTTCACGTTCAATGGGCA
GGACTATGTGGGCGGCGGCGATCAGAAGGTCATGGGTGGACACGGCACTCCGCCTGGTGG
TGCCGGTAACGGTGGTAAGGGCGCGTTGGCGTCGTTCCAGTCCGGCGGCAATGGTGGCCC
TGGTGGTGGCTGGCTGTTCTTCCGGCCCGATGCTTTGCCTGATCCTGACCCGGATCTGAC
GCCCCCGACGCCTCCAACGTTGGTGGAGCTGGTCGATTCAACTTTCAGCACTCTCACGAT
CACGTGGTCTGGAGCAACAGACGTATGACAATCAAAGGCTATTTCGTTTACGCGAAAGAG
AAAGACGCCCCTGGTGATTTTGTTCAGTTGAATCCCGACCCGGTGCTGCCGCCGTATGGG
ACGAACGGTTTGAAGTCGAACACCACCTACGAGTTTTATGTGAAGACGGTGGACAACGCT
GGCTGGTTGTCGGACCCGTCGGATACGTACGAGTTCACCACTCCAGCGCACACTGCGGGT
GATTTGTTGTCGCCGGAGGACCAGGCGATGGTGGATTTGATTGTGGAGGAGTCCAGGGCG
GAAACCGGCCAACCGGGGGTGATGTTGCAGATCACCGGTCCGCGCGGCAATTACGCGAAA
GCGTATGGCACCACCGTGGGCGGCACGGTTCGCCCGTTGACGTTGGATGACCACTTCCGC
ATGGGCAGCTCCACGAAAATGTTCACCGCGATCGCGTTTTTCCAGGCCGTCGACAAGGGG
TTGATCACCCTGGATGACACGCTGGAGCAGTACGTTCCGGGCATCCCGAACGGCACGGCG
ATCACGATGGGGCACATGCTGTCCATGCGGTCCGGGATCGCCGAGTACACGGCGGGTATC
AACGCGCTCTGGGTCACGCTGTTCCCCACGTGGCCGTGGACGGGCGCGAAGGACTTCCTG
TCAACGATGAAGGGGCCGTCAAACTTCTATCCCGGCACCGATTATCTGTACACGAACTCG
AATTTCGCACTGATCGGCATGGTGCTGGAGATCGTTGACCCGGAACACCGGCCGATCAAG
CAGATTTTCAAAGAAGACATCATCGACCCGTTGGGGTTGACTGAAACGTCCTGGCCGCCG
ATCGGTCCAGTTCCACCGCCAGCGTCGATCGCTGACACGTTCAACCCGAACTTCCTCGAC
GCTGCCGGCGCGTTGGCGACGAACATCAACGACTACACCAAGTTCGCGGAAGCGTTGCGG
GACAACGCCATGGGCCTGTCACCGGAGTCGTATGAGGCGTGGCTGTCAACATTCTGGAAG
CACTCCACAGGGTGGGACCAGTACGCGAACGGTTTCTACATTCCCTCCGAGTACTACTAC
GGGTACGGGATAGAGTCGTTCGGTACATGGTTCGGCCATCCCGGTTTGTTCTCGGGTGGC
TGGTCGTCCACGCTCTTCTTTGAGCGGGACTCGGGTGCGACATTCACGCTGCACGAGAAC
TCGAATACCTCCAACCCCCCGGCCGCGGGCTATACCCGCATTTGGGTGCGGGTGGCGGAG
TATCTGTATCCGGGGACGATCACGAATGATCAGAATTGGCCGGTTCCGCCTGCCCCGGTG
GATCTTGGGTTTGATGTTGTGTCGGCTCCGTTGGCGGGCTTTGGCAGTAAGTCGCTGCAA
TTCAAAGCCTCTGAGGGTTCGACGGTGTTCGCGGTGGTGGCTTGGGACCGCGCGGGCTCA
GCACCGTCGGTCACGTATGGCGGCGCCGGCGGTGTACTTCTCGGGTCCGTTTCGCACAAT
GGCGATCCGGCGAATGGGGGCCTGGCTATTTTCCGCATGGACAACCCCGGAACTGGTGCG
GCACGCACGTTGAAGGTGACCGGTCCGGGTTGGGTTAGCGCCTATGGCATCTCGTTTAAG
AATGTGGCGTCGGTGGGTGAACCGAGTTACGCGTATGGCAGTGGCACTGCGCATTCGCAG
GCAGTGACGGTGGATAGCGGAAGTGTGGTACTGCAGGTGTTCGGCGCGGGCGCGGGTGGC
GGCCCGTCGTATGACCTTGAACAGATCGTGGGCGCCCGGTTGCGCGCCAAGCAGAAGGGC
ACCAACCCGTTGTTGTGCGTGAACACCACAACCAAGACGGGGACGGTTAACGCAACTTCG
ACCAAGGCGAATAAGTGGTCGGGCATGGCGGTGAATCTGCAGATTGGGGGATGAGCGTGG
CTGTTGGCTGGTGGGCTGAGTCCCACGTCTCGTTCGGCGTCACCCTCACCCCCGAGGTGG
GATTCCACTACGGCGGGCCGAAACAAGAGTTCGGCGTGACCCTCACTCCCGAGGTGGGCA
TGGCCGCCGTGGCCCACAATCGCGTGGGCTTCGGGCTGTCGGTGCCGATTTCGCTGGGGA
TGGTGGCGGCCAGCCACAGCAAGGCGTCGTTCGGGTTGGTGTTCACACCGCACATTGCGA
TGCGCGGGCCGTCAGCGTTTCAGCCGGTGTTTCCGTCGGAGGATTTGTATCCGTCGGTGT
CGCTGTTCCCGACGCCGCGCGCGCAGTCGCCCGGATTCGGGTTGTCGTTCACGCCAAGCT
TGGGGTTCGAGGCCGCGCCGAAGTTTGCGCGGTCGTTCGGTATCGAACTGGACCCGCAGG
TCGGCATGGGTACCGCACTCGGGTTCACGAAGGGCTTCGGGATCGAACTGTTCCCACAGG
TTGGGATGTCCGGCGCGGAGCGGTATTACCGCGAGTTTGGCCTTGAACTCACACTCGCCA
TCGGCATGGGCGGCGAGGGCAACAACGGCGTGATGGCCCAATACGACGCCATCGGCACAG
GGGCCGGCGGGTTCGGTAGCGTCTCCGACTTTTCCTTCACGGCAGCAGCGGGTGCGGACG
TATTTGTTGTTATCTGCCAAGACCGATCAGGGGCCTTCACGGGAGCCGTGTCCTACGGTG
GGGTTGCGATGAACTTGGTGACCTCTGCTGCACACAACAACAGTGCTGGAAATGGCGGGG
TTTCGGTGTACAGGTTGGCTGGGGCTGGCAGCGGATCGGCGAAAACCGTGTCCGTTGGGT
CTGGAAGTGGCTGGATGATCGCCAACGCAGTCTCTTTCACCGACGTGAGACCGTCCGTAT
CTGCAAGTATTAATACGGGTTCGGGGTCTGTCGCATCGCAGTCAGTCACACTTTCCGCCC
CGGTTGGGTTGCAGGTTTTCTCTGGCGGCAACGGGGGCGGCCCGACGACAACATTCTCTG
GATTCACCGGTGTCACAAATCGATACAACGTTAAGCAGACCGGCGGCATCTTGGCCATCA
ACACCGTCTCAACGTCGGGCTCAGTGTCAGCGTCCACGAACAACCCGTGGGCGGCTGTGT
TTATAGATCTCTAGGAGGAGGATTCCAATGGGCATTCCCAATGCAACACATAAGGCAGCA
TCTGATGCTATCGCCGCTCTTGGCGACTGGATCAGTGTTCACACTGGCGCCGCTGGCACC
ACAGGGGCGAACGAAGCCACGGGTGGTGGATATGCGCGGGAGCAAACGTCGTGGACGTCC
GGCTCCACGGGCACCAACACCGGTGACGAGGTGGAGATTTCCGTCGCCGCTGGCACCTAT
GTGGAAGGCGGCATCTGGTCGGCGTCCACTTCTGGCACGTTCGTCGGGTCGGAAGCTTTC
GACGACGGTGACGTGGAGGTGTCCGGTTCGGGGGCGAGCATCTCCGTGACGCCCCGCATA
GTCGCCTGAAATCCTGGATGGGGGAACTGTTTTGAACATCAAAACTGATCATCAGATCGT
CGCGTTCGGCAACGATATGATGGGCTTGTTTGACCGTGACGGCACGTTGATTGTGCAGGC
CGCCCGCGTGGTTGGCGGGTGGGAGGTGACTGCCGAGGGGCGGCCCCCGGCGACCGTGTT
GGATCGGTCTTCGGCGATCACCGAAATGATCAACACCGCCCTCGCGGTGCTTCCGGGTGA
CGGCTATTCGTGCCTGGTGCCGAGGGGTTTACGGGCGCAACCCTAGGAGGGGTTTGGTAT
GGCTTATTCGAAGCAGTCGTGGGAGAACGTTCCCTCGACGAACACCCCGTTGTCGGCGGA
CCGTCTCAACCACATCGAGGACGGTATCGAAGGGGCGCATGAGGGGCTGGACGATAAGGC
CGACCTCGCCCACGACCACGTTTTGGCCGATGTTACCGATGTCACCTCTACTGGCGCGGC
TATTGCTGGCGCGGCGGATAACGATGCAGCCCTGGAGGCTTTGCAGCCGGAGTTGGACAA
CAAGATCCACGAGATCGTCGACTACTACGCGACCAACGAGTTGGATGTTCAGGTGGATGC
TTCCGATGTGGTGTCGGGCACGCTGAGCATTAATCGCATCCCCGTGGGTAGTAGTGGTTC
CACGGTGTGTGTTGGTAATGATTCGCGCCTGTCGGACCAGCGGACACCCTTGGACAACTC
GGTGACCCTGGCGAAGATTCAGGACGGTGCGATCACCAACGCGAAGATCAATACCGGCGC
GGCGATTGCGAAATCGAAGCTGGCTTCGGATGTGCAAACCTCACTGGGTAAAGCGGATTC
GTCGGTGCAGAAATCCGGCAGCGCGTCCGGGATGTGGATGGGCACCACCCTTCCTGGTAC
CGGCACGGCGGGTGTGTTGTACGTGGTGGTGCCGTGAAAGTTTGGAACGGCACGGCGTTC
GTTGACCCCACTGCGTTCAAGGTGTGGAACGGGTCGGCGTTCGTCAACCCTGAGCTGTAC
ACGTGGAACGGGACCAGCTTTGACAAGGTGTGGCCGTCGTTTGAACCGTTCAGCATTTCC
AGCGAAGACCCCGGCTACGAGGATCTGATCGACGAGCCGGTACCCGAGGGCGCATCCGGT
TGCTGGGTCACCCTTGGCGGTGCGGGCGGCGGTGGCGGGTCGGGGCGCAGATCCAACTCC
GGCTACCGCTACGGCGGCGGCGGTGGTGGTGGCGGTGGCTACATCGGCCGCGTCTGGATT
CCACGTGCGTCGCTCGGCTCGACGTATACCCTCGTCCGGGGCCTCGGTGGCGCCGGTGGA
GCGCGGGCGGCGGGATCGTCCAACGGCAATGACGGCGCTCCCGGCGGCTCGACTGTGTTC
TCGTCCGGCAGCGTTTCCCTGACGGCTAGCGGAGGGGCAGCAGGCGCGAGGGGCACTAGC
TCGTCGTCCAGCGGAAGCGGCGGGGCCGGCGGTACAACCAGCATCTCCGGCATATCCGCA
ACAGGCTATACAGGTGGCAAAGGCGGCAACGGCGGTAGTAACCCAACTAGCGGGCAAAGC
CGGACGGACGGTTCAGGCGCTGGCGGCCGGGGTGCTGGAGGCCTCCTGTCCAACGACAAC
AGCATCAGCAGCGGCAGCAACGGAACCAGCTCCGGCCCCGCGGGGAACGGCGGCGGGGGG
ACCAGCGGAGCCATAAACACGGGCGGATCAAACGCAGGCAGCGGCGGTGACGGCTACGTC
CTGATCGAGTGGGAATAACCCCGCTAACGGTTCGGGTCACCAGCAGCGCGGAGTTGATAC
ACACGCTGCTTGGAAATCTTCAGGGCGCGGCCAATGTCATGCCACGTGATGCCGTGGACA
GTCATCGCCTCATAGACGAGGGCAGCCAGTTCGGCATCAAGCTCGGCGATAGTCGCTGCG
CGTTTCTGCCGGTTGGCGATCATGCGGTCGATGATTGTCACATCTAGGAGTGTATCTCAA
AGAAACACTTGTGCACGTGGTCAAACGCGGTTAGACTCGCGTTCATCAACTTGAGACACC
GCCCGGCGGGCGATAGGCCTGAGAAACCAACCCCGCCGGACGGCCCACCCCCAACAGGAG
GCCCACCAATGCTACGCAACACCATCGCAACCATCACAGCCGCCCTCACCCTCGCACTCC
TCACCCCCGCAGTCGCAGACGCCGCACCCAAACACTGCGACAACCACGGCACCGGACACG
GCAAAATCTACAAGCACGCCTGCGCCACCGGACCCGGAGGCCAGGGTGCCGTATGGAGCC
CCGTCATGAACGGCGACGGCACCGCTAAAAAGGTCATGACCGATGACGGCCTCAAGACGG
TGAAGCGCTGCGTGAAACGCTGCGGCGGTGGCCGCCACCACGTCGAGACCACCGACACCT
GGTGACCGGCCATGAAAATCCACGTGCAGTCCCGCGGACCCGCCGGCTGGAACGCCACCG
TCCTCTTCACCGCAGGAACCGTCTACACCGTCTCTGACGACCAAGGCCGCCGACACCTCA
TCGACACCTCCCGCGTCACGGTCAGGAGACTGTCATGACCAAACGAGTAGCGGGGGCGAT
CGGAACCGGACTCCTCGGCGGTGTCGCCCTCACCGGACTCATCTCGTGGATGTTCGCCAC
AGGACATCCAGCGATCGACTTCTTCATCGAACGCGACACCCTCTTCTACATCTGAACAAC
CCCCCACAGAAACCCCGCCACCACGAGGTGCGCGGGGTTTCTGCATGAAAGGACCCCCGA
CATGGACCGTCTCGGAATCATCCTGCTCAAACTGCTGGGACCGCTCGCCGACAGGATCGC
TGACCGAATCGCCGACAGGATCACCGAGAACCTGCCCGATCTGTCCGATTTGGATGATCA
GATCGTCGCGAAACTCCCTGACCTGTCCAACCTTCCAGAACAGGTCATCAACATCATCGA
CGGCGCGCTCCGCTCCATCCCCGTTCTCGGCGGAATCCTCGGGAGCAAACGGTGACCACG
AAAGATCAAGTCGCCCAAATCACCATCGCCGAAGCCAAGGCGCGCGGCTACGCCCGCAGC
GAATGCCTGGCGGTCATGTCCACCTTCTACCAAGAGTCCGGCTGGAACGACACCATCTGG
GACCCCACCCACACCACCTACGGCATTGCCCAACAGGACGGCTCCTACCCACACCGCTTC
GACGGTGCCGCAGCCCAAATCAAAGGCTTCTTCGACAAGCTCGACGTGTGGCGCGCCAAA
CCCGGTGCCAGCACCGATATATGGCTGAACATCTGCTGGATGCAGCAGGCCCCCAACTGG
CCCAGCGCTGACTACTGGTACGCCAACGGCCGCCGCGCCTACCTCACCGAAATCAAGTCA
CGCATCACCACCGTCACCCCATACCTCGACAAGTACTGGCCCGCCGATGGAGGTACCGCC
GTGCCCGACGAACCACGCCCCGACTTCAACGAGTTTCCGATCTGGTCGGCCAACAACAGT
TCCCGCAGCGGCAAGCCCACTATGTTCCTGATCCACACCCAGGAGGGTGGTGGTGGGGAC
GCAGCCGCTGAAAACCTCGCCAAATGGTTCCAGAACAGCAACGGCGTCTCCTACCACTAC
ACGATCTCGCAGGCATCCGATGGTGGTGTGACGGTGGTCGATTGCGTCGACACCGACCGC
GCCGCCTGGTCTGTGGGCAACGCCAACAGCATCAGCATCAACCTGTGCTTCGCGGGGTCG
CGAGCATCCTGGATGCGGGATCAGTGGATGAAGCAGTCCAACGCAATCGACGTCGCAGCC
TACCTCGCGGTGCAGGACGCGAAGAAGTACGGCTTCACCCCACTCGTGGTGCCACCGCCG
TACACGAATGGGCGACCTGGCATCTCGGACCACCGGTGGGTGACCGACGTGTTCAAGTGG
GGCACTCACACCGACGTCGGCGACGGGTTCCCGTGGGACTACTTCGCCGAACGAGTCAAC
CACTGGGCGGCTGGTGGCAAGACCGAGCCTGAACCGCCCAAGGTGAAACGCTTCCCGGAC
GACTGGAGTGACCGCGAAATCCTCGTCGAGATCCTGCGGCAACTACGCGGATACAACCTC
GCCGGCTGGCCGCAGCTCGGCGGCAAAACCCTCGTGGACGCGGTAGCCGAATTATTGGGC
CGCTGATGCGCATCGACCCCTAACTCACTTACTGGACTAAGCAGAGAGGGGCTAGCAGTG
AATGCTACCAACACCCCCGAAGAATGGCGCCCGGTAGTCGGCTATGAGGGCCTGTACGAG
GTCAGTGACCGCGGCCGCGTCAGGTCCCTTGACCGAACGATTCAGACCTCGGTGGATACC
CGAAGCTACAAAGGCCGCGTTCTAAAGCCGCAGCTAACCCTCGGGTACCACATCGTCAGC
CTCACCGCACCCGGACGGCGGCGTCGGTACGCAAAAGTCCACCACCTCGTTCTAGAAGCG
TTCCGCTGCCCCCGGGTTCCCGGCATGTCCGGATGCCACAACAACGGCGTCAAGACCGAC
AACAGACCCGAAAACCTCCGATGGGATAGCCATACGGAGAACATGCGCGACACCGTGCGT
CACGGTCATCACCACTACGCCAAACGAAATGAGTGCGCGTACGGGCACCCGTACGACGAA
TCGAACACCCTGATTCGCCCGAAGGGCGGGCGGGTCTGCCGAACATGTCAGCGCGAATAC
AACCAGAACTACTACGCGGCCAGGGTTGCAGGCAAACAGAGAAGGGCAGGACTGACATGA
GAATCGACGGCGCGTGGGTAGGAACCGGATTAGGTGATGCCAGTGAGGAAGTCGGAAAGA
TTCGCGACTTCGGCCGTCGCAAGTTCTCCTACTGGAAGACCCTTCCAGACACTCGTGATG
CGCAGGGGTTGCCGCTCTATGACGAGGCCATGACCGCGGCAGTCGCAGAGATGCAATCCC
GCTACAACACGGCTGGGCAGCTGCGCGACGGGCTCTACATCCCCGGGATTATCAACGCCG
AAACGAAGTACGTCATGGGGTATCTGCCCCGGCCCGTCATCGACACCCGGCCGGTCCTGT
TCACCGTGTGCGGCACCGGCGTTCCCTGGTGGGTCGGCCCAGACGCCGACACCGCACGCG
CCGTCGAAGACCAATACCTGTGGCAACCCATCGGCTACCCAGCAGCACCATTCCCGATGG
GCAAATCCATTGCCGCCGCCATCACCGAAACCCACAACCAAGCTAACCGGTGGCGCGAAC
GCATCGAAACCCACGGGACCGCACTGGCGGGCTATTCGCAAGGCGCGGTGGTCCTCTCGG
AGCTGTGGATGAACCACATCGCACCCGAAGACGGCTCCCTGCGATGGATGAAACCCCATG
TGCGTAAAGCGGTCACGTGGGGCAACCCGAACCGCGAACTCGGACACGTGTGGGCTGATC
ACGGCGGCTCCCCAATGGCCCCATCCAACACCCAGGGCGTGTCCTCCAACGGCATGCGCA
ACACCCCCGACTGGTGGCGCGACTACGCCCACCAAGGCGACCTGTACGCCTGCACCGAAC
CCGGCGACACACAAGAGGTCCGAAACGCCATCTGGCAGATCGTGCGCGACCTGGACCTGT
TCACCGGACCCGATTCGCTACTCGCCCAAGTAATCGAACTTGTGCAGGCCCCGCTACCGG
AGACGATCGCGATCACCAAAGCGATCCTCGACGCCGGCATGTTCTTCGCGAAACGCACCG
GCCCGCACGTGGACTACAACATCCAGCCCGCCATCGACTACCTACGCACATAACGGGAGG
ACCACCTGATGTTGACACGTTCGTTTTGGATCGACGCCGCCGAACGCGCGGCCCGCACGT
TCGCCCAAACCGCGATCGCCACACTCGGCGCGGGCGCGGTTGACCTACTCGCCACCGATT
GGGTGTCGGTGCTGTCAGTGTCCGGCGGCGCCGCAGTGGTGTCACTGCTGATGTCTATCG
GCGCGGAACGCCGCGGCAACCCCGGAACGGCTTCGGCGACTAGAGCGGTCACTGCCGCAT
GATCTGGGAATCGGTGCGCGAAGCGGTGGACGCCGCGTACCAGCCAGACGACGGTATCGA
CCTGATAGGACTGCTCATCATCGGTTTACCTTCCACGATCGCAGCTATCGGAACGGGAAT
TGTCGGTGTCCTCACTGTTCGAGGGCAACGCAAGGGCCGGGAACGTGCCAGACGGATCGA
CGCGAAAACCTATGAGATTCACGAGCAGACCGTCAACACCCATGACACCAACATGCGCGA
CGACCTCGACGAGATACGCGATCTGGTGCGGGACGGATTCAAACAGATTCAACGGGACAT
CGGAGGGTTGAGGGAGGAACTGCGAACCGAACGCCTCGAACGCATCGAAGGCGACAAGCG
ACGCGACCGGTGAAACACCAGGAAAGGGAACACCGAATGTCACTATTGGCCGATCTTGCA
GGTTTGGAGCCCCGCACCTGCCCCGCATGTGATTGGGTTGGTGCCCGGTCGAAACAGGAA
CGCGCAGAGATAAATGCGTCGGTGGAGTCCGCGAAACGCGGCGACGTCAGGTTCACCGAT
GTGTTGCGGGTCCTCGTCAAACACGGTATGCCAGACATGAACGCGCAAGCGTGGCGGCAC
CACGCGAGGAACCATCATGTCGCTGACTAGCGACCTTCGCCAGGTGCGCATCGCCGAAGG
TGTGCGCAACAAAATCCTGATCCTCGACGTTGAACGGCTCCCCGGAATCACCGAACAATA
CTGGTGGGGCAGGGGAGACCTGAAGAACCGGTACGTGCAGTACGAGACGGTGACCCGCAT
GCCGCGCACCACGATTGTGTGCGCCAAGTGGTATGACCAGCCCGAGGTTATCCAGCTCGC
CGAATGGGACAAAGGTGGACGCAAACGGTTCCTGCGGCGCGTCCACAACCTGCTATCCCA
AGCGGATATCGTTGTCGGGCACTACATCGACGAAGCTGACGTGCCGTGGCTGAAGGGTGA
TCTGCATTTGGAGGCCGGGTTACCTCCGCTGCCTCCGTTCAAAACCGTTGACACGTTGAA
GGTGTTACGCCGCGAGTTCAAATCCGGTGCCCCATTCAAAGGTTTGGACGCGTTCTGTCA
GATCGTTGGCCTGCCCGCCAAAACTGACCGCTACGACCGGGGCGCGATGGAACGTGCCGT
GACAGGGAAGAGCGTTGAGGATCGGGAACGCTTGGTGTCGTACTGCGCTGGCGATGTGGT
AGCCACGCAGGGGTTGTACGACTTCCTGCGTCCGCACATCAAAAACCATCCCGCACTGTT
CGTTGACGGCGAGGACAAGCTGATGGTGTGTAACCGGTGCGGTGGTGAAACTGTGGTGAT
CCCGCGGCGGTACGTGGCGAATGTGTTGACGTACACGATGCGCCGCTGCACCAACTGCGG
GGCGCATTCACGACTGTCCATCGAGCCGGAACGCATGAGCGCTGTGAGAGGGGTTTGACG
TGAACGTTCGAGTGTGCACGTTTCTGGACCACAGTGTGACGGTGGGATTCCTGTGGGACG
CGCTCAAAACGTGGGTGCGACTGTGAGGCCGGCCGATCCTGTCCGGGCTGCGATCCAAGA
GAGTTTGGATGCGCAGGGCGACGGCTGGCAGGTTGCCCACTATGTGGCGGTTGTCGGGCT
GGAACGCATCACCGGTGACCGGATGGACTTGGGTGCGACGACGATCATCACACCGGTAGG
CCAGCCCGACTATCTGACGGAGGGCCTGGTGAATCGTTACTGGGACGAATCGGATGATGA
GTGATCCGCAGTTGGAGTTGTGGCGGTCGGCGTGGCTGGCGGTCGTCGCGGGGATGATCG
TCGCGCTGCTGGTTCACGTCCTGGCTTAATCAACGCCTCGTGAAGCATCAGGCTTCAGGA
GGCGCCTCACTCAGCATGGCTATATCGTTCGGAGGCATCCAGGTTTTGGCATGTGTGGTG
CACTGGGGGAAGTGTGTCGATCACTGTCTCCCCGTCTTTGAACGGTTGACCGCACCGGCC
GCAACGATCATCGGTGTTCATCAGTTGCACATCTCGCATCCGTGGCCGGTCGGGTAGGTG
GTTGATTCGCCTATGTGGCTCAGGTTCCGACTGCCAGTGGGCTGCGTCAACGCGACCTCG
ATGGAGCCGCAATCGGTGCACATGCCGTAAACGGCGTCATCCGACTTCACCTCACAACCA
CCACGCGGTCAGTAGCTGCGGGCATTTCTGTGTCTCTGCATCTAGTCCGCACCCCCGAAA
GGCTGCATGGCGGCGGGCACCAGCGCGGTAGCCGGTCAGACGCCCGTCGGCGATCATTTG
CCGGATGGTGCGGGGTGTTACGTCAAGATATGCGGCCGCCTCAGCCAGTTTGACGAAGCG
GCGAGGGGTTGGTGCGTCTCCCATCTCAGTGGCATCCTTTCGAGCGCATCAGAAATCTTA
TGCGTCGAGCCCCCCATGTTGTCGGGTGACGCTGTATCGAAGGATACTCCGAGTTGTGCG
CTTGGCGGAAAACTTGCGCCTCGGTGTGGTCGTCATCGGGCGTGTGGCCGCTGTTTTGGC
AGGCGGCTCACCGCCAGCATCCTGGCGGTTTCCCGGTGAAATCCCCTATAGGGTTACCTT
TAGGGTGATCCCCCCCGAGGCTTATGGCCTCTGACCTGTGCGCCGTGAGGGTTTCGAACC
CCCGACCCGCTGATTAAGAGTCAGCGGTTGATAGGCTGCATACCAGGAGAAACGTTGTCA
AACCCGCAGGTAGACACCCGATACTGCGCAGTTCTGCGTAATGCTGCGTAGCACCGTAGG
GTGAACCGTAGGGTGACCCCCTGGGAGGGATAACGATGGCAACTAAGAAACGCAGAACTC
GCGGAGACGGAGCGTTCTTCCAACGCGCCGACGGCAAATGGATGGGGCGAGTAGAACTAC
CCCCCGACCGCAACGGCAACCGCCGCTACAAATGGGTGTCCTCCGTGGACCGCAACACCG
CCATGTCCAAACTCAAACAACTCCGCCGCGACGTCGAAGAGGGCCGCATCGCCACCACCT
CATCCACAACTGTGGAGAAGTGGATGCTGCACTGGATCGACAACATCCACGCCAAACGTA
AAGTCCGCCCCGGCGTCCTCAACGACTACCGGGCCGCCATCCACAACCACATCAACCCGA
TCCTCGGCGCGAAACGCATCGACAAACTCACCCCGCAGCATGTGCGGGACCTGCACTCCG
AGATCGGGGCCTCCCGCACCGCCGAGCTGGTCCATGTCATCGTCCAGAAAGCCTTGGACG
ATGCGGTAGCGGAGGGTGTGGCGACCAGGAATGTGGCCGCATTGGTCGACAAACCTGAGT
ACCGGAAGAAGAAACGCAACGGCTTCCCGGCGGACGTGGCGCAGCACATCATCCACACCG
CGTTCCAGGTGTGCGACGAACCAGATGCGGTGCGGATCGCCGCCGGTTTCCTGACGGGCG
CCCGCCGTGGGGAACTCCTCGGCCTGCGCTGGCCCTACGTCGACAACCCCGCTCAGGGAT
GGATCACCATCGCTTGGCAGTTGCAATCGGAAACCCGCGTCCACGGCTGTGGGGATCCTC
TACCCGAACCGTCACCGCTGTCCCGGCCCGACCGTATGCCCAAAAAACCCCCGTACTGGC
CTTGCGGGAAGACACGGGCATGGGCATGCCCGCAGTCCCGGTGGGACCTGCCGGCGCATT
TCGAGTATCAGGAATGTGAGGGGTCGTTGTTGTTCACCCGGCCGAAGACGGACGCTGGTT
GGCGTGAGGTGCCGTTGTTGCCGCCGTTGTATGTGGCGATGCAGAAACTCCGCGCCGACA
ATCCGCATGACTTGGTGTGGCACAAGGAGGGGAAGCCGATCGATCCCCGTTCGGACTACG
ACGTGTGGCGTGGCGTGTTCCGCGCTGCTGGGGTGATCGGTCCAACCGAGTCGTTGCCGC
CGCACAACTCGCGGCACACCACGTCGACATTGCTGCGCGCAGCGGGTGTGGATGAGCAAA
CGCGTATGGAGATCTTGGGTCATGCGAGTGTGGATGCGCAGCGGATCTATGCGCATGCGG
ACCGGGCGAGGCATCTGGAGGCCATGCAGGGGCTGTCCGAACTGCTCCCATCAACGTTTG
CGTTAGAAACAAAATAAGGCGACCGACTGTAAATGCGCCCTGCCGAGGGATTCACCATCC
CCGGCAGGGCGCTTTTTTGCGTTCTGGCGGGTGGTCACTCCGTCATGGTCCAAGTTCCGC
AGCCGCTCGTGCGGAACACGATGCGATGATCCCCGTTGATTGTGCCGGTCCACGACGCGA
CACCATCGGGTTGGATGTTCGCGCGGACGGTGCCGGATGGTGCTTCACCTTCGCGGAGTG
TTTCGCCGCCGCGGTAGTCGGCGATGCTGACGACCGCCCACGTGCAGCCGGGGGAGCTGG
GTGGGATGGTGGCGGTGTAGGTGCCCCAGTCGTATCCGTCTGCGCCGCCCATGTTGTGGG
TGCCGTCGCCGGGGATGGTGCGGTACGGGTTGGGCCGTGTAGTGGTGGTGGTTGGTGTGG
TGGTTTGTGATGCGCTTCTGTCGTCGTCGTCGTTGTTGTTGCGTGCGGAGACGATGCCTA
CGACGGCGAGCACAGCGAGCGCGGTGACCATCACCTTCCCTGGTGACACTGCGCGATCAT
TGGTGGTCATCTGGTAGTGGGCTTTCTGTGTTGGTGGCTAACTTTCGCGCACTGGCGTTA
TCTGATCGTGACATTCCCATGTTTGGGCTTCCTGTGTCGATTTTGGCAATGATCCGTTAG
CGTCTACGCATCCGGTTGCGAGGGGTGACCGGTGCTGGTGATTTCGGTAGGTGCAGCCCA
TGTTTGATGACGAACTCGACACTCTGCTGGTGCGGATTTTGAACGCGATGGATGAGTGTC
CGCCAACAACATGGACGTTGCGCCGGGCACGTCTAGTCCTTGCGGCGTTGACGTGCCCGG
ACGCTCCTGGCGACGCGATCACGAATCTCCGCCCCAACTGTTTCGCCGGTCCGAGGTTGG
CGCGGCTGCGTCGTGTCACTGGCCGCGGCGTCTAGGTCGCCCTCCTGGTCTTGACGCGCT
TCGCGCGGTGTTCTCTTCTCCGTCTGAGCTTCCATGACATCTCTTGCCTCCTTTAGTCGT
CGCCGGACTTCGGCGAGAAGTTCGTCGTCTGAGTAGCGGACTATCGCCGGCTCGGGTAGC
GGCGGTGGAATGTCTGACTGTTGAAATCCGGCTATCGCCAGAGCTTCGTTGACATCCCAT
TGGACAGCTCGGGCAGCGGCGGCCACGGTGGATGCGGTCGTTCCGATTGGGATCAGTGTC
CCTTTGTTGATCTGCCACCCCGTTTCCAGTTGCTTCCACCGTCCTGCGCTGACGGCGGGC
TTGTCGCTGCCTGGTGGCGTTGTGCGCCGTGAGGCTTCGCGCTGAGATAGCCCGACGCGC
TCTCTGTGCCGCTTGAGTTCTGGCCCGAATGGCCAGTCTTCGCGGTGTTCCTTGTTCTCG
TTCACGCCTACATGTTCGCGTGCAAACAGGTGCAAAGTCCACTGCTTGCACAACCCCAAT
TCTTTGCAGTTACGCGCTTGTAGTTTTCGAACATTGCAGGTCACAGCATTGTTGGCGCGA
ACTGCGCGCGAACTCTTGCGGTTTGCACTTGTTCGCAGTACAGTTGGCGGCATGGTCAAA
CAGTCCTACGGGGTGTGGCAGGAACTCCGGGTCATCCGTGAGCGCACAGGTTGGTCATCC
GCCGAACTGTCCCGCGAAAGCGGAGTCTCTGCCCCTTACCTCTCCCAGCTTGAGAACGGT
GACCGGTGGCCGAACGCCACCGTCACCAAGAAGCTCGCCGTCGCGCTCAAGGTTCCCGTC
TCCGTATTGGAGCGGCCAGCAGAGCAGAAAAACCCCGCCGCATAAAAAAGCCCCCACCTG
TGTGGAGCAGGTGAGGGCAGAAGACACCTGAGAGGAAGGCTCAAATGTCTGAACTACAGC
ATACCGGTGACCAGTCACCATTCGACGCCGGACGCATCCCGTGCACCCAGGGCGGAGAGT
GCCGGTGGTCTTTCTACGCAGAGCCCACCCAGATCCTCAAGAGAGGACATGGTGGTGTGA
CCGTTGGACTCGGGGAAAACAACGGATCCGAATTGGCCTACTTGTACGTCGGTGATGGAT
ACCGCGAGGGTGACGTTCTCCTGGATGCCGATGAACTCACGGATCTGATCGACCAGCTGA
CCATCATCCGCAACGCGATGAGGGAGACGCGATGACGTTTCATTCACGCCCGAGGCCTCC
GATTCAGCATTTCCCAGAAGCCGAAGAAGCCTTTGTTCCAGTCGAAACCTAAGGATGCGA
AATGAGCACTCCCAGATGGGCCACGTTCAAAGAGGCCGCGTCATACCTCCGCTTGAAATC
AGACGTGCTGATACGGGAAGCGGTCAAAAACGATGGGTTGAAGGCTTATCCGATCGGTAA
CGGTCGGGAGGCGCGTGTTGACCTGAATGAGGTTGATGAGTGGATGAAGTCGCGTAGCTA
TGAGCCGAGGTCCGCGTGAGTACTGAGTTGCAGAGGTATGTCGCAAGTTTGGACGTGTCC
GCATGAGTGATGTGGTTGAGCGGGCCAAGAGATCGCTGAACATCTACGAGTACTGCAGAG
CGGCTGGCGTTGAGATGGGTGCGTATCCCGACAATCTCGTGCGGGAGCTGGTCGCCGAGG
TTGAGCGGCTGCGGGCAGAGAAGCTTGGGCTGGAAATCTCGGAATCCAATCTGCTTGTCG
AGCTACGCAACGAGGTTGAGCGTCTGCGTCCCAGGGTGATTGAGACCGTCGAACAACTCG
ACGCGCTGCCGGAAGGTTCGATCGTCGAGGCAGTTATAGGCGTGCCCGAAGTCAAGTGGG
ATGGCTGCTGGTATGCGATGACGGCAGATGCATTCGAGCCTGACCTTCCGGCCCACGTGC
TTTACATCCCGGAGGTCGGCAAGTGAGTACGTCTGCTCCTAAGCATCGGAGTGTGTGTCA
ACTGTCGGGTGAGGTTCGCCAGTCTGGGTTGTGGAAAGCGTTGGCGGAGTTCGACGCGAG
GCAGATGCGTGAGGATGCGGAGTTGGAGGCGTTGCGTGAGGAGAACGCCCGTCTGCGGTG
CCGGCTACAAGAGCTAGGGGAGACAGCGTGAATCTTGTTGAGCGTTTGAATGCCAGGTTT
AACAACGTGATTCATGACGGACTCGCCTTGGTGGGTGCTGTGGTGGATCCGTGGTTGGCG
CGCCTTGAGCGTCAGGACATGAGCAATGCGTTGGGTCGGGATTTCGGCCTGGACTGCGGG
GATGTTCTTGCTGCTGCGGAGGCTGAGGAAGAAGTCCACGAACCCCGCATCTCCCATGTC
CGTGGTACGGGTGGTGGCGGGGGAGGGGGCATGTCGCCGATTCAAGATCGGGCTCGTTCT
TCTGCCGAGCATCGGGTTTCGGCAGACTCGTCACCCACTGCGGTGGGTGACATTGGTCCC
GGCGCGGGCATGGTTCCCCCGCCCCCCGCGCCGGGACCCTCCAACGGCTGGGACGAACTG
CACAAGCAGGTAGGGCCGAACTCGCCAAAGTGGATACACGACGCCATCGACTCCACCAAG
CAGTACTGCCTCAGCTTCGCCCGCGAATTCCTCGATGATGACGAGTTCATGGAGTTGGGG
GAGTTCCTGGATTCTGCGACCGCGGAAGAACTCGCCGCCATGAGGCATCAGCATGCGACG
GCCGCCGAGTTGGAACGCCATCTGAGCTATTTCACGACCGCGCCCGGCGCGTCCGGGGTG
AACCCCGGCGTTGTCGCCCAGTCCCTGCTGGAGACGTATCACATCACCCCGAAGTAAAGG
CGGGCCGCCGCCCCATTGCGCGGGACGACGGCCCTAACACCGGAAACACACAACTAAGGA
GACAATTCCCGATGTCAATCCAAGATTCTAAACCCTCATGGTGGGACCACCACCAAACCA
ACTGGGCCGACCTGCCCGTCACCACCAACCCACCAATGGCTGACTTGAGCCATCTCCAAG
AGTTCGAGGACCTGGCAGCGGCGGTCATGAGTGAACTGGACCGTGTCGGTGGCTGGCCGT
TCATACCGCCGTGGCACTGGGAAACGGAGCCGACGATCTGGGAGCAGGTGAACGGCGACG
CCGTCGTGGCGTTGTTGCGCGACTACCTCACGACAGGAGAAGCAGCATGAGGCGCAACGA
GAAGTCCTGGCGCTACTGGTGGACGATGCCCCTGCTGATCGCTGCGGGCATCATCGGCCC
CGGACTCGCCGCACCCGCAGCCCACGCAGATATCACGTCCGACGCGTTCGTGATGGCACT
CGACTCCGAAGGCATCACCTACAGCTCCAAACCGGCCGCCATCAACGCCGGAAAAGCCGT
ATGCGACGTCCTCGACACCGGCTACACCATGTACGAAGCCTCAGTCTTCGTGTACAACAA
CTCCAACCTGAACCTGTATGACTCAGGGTATTTCGTGGGTGCCGCAACCGCATCGTTCTG
CCCTGAACACCTGACCGGGACGGGGTGGGTGTGATGGCGAACTCCCCGTTCATCCAACTG
GCAGAAGTCCACACCAGCGACTGGCGTTCCCGCGCGCTCTGCACCCACAAGGACGGCGAC
ATTTGGTTCCTCAACGAATCCGGCCACTACACCAACGACGCCGCCCGCCGCATCTGCTGG
ACCTGCCCCGTACAACCGCAATGCCTGCAGTGGGCGTTGAAGCACAACGAGTTGGGTGTG
TGGGGCGGGTTTTCGGAGAAGGAACGCCAACGCATCAAGCGTGGCGAGCTGGCACCGGTG
AAGCCGGCCAGGTTCACCGACAAGAAATGCCAGCAGTGCGGAAACGTGTTCGAGCCTGTG
ACGCAGCGGGCACGGTTCTGCTCACCGAAGTGCAAGAAGCGTGCGGCGAATGCTTTGCGG
TCACAACCGTCCCTGAAGATCTGCACGCAGTGCGGCGGCGAGTTTATGGGGACTTATGCG
AAGACCTGCTCGAATGAGTGCCGACGGGCGCAGAGGTGGGGCGCGTGAGCATCGACTGGT
TCGCTGTGGAATGCGCCGTGAACGGAACTCCCATGCGGCTTAATACCGAAGAGCGCCGAA
TGCTGGTGCGGCGGCGCCCGAAACTCCCCGAAGTGGAGTTGGCGCGCAGGGCGCACTGCA
CGGTCCGCACCATCGAACGGGACAGGGCTGAACTGCCTGCAGCAAAGTTGCAATCCTGCC
CGGTGTGCGGGGAGGACGCGTGGGTCACGACCGATGGCAACATGGAAGCCCACCCAGACA
GGCTGTTTCAGGAATGCCCACTGTCGGAGACGGATTGGGAATCCCGTATCGCTGCAACAG
TCATCTGGTTGTCTCGGCGTATCCGTAGCGGTGACTCCCTGCCCGTGTGGGCCTATCTGA
CAAGCCTCCCGGAAACCGAACGCACTCAACTGTTGATGGCTGCCCTTGCCGGTGTGCCAG
ATGTTGAGGACCCGTTCGCGTGGATCACAGAACTGGAGTCCGTGGCATGACCGACCTGTC
TCATCTCCTGGTCATCATCAACGAGGACCGGCACTCGTGGCGAGACAAAGCCCTGTGCGC
CCAAGTCGATGTGGGGGACATGTTTTTCCCCGGTAAGGGGGAGAGCGCGAAGCCGGCGAA
GAGAATTTGTGCCCGGTGTGAGGTGCGGGCCGAATGCTTGGAGTTCGCGTTGGCGAATCG
TGAGCACTACGGGGTGTTCGGTGGGTTGTCGGAGCGGGAACGGCGGCCTCTGCTCAAAGC
GAATGGTGAGGATCAGGTGGCATGAGCAACGGGAACAGGATCACCCCCGAGCAGGTGCAG
ACGATTCTGTTGATGACTCGTGAGGGGTGTTCCGCCAAGCATATTGGGGAAGTTGTGGGT
TGTTCGGCTCGGACGGTGGTTCGGGTTCGGGCGGCTGGTGATGCTCGTTTGGCGTCGCCG
GATCAGTTTGTGTCGTTGAGTCAGGAGCAGAAGGATTTCGCCCAATATTTGCTTGATGAC
GGTGCCCCGTATCGGGAGGTTGCCCGCACGTTGGGTGTGAGCCGGACAACGGTCGAAAAG
TATTTCCCTGGTTACGGGTGGTCGAAGAAGCAGGCTGCCGAGTTCAGATCTCTGGTCAAG
AAGTTCCGATGGTTGGAGGCTTCGTGATGTGCGTGTGCGGCCATAACCGGTCTTTCCACC
GCTACGAGTGGGACAAGTTCCGCGGCCGGTGGGACACGGGTTGCGACGCCGCCACGTTCG
ACCAGGGCGGCCGGGAACGCTGCCACTGCTCCGAATATCGAGACAAGGACGAAAACTGAT
GGTTGTTGATACACGGGTGATTACCGCGAGGGACGACGCGAAAGCCGGCGCAGCCGCCCT
TGATGACGCGCGGTGCGCTTTGCATGAGTTGCTGTCTGAGGGGCCGCCTTTGCAGTTCCT
GGACCGCGAAGCGCTGGAGTTGAACCTGGATGTGGTGAACAAGGCCCTGTCCCGGGTGGA
TGCGGTGATCGGGTCGTTGGACAGGCTCGCAGACAGGTGGACAGCAGCATGAGCGATCCG
ACTGCCACGTTGGCGTTGTGCAAGTGGTTGGAAGACCGGCTAAAGCAATGGAAAGCAGAA
GCCAAACAACAACTCGGATTGTTGGCGGGGGAGCGGAAAGCCGCCGTCGTCTCCGGCCAA
GTCATCGGGCACGTGTCGATGGCGAAAGGCCGCAAAACCGCCAAAGTCGCATCCGAAACA
GCACTGCTCGCCTACGTGAAAGCGAACTACCCCACCGAAATTGAAATCGAAGAACGCGTA
CGACCAGCGTTCCTCAAACAACTCCTGGACGACGCAGCGAAGAAGGGCGCGTTCGTTGAC
GTCGATGGGGTTGTGATCGATGGGCTGATCGATGTTGTTGAGGGTGCCCCGTATCCCATT
GTGAAGTTGTCGGATGACTCGGATGTGACGATCGCTGGTTTGTTGGCTCGGGGTGCTCTC
GGGGTGTCCGGGTTGAAGGAGATCGAACAATGACCCTCAAAACCCGTCCCCCAACCGGCG
CTGTCCCATGGCCGCTCATCCTCGTCGAAGGTGGAGAGAAGGCGGGCAAATCGTGGGCCG
CAGCGGTCCTTTCATCTTCGGACAGGGTCGGCCGCACCTTGTGGATCGACTGGTCTGAAG
GTGCCGCCGACGAGTACGGGGCAATCCCCGGTGCCCGCTACGAAGTCATCGAACACGACG
GCACCTGGACCTCCATTATGGAGCAAGTCCGCGCCTCCCGAGACGAAGCCCAGCGTGCCA
TCGACGCCGGGGAGAAACCCGTTGTGCTGGTGATCGACTCGATGACCGCCGAATGGGACG
ACCTCAAAGAGTGGGTCGATAACAAGGCCCGTCGGCGCGAGGCAAACCTGAAAAAGCTTG
AGCGCGATCCTGAAGCGGAGATCGTCATATCAACTGACCTGTGGAATCTCGCCACCGCCC
GCCACAAAGAACTCATGCGGATCCTGATGCGGTTCCCCGGGATCGTGGTCATGATCGCCC
GTGGTGCTGATCAGGTGGCGATGGAGAACGGGAAACCTACCTCGCAGCGGACGTGGAAGG
TTGAGGGGCAGAAGAATCTGGCGTTCGACGCCTCAGTGTGGGTGAGGTTGAACCGGGGTG
AGCATCCGCAGATCATCGGTGCCCGTTCGGTCCACGCCGGAATCATCCCCGGCGAAGACA
AGCCCCGCCGCGTCCCCGATCTGACACTGGAACAACTGGTGTTCGACATCCTCAAGTGCG
ACCCGAAGACCGCCCACGTGCGGGAGCTGGAGTCAGTTCAGGACCGGGTGCTGGAACTGA
TGGACTTGATCGCGGCTGCAGAGTCTCGCGATGTGCTGACCGGGTTGTGGCGGGACGCGA
AGGCCGGCGAGTTGTTGAACGTTGGGGTCGCTGACGGTCCTACGGTTCAGGAGGCGTTGG
CGGCCCGGGCGCAGGAGTTGGAAGCCAAGCAGGCGGACGCCTCATGAGCGACCCGTTCCA
GATGCTGCAGGTGTCCACCCAAAACCACCAGATGACAATCCTGCGCGATGAGGGACTGTA
TCGACATATCCGGTTCCAAGAGCCCGGAACCGGAATCTGGCGCTTCGACCTTGTCACCTG
GCCAGGGCATCTCGTCATCACCGGAGACCTGGAGGATTACCACTTCGCCCGCATCGATGA
CATGTTCGAGTTCTTCCGCAATCCCGTCGGATACATCAACCCGCAGTACTGGGCGGAGAA
GTTGAGGGGGCCGGTTCAGGCCAAGACGTTCTCGGAGGAAGTATTCAAACGACGCGTGTA
CGAGGTGTTCCGCGACTGGTGCGAGTGGAACGACGGCCCGCACCGGTGGCTATGGCGCGA
CATCTGCGACCGAGTTCTGCGGGACGACTACGGCGACGTAGCTAGCGAAGACCAGGCCCA
CCGAGCCCTGATGGATTTCAGGCACACGAACGCGGCTGGAAATCAGTTCGAGTTCAACGA
GTCATGGGAATGGGACCTCAAGGATTTCGACTGGCACTACCTGGTGTCGCTGCACGCGAT
CGTGTGGGGAATCAACCAGTACGACCAGGCCCGCCAACAGGCGAACGCATGAGTCGCCGG
TATACGGGGTTCCCACCTGAGGTGAAGGAACTGATCTGGACTCGTGCCCAGGGGCGTTGT
GAACGCTGCAACGAGTACGCCTCAGACGCTACTGCACATCACAGACGACCCAGGGGTCTT
GGGTCTACTCGCCGCGAGGAAACCAACTTTGCGTCCAATGGTGGTTGGCTCTGCGGTTCC
TGTCACCGCCATGTGGAGTCGTATCGGACGCAGGCGTTCGCCGACGGGTGGCTCGTTCGT
CAATCCCAATCCCCCATCACTGTTCCCGTCCTCTACAGGGGCAACTGGGTGTTGCTCGAC
GACGACGGGTTTGTTTACCGAATCCCTAACCCTGTGGAGGCAGCCCAATGATGGCAGGTC
CCATGATCACCGTTGTCTGCGCGGAATGCAGCCGCACCAAAGGCTGCCCCATCACCGCCG
AATTCCCCACTACAGAACAAGCGCAGGCATTCATCCGCCGGCACCACGCCTTCGCCGACC
ACCGGGCACACATCCCAGAAGAGGCCGCCAGTGACCGACTGTCTGTTGTGTGACCATCCC
AGGTCTTCTCATGCCCCCCAGTGCCGGGTCCGCATGGGTGTCAACCGGGACGACATGAAC
ACCTACACGATCTGTTTGTGCCCCGGATTCGAAGGCGCAGAAGAGGAGAACGACCATCTT
GCCTGACGTGCACATTGGGTTCACGGGAACCCGTGACGCGATGCCGCAAGTTCGACGACC
AGACGGAGATGACCCTGCTATGAGCCGACCGATTTACGCCTATGACACCGAGTTTCTCGA
AGACGGCCGCACGATCGAGCTGATCTCGATCGGCATCGTGTGCGAGGACGGCCGCGAGTA
CTACGCCGTCAACAACGACATGGACCAGGAGCGCATCCGGCGCGACCGTTGGCTACTCGC
CAACGTGTGGCCACACCTTCCGCTGCGGGGGTACAAGACTAAGCCGGCGACCGTCGGCGG
GACGATCAAGGACATCATCGACACCACCGGCCATCTCGACACGACGAGCGTGCTGGTGAA
GCCGAAATGGGTGATCGCCAACGAGGTCCGCGAGTTCCTGCTGGCTGTCGACCCACCGCA
ACTCTGGGCGAACTACGCGGCGTACGACCACGTGGTCCTGGCGCAGCTGTGGGGCCGAAT
GATCTCGCTGCCCAAGGGGCTCCCGATGTTCACCCATGACCTGCAGCAGCTGCTCGAAAC
CATGGCCGACTTCGAGAAGCCGGAGCAGGACGGCACCGAGCACAACGCGCTCGAAGACGC
CCGGTGGGTGATGAAAGTGCTTCGCGCTGCGGGGAAGGTGCCTTCAGCATGAACGCGACA
GAGGACGGCCTCGAACCGCTCGGCGAAGCACCCGACCTGGGCGCGCCCCACTACCCGATG
AGCGCCGAGGTCACGTTTCACCGGGCACGTTGCACCAAGTGCGGCGACATCGAAACCGAC
TACGGCGATTTCAGCGCCTATGGCGACCCGGGCGGCGCCATCAACGCCGTTCTCGCCGCG
GCCGATTGGTTCGGGCGGTCGGCGCCGACTGGTGAACTCATTGACTTCGGCGGTGGGCGC
ATGGGTCAGCGCTACCAGCTCGTCGAGCTGCTCTGCCCAGACTGCCGGCGCTGCGAGGTG
TGCGGCACCGCCAAGGCGTACCCGATCGACGACCACCTGGTCTGCGAAGACCACGAGGTA
CCACGAATTCGAGGCGGCACCGTGAAACTCGGTTCGCTGTTCTCCGGCGCTGGCGGCCTC
GACATCGCCGTCGAGCAGTTCTTCGGCGCCCGCACGGTGTGGCATTGCGAGCTGAACCCG
GCCGCGTCCAAGGTGCTCGCGCACCGCTGGCCCGGTGTGCCGAACCTCGGCGATATCACC
GCGGTCGACTGGTCAGAAGTCGAGCCGGTCGACATTCTCGCTGGCGGATTTCCCTGCCAG
GACGTGAGTGCCGCCGGTCGTCGCGCCGGCATCGCCGAGGGCACCCGCTCGGGCCTGTGG
GCGCTGTTCGCCGAAGTCATTAACCAGCTGCGGCCGGGTGTCGTGGTGATCGAGAACGTA
AGGGGGTTGCTCAGTGCAAGGGCCTATCGCGCAATGGAATCCGAAGAGGCAGCTGTGGGA
GACGGGGCAGATGGACCTGTTCTCCGGGCACTCGGTGCCGTACTCGGAGACCTTGCCGAC
CTCGGGTATGACGCGCAGTGGATCACTCTTGCCGCTTCCGACGTCGGCGCACCGCACCGG
CGTGAACGCGTCTTCATCCTTGCTACTCCCGTCGCCAGTAGCGCATCCCTCGGGGGAACT
CGCCCGAGGCGCATCTGCGCAAGAAACCGGGACGCAGCCGAGTGACGGATCTGGCGATCA
TCGTCGAGAACAACCTGCTGGAGACAGCGACGGTCACCAGAACACGCTGCCTGGCACCGT
GCGGGATCTGCTGCCGACACCCTCGGCGAGCGACGGGACCGGCGGCGGGCAGCATCCCGA
CCGGCGAGAGGGGCACTCGCGGCAGCTGTGCGACTATGCGCTGCTGGACGGCACCTCGCG
CTGGGGCAAGTACGCCGCTGCGATCGCACGCTGGGAGGCTGTGGCCGGACCCGCGCCGTC
GCCGACCGAGCCGAACAAGAACGGCAATCCCCGACTCACCGCCGCGTTCCCCGAGTGGAT
GATGGGCTGGCCCGCCGGCTGGGTGACTGCGGTGCCGGGTATCTCGCGCAACGATGCGTT
GCGCATCTGCGGGAACGGCGTATGCCCGCAACAGGCATACGCCGCACTCCAGATCCTCGT
CAGGGTTTCGGCTTGCGAGGTGGCCGAGTGACCCACTTGGACAGCAGGTAGATCCGATGG
ATGCCGCCGAACTCGCCGCCTGGCGCCGCAAGCGCCGCTACCACCGATCCGCCTGGGGAC
GGCCGCGCATGCCGATCCCGAACGAAACCAAACCCCAACCGACAGAGGCGAAACGATGAA
CGATCCCGCAATCGAGGCTGCATATCGGTATCGGCAGCAGCAGTATCCCAACGCTGACGG
TCTTGTCGGTCTTGCCCGCGAGGCACTTAAGCCGGTGCGCGGGGTTCACGAGCGCTGGGC
AGCTCGCTACGCCGATCGTTACAGCGGCGGCGCCCTGCTGATCAAGGCGCTGCTCGACGA
GCTCGCGCCACTGCTTTACACCAGTGAGGAACTCGAATCATGAGCGACCGGAACCACCCG
TACTACCAAGACGATCAGGTGACGCTCTACCACGGCGACTGCCTCGAAATCACCGAATGG
CTTGCCGCCGACGTGCTCGTCACCGACCCGCCATACGGCATGTCCTACCAATCCGGTCAA
CGCGCCGAAAAGTTTCAAGCCATCGCAGGCGACAAGGACGTGCAGTGCCGTGACCGTGCA
CTGGCCGTCTGGGGAACCGAAAGGCCTGCCGCAGTATTCGGAACGTGGCGTGTTGCCAAA
CCGGCGAACGTGCGGCAGTGCTTGATCTGGGACAAACGCGGCGCAGGCCCCGGGATGGGC
GACCTAACAACGGCATTCGGCACCAGCCACGAAGAAATCTATCTGATCGGGCACTGGGCG
AAACGCTCCACCCGCCGGGGCAGTGTCATCACCACCGAGTCGTCGCCGAGCGCGCTGACA
TCCCGGATCGGCCACCCCACTCCGAAACCGATCGGGCTGATGGAGACGATCATCGCGGCT
GCACCCGAGGGTGTGGTTGCGGATCCGTTCGCCGGTTCCGGCTCCACGTTGGTCGCGGCA
CGCAACCTGGGCCGCAGGGCGATCGGCGTCGAACTAGAGGAACGCTATTGCGAAATCGCC
GCGAAGCGTCTCGACCAGATGTGCCTCGACTTCGGCGGTGCGTCATGAGTGACCCGCGGA
TCCGCTTGCTGTTCAGCCGCCGCGAGCTGATCGCGATGCAGCGCTGCGAATTGTGTGGAT
GGCACCCGAAAACGCAGAACCATCACCCTGATTGCCCGCGATACGAAACGGAGGAGTGAC
CGGTGCCTTGGTTCTACGTGGATGACGCGTTCGCTGACAGTAAGCCGGTGATGCAACTCG
ACTCCAGGATCCGCAACGAGGCCGTCGGGTTGTGGGTTCGGTGCGGTGCCTGGTCGGCGA
AAGAAGAGACGGACGGTCATGTGCCCCTTGATGTTGTGAAGGGGTTCGGCGGCACGCCGA
GACTCATTCGCGCGCTGCAAGAACAAGCAGGACTTTGGCAGAAACAGGGTTGCGACAACA
CGCAATACAAGGATGAGACAACGGTTGATACAACGAGACAATCTCAACCAAAATCTCGCG
AAATCGTGTTTGCCAACTGGGAGAAATGGCAGAAAACCAAGGCTGAAAATGAGGCGCGGC
GAAGGCGTGAGGCAAAGAAGAAATCCACCTGGAGAGCTGGGAAAAAGGGCCGCGACTATG
TGGCTCAGGATGGGCAGGTGTCCACCGGGGACATGGTGGTGGACACGGATTTACTGTCCA
CCGGGGACAGCATGGGGGAGTCCCGCTACCCCGACCCGACCCGACCCGACCCGACCCTTA
TTCCTTTGGTTACTTCTAGTAGGGGGGTTACGTCAGTAGACGCGAACGTTGATTCCCCCC
GCCCCGAATGCCCTGACCATGAAACGAACTCAGAGACCACCAACTGCATCCCGTGCATGA
AGCGTCGCAAGTGGGACAAGGAGCACCCGGATTACTTCAAGCGGCTGGAGGCTGAGCAAC
GCCGCCGGCAGGCCGAGGCTAGGCAGGCCGCCATTGATGCCTGCTCGTTGTGTGATGAGT
TCGGGGATATCGAGATTGATGATGCGGTCAAGAAGTGTGATCACCCGAATGTCCGAAAGG
CGGGGTCACTGTGAGGGATTGGCGTGGGACGACGGTTCATCAGGAGGCGTTGCGGGTGCG
GTGCCGTGACTGCTTGGCAGGGATCGGTGAGCCGTGTGTGGTGCGGGATGAGAAGGGGCG
TGTGGTGAAGGTGTTGGAGGCGTTTCCGGCTCATTCGCACAGGATCGCTGACAGCCGTTC
TGCGGGTTCCCGGGGCACTGACACCAGCCCCGCCCCGAAAGTCGCCCAGCGTGGCGTACA
GCCCCCGCAATCAACACCAGGAGACAAGTGATGGCGCAGCGAAAAGGCGGATTCGACTGG
ATCCGGTCAAACTACGGTGTCCCGGCGAAGCGTGGAATGCGAGTCATCTTCGATGGACGA
CCCGGACGCATCGTGAGTGTGGACGGCCCGTACCTGATGCTTCACCTGGATGGTGATCCA
TGGGACTGGCGCACTCGTGTACATCCGACGTGGCGCATGGAGTACCTGACATGACCATGT
TTGTTTCGAGCCCGGATGATCCGCGTGTCCTGGAGGCGGTGTCGTGCAGGTCGTGTGACA
TCTGCAAAGCCCCCAAAGGCCAGCCTTGTTCTAACACGATTTTGCCGGGGAAGCCGCTGC
CCGGTCGGGTCATCCACTTCGGGCGGCTCACTGACAGAAACCGAGAACCGAAAGGCGACG
AATGAACAACCAAGAGAAGCTTGCCCGTATCCGCGAGTTCTGCAACAGCGTTCCGGAACG
CGATCCAGGCTACGAGGTGGCCTGTGATATCCGGGATTTCATCGACGGCCACGCAGATTT
GATGGAGGAATGATGGCTGTTCACAATCACGGCCCTGACGATCCCGCGCACCCGTTCTGC
GGAGAGTCGATGGTGGGCGGGAAGTTGACGGGGGAATGCCTGAAGTCAGAGCTTGCCCGC
GCCTATTACAACGCGTGGGTCTGGTCGGGCTGCGACGGTTCCCGCTGGGATCGGTTATCC
GAAGAGGCTAGGTCCGACTGGGTGCGGCAAGCCCACCGGTGGCTGTTCGTCATCCGGGCT
ACAGGGGAGGAAGCGTGAGCAGCGAAGCCCAGAACCTCATGATCGAGGTGATCGATGCGC
ACGCCTACAACGGTGCAGACAGGGGGTTCCTCGGCGAGCACCGTGTCGAGTACTGCATCT
GCGGGTGGTCGGAGGAAGGCGATGGCGTACACACCGCGCATGTGGCCTCTGAGGTTGATA
AAGCCCTCGGCCAGAGACCGCAACCCGATTCGTTACCCACTGGACGGAGATACCTCATGA
GTGATGTTGTTGAGCGCGCCAAAGCCACGCTGGAAGGCGTGACCGAAGGGCCGTGGACGT
TCCAGCACTGGGGCGGACAGAACCAGAACGGCGACTACGCAGAGTCGATCCTCTTCGACG
GCGCTGGCGAGTCCATGACCTACGGACTGCCCGACCGTGACGGCGAGTTCATCGCCCAGG
CGCGCACTCTCGTTCCTGAGTTGGTCGCTGAGGTTGAAGAGTTGCGTTTGGTGGTGGCCG
CTGCCGCTGTCGCGTTGCGAGGAGAGACCCGATGACCTTGAGCGATGCAATAGACCGGAT
CAACGCCGAGCGCGTGGCGTGGCTCCGATTCTGCGAAGCGGCCACGGCCCGCGGCGACAA
AGAGGACTGCCTAGTCAGCGGGGGGCGGGCCAGTGGCCTGGCAGACGCGCTGGTGATCCT
GTCGAAAGTGGGGTCCCGATGAACGAGCAGAGGACGCGATACAGGAACTGGGGCGAGGAC
GGCAAATGGAGGTGGCGAGAATGAGCACCCCGTGGTGGATCGTGTTTTGGGTCATCCTGA
CAATCGAATTGTTCAGCTTCGCGCTGACGTTCGCGCCCATGTCGTTGTGGCGCCGGATCG
ACCAGCGCAACCCCAATCTAGCGGGCGGCCTGTGGGGATTTAGCCACCCCTACGGTCCAC
GGCTGCGGGTCGGCGAAATCAAGCCCTGGTATCGGGAGGATTGAGATGGGACTAGACACT
ACGCACGACAGCGAAGCCCAGAACCTCATGATCGAGGTGATCGATGCGCACGCCTACAAC
GGTGCAGACAGGGGGTTCCTCGGCGAGCACCGTGTCGAGTACTGCATCTGCGGGTGGTCG
GAGGAAGGCGATGGCGTGCACACCGCGCATGTGGCCGAGGAAATCGACAAAGCCCTCGGA
GGACTCAGGCCTGAGTACATCGCACGACACGAGTCCGGTGGCGGGACCATCCACGGAACG
CGTGTGAACGCTGAGATTGCGATGCGCTCCTACGTGGTTTTCCCTCCCGGTGTCGATGAT
CCCGGTTCAGGCAGATTGACCGGTATTGAATCCCGCTGGGTGTCGGGATGGAGCGAGGCA
TGAGCGACGCAGACACTGCACGGAAGAACGGCTGGACCGTCGGAACCCGACTCGCCGGCG
ATGAAGGACGCGGCGAAACGATCATCGAGATCACCGCGGTCGGAGAGGAACACGTGCTCG
CGAAAGCCATCTCCCATGCGGGCCGACCGGCGCCTTACGGGGAGTCACTGTGGACGTTCG
TGTGCCGGGATTGGCGGGAGGTTCCGCGGTGATTCAGGTTCATTGCCGGGAGTGCAACCG
CGTGTGGGACCAGAGCTGCACGGATTGCGCTGAATGGAAAGCAGACCGTCACTCGATCAA
CACGGGGCATACGGATATTCACATCATCCCGGACACCACACCACCGCGGCCTGTGGTGGA
TCAGGGGTGGGCGGAATGGCTCACGAAAGGAAAACCATGACTACCCCTGAGCGTGCAGAT
CTGGTTGAGCGGGCCGCGCAAGCCATCTGCGAAACCACCAGCTCCGGCCGCATGTTCCCC
TGGAACACCCTCACGGAGCAGGAGAAGGACGCGTGGCTGCGGATGGCTGACGCCGCGTTC
GACGTCCTCGTTGAGGCATGGTTTCCGCCGTTCTGATGCCGAAAACACCTGAAACCCCCG
TCGAGCACATCGAGTTCGCGCGGGAAGAAGCCCCGCCAAGCCGCATACGAGTCCGCGACC
ACTCACGCTCTGATCGCTATCGCCCAACTACTAGCCGAAAAGGACCAGCAATGAGCCTCG
AAGAAGTCGAAAACACTCGCATGATCCGAACAGAACATGGATGGACCCCTGAACCGGAAC
TCGATCCGGCTTGGCCGGATCTGGTGAAGCTGCGATGGAATGCTGCCCTTATCCGGGATG
AGACAGGACTTTCCGTGACGGTGCATGAAGCGAACTACTCGATCGGCGGGGTCCAGCAGA
CGGGCTGGTACTCGGTTCGTCTGCGCTATGGCATGACCTCGTCAGTCTCTGTCGCGCACT
CCTACGACTCGGCATGGACGTATCTGAACGGAATCAGGGCAGGCGCGCAGGCGGTGCAGA
ACCAATGACTCGGACACTATTCCCGATCTTGATGATCCAGTACGGGCAGTTCGTCTTACA
CCCCATGATCGACAGCGGCGTGGACCCGTGGGTGGTGGGAACTGTGTTCGCCGCCCCGCT
CGTCGGGTTCCTTGTGGGATGCGTCCGAGAGCCCCAACTACTCAACACCAAGGACCAACC
GTGACCTTGTCTGTGATTCTTGCTTCCCAGGCTCGTTTCCTCACTGAGAGCCCTGTTTGT
CCGGCGTGTTTCCAGCCCCGCACAGAGCATTCCACCGACTGCAAAGGACACCACAAATGA
GCGTCTACGCACTGAAGCAACCGCGTCCAGACGGGGGCGAGTGGATCCAGGAGCACGACA
GCCTAGAGGATGCGCTTGAGTTCCAGTCGCATAGCGGCGGCATTCTCGTCCGCCGCGAGG
CTGTACCTGGGCAGCCTGGACTGTGGTGGGTAGAGGTCAACACCGAATTGCCCAGCGATG
TCGGGTCGGTTGTGCAGTCTGAACCCAACCAGGAGGGGATCACTGATGTCTGATGCTCGT
GTGGGGGCGTGGATCGCCGCGTGGGACAACCTCAATCAGGTAAACGAAACTTTGAAAGCT
CAATACAGTCGCGGCCGCATCGAGGACCCCGACGAGTACCGCGCTGTCCTGCAAATGAGC
GCAGACATCTACACCCACCTCGCCGACGTCCCAGCAGAGGTCGGAGTTGCCGCAGCGGAA
CTACTTGAACACCGCGAGAAGGAACTTCAGGAACAGGAAGCGATGTTTAGGAAGGCGTTT
GACGACGAATGACCCAGCCGATCGACACCGATACCCATGTGGAAACACCCACCAAACCCA
AACACATGGACCCCAACAAACTCCGCCACACCCTCTACAGACTCACCATCGACTGGCTCC
AACTCCACATCCAACTCCCCACACCACCACACCGACAAACCCCCCGCCGCACCAAAACCC
ACACCTACGGACACCCCGCAGAATGGGCCAGCGACACCACCGCACTCATCGCCGACGTCA
TGACCTCATGGCACGACTACCTCGCCGAACAACGCAACGAAACCCCGCCACCCAAAGGAA
ACGAACAAACGCGAATCATCGCAGCCTGGAAATACCTCGAACCACGCTGCGAACAACTCA
CCCAACTCGTCACCTACGACGACCTCAAAGAACTCCCCGACCTACACCACCGAATCATCC
GAACACTCGGATACACCAAAACACCCAAATACACTCTCCCCGTGCCCTGCCCGTCCTGCG
GACTGCTCTCCATGGAACGCACCATCGGAATGGGCGGCAACGACTACATCGCGTGCGGCA
ACCCCGACTGCACCTACATCGTCCGCGACGACCCCGACGGCAAAAACTACAAATGGTTGA
TCCGTGTATGTCTCGACACGCTTATCGAGTCGGAACAACAAGCCGGTTGATCTTTCATGT
AAGATGACTGCCAGTAGAAGAACTATGCCCGCACCCGGACTGGCTTTCGGGTTTGTGGGC
ATTTTTCATGCTCACATCCGGGAAGGGACCCGAGCTTAGATGGCAGGAACCGCAGTCCTC
ACCCCTGACGGTATCGACACACTCGTCACCGCAGCCGAAGCAGCCTCACTATGCGGTGTC
ACCACCAGCACCATCTATGTGTGGGTCAATCGTGGCACCCTCGCACCGTCCGGGAAGAAC
CGATTCGGGCACAACGTTTACCGCGTCCTTGACGTCGCCAAAGCTGAACACGCCACCCGC
GCAAAGGCCCGACGACACCGGTGAGCACCTTCCCCGCACCCCGCACGCTCACCGAACGCA
TCCAAGGCGCGCACCTCAACCTGAAACTCGCACGGCAGGCAGGCAACCCGGACATCATCG
CCGCCGCTGAACGCATACTCAACCAGCTGCTTGACCGGTTACCCCGCCCCACACGCCAGG
AGTAGTTGCCCGTGCCAACCAAACACTTGCGGGTGTGTCCCGCCCCTTGCGGCAAGGTCC
GTTTCTCGGCGTGCAGCAAGGCTTGCCGACTCCCGAACGATATCGACCCGGAGTCGTGGC
GTATCAACTTGCAGGACGGCGCCGGCACGATCGGTGGCAGGCAGGAATGAAACGCCCGCG
CGGCCCGCATCATGCGACGCGCAGCACGCCGCCTCATCGCCACCTCGCGACGGTTGGACC
CACCTAAAGACGAAACCCGGTTGTACGCAGGCAACATCACACCGGAACCGTGGGAACACC
TCGACCTGTACCGGCCACCGTCCCTACTCACACGCATCTGGTGGTGCATACGAGGATGAA
CCTCACAGAATTTCTCACCGAGACGCTGAACAACCTGGTTCACCCCGGCGACGAAAACAC
CAAACCGTTCCCGATCCTCCTGCCGGGACTACGAACTGTCAGTGTCCCCCCGGAACTCGC
CGGCCAGTTCGCTGAAGAAGCAGGTTTACCGCACCTCGACACCCCGAAACTGGTCGCGGA
AGCGCTCGCCGCGGCGATCACCCAAAACTATGTGATCCTCACACGCGAAGAGCACGAACA
ACTACGCCAGCAAGCAGCCGACGCACCAACCGGGCACCGCGTCATCAACATTCGCACCAC
ACCCACGGGCCAGCCTGTCCTGTCGATCACCATCGACAAGGCAAGCAACGATGTTGTTGT
CCCCGCGAAAGCGTTGCAGAAAGCAGCTGAACAGTGATCCACATTGAAGTTGACGGGAAA
GTGCTGATGCACTCCGACCCTGGCGAGTGGATCACCACACCTCCCGACATTCCAGCAGTC
CAAAAAGCAGGCCCCAACGAACCGTGGATGCTTCTAGTGCAAGCGGCGCTCGCCAAAGCC
GCCACCCTCGCGATGGCCGGGAAGAGACCTGAAGAAACCACAATCTGTGTCACCACACGG
AAAAACGGCTGGATAGTGGACTACACCAATGGATGACGCAGCACGCGCCCGACTCGAACT
CCGCCGATCCAACGCGGCCCAACCCCACCGCAACCGGCACCGCGAACAAAAAACCGGACG
CACCACAGACCGCACCATCTGCTACTGCGGAGACGCCGACTGCGACACCTGCGGCACCTG
GTACGAATAACCAACATAGGACGGAACTCCGAAAAAATGGACGTGGTGGTCAACGGAACT
CGATACGTACCCGAAACCACCAGCGGCGCCACCACCATCGGAATCGGAGTCACCACCCGC
AACCGGCACACCATCGCCGACCGGACCATCGAACACATCCGCAGCCGCACCCCCAACGCC
AAACTCGTCATCGTCGACGACGCCAGCGACCAGCCATACCCGGCAGCCACCTATCGGTTC
CCTCAACGCGCAGGCATCGCCCGAGCCAAAAACAAATGCCTCGAACTACTCAACGGCTGC
GAACACATCTTCCTGTTCGACGACGACTGCTACCCGATCGCCGACAACTGGTTTCAGCCC
TACATCGACTCGCCCGAGCCACACCTGATGTACCAGTTCGTCGACCTGGCCGGCGGGCGG
AAACTCAACGACGTCACGAAGGTCTACGACGACGGACACCACTTCGCGTTAACCGGCGCG
CGCGGCTGCATGATCTACGTACACCGCAGCGTCATCGAAACAGTCGGCGGCCTCGACCCA
GAGTTCGGCGGCTGGGGATGGGAACACCCCTCCTGGTCCGACCGCATCTACAACGCCGGC
CTTACCACATTCCGGTACGGCGACGTGTGCGGCTCCAACAAGCTCATCCACTCCATGGAC
GAGCACCTAGAGGTGAAACGCTCCGTCCCCACCGAGGAACGTAAAGCCGTCGCCGCCCGA
AATGCTGACCTGTACTGGCAGCACCACTACACCAGTAGCCACCACATCCCCATCGTGGAA
CCTGACCGGCGTGTGGTGCTGACCTGCCTGCTGTCCAACAAACCTGACCCGCAACGCAAC
ACACGCATGCGTCCTGACGTCAAATTGCTCGAAACGTTGATCACCTCCATCGCCGACGCC
GAAACCGTCGTGCTGTGCGACAACCCACTCACCCACCCGCAGGCGTCATTCGAGCGAGTC
ACCAGCCCAGTAGACAACCCATACTTCGCGCGCTGGTACCTGTACTACCAATGGCTACGC
GCCAACCCCGACGTCCAATGGGTGTGGTGCGTAGACGGCACCGACGTCGAAATGCTCAAC
GCACCCTGGAAACACATGGAAACCGGGAAACTATACGTCGGCCACGAACCCGCCGTCGTG
GGCATCGACTGGATGCGCGACAACCACAAAGCCACCCACCTGCAAACATTCATCGACACC
CACGCCGACCACACCCTATTGAACGCGGGGATCGTCGGAGGTGACCGTGAAACCGTCATG
ACATTCACCCACGACATGATCGCCGACCACGAAGACCAACAACGACGCATCTGGCACAAA
AAAGACACCAAAGGCACCATCATCGGTGACATGGCCACACTCAACTATGTTGCCTACACC
AAACACGCAGACCGTCTCGTCTACGGGCCGCGCGTCGCCACCATATTCAAAGCCAACGAA
CGCAACCCGTGGAGCTGGTGGAGACACAAGTAGCATGGCACCATGTACAAGCTCGCCGCA
TCGTTTACCACAGCACTTGACCACGTCCTGTCCCTCGACGGCGACACCAGAATGTGGGCA
TGGGCGTGGTTCCTCCAACGATACGACTGGCTCCTCGACGCCATCGAAAACGATGATGCG
CCACTCGACGAAATCTACTCACCGGATGTGGACGTCCGTCGAAGATGGGCGATGAGCTGC
CTCATCGGAGACAAATAAACATGGACCAGAACCTGAAACCCGGCGACGACGTATGGGTCG
ACTTCAACGGACTCGAACACGAAGGCACCGTCGAGAAAATCCAAGCCGGAGGCTGGGTCA
GATGCTCCATCGCCATCGACCCCGAATACGACTACGGCAGCATCACACCACGACTCACAC
CACACACCACTGTCGCCGTGAAAACCACACGCATAAGGCCACGATGACCCACACCATCGG
CATCGTGGCCCACACCAAACGCGCCGAACAAGCACACCGGCTCATGGAAACCGTGGGCGC
CGCATACATGAGCATCGACAACGGCGCACTCGGATGCGAAGCCAACCACCGCAAAGTGTG
GCAACACCTCACCCGCCACAACACAGACTGGCTCGTGGTCCTCGAAGACGACGCCATACC
GTGCAACAACTTCCGCGACCAGCTCGACGCAGCGCTAGCAGTGGCACCCAGCCCAGTGGT
CAGCCTCTACCTCGGGCGAGAACGACCCCGCGAATACCAACAACGCATCGCCAAAGCCGC
TGACACCACAGCACACTGGCTCACCTGCAGACGACTACTCCACGCAGTCGGAATCGCCAT
ACACGCCGACCTCGTACCCCACATGCTCAACAACCTGCACAACGGCAAACCCATCGACGA
AGCAATCAGCGCATGGGCACGCCACCAAAGCCACACCATCGCCTACACATGGCCCAGCCT
CATCGATCACGCAGACGAGACGCCAATGATCGACACCAGAAACGACAACCAACCACGAAC
ACCAGGCCGCGTCGCATGGCAACACGGAACACGCGACACCTGGACCACCGACACCCAACC
GATCTGATGCCACGCGCGCCAAAGGTCTGCCGACACGCAGGCTGCACCACACTCACCACA
ACCGGCACATGTCCCCAACACACCACACACCGCTGGAGCAACCACCAAGGACGCAAAGTC
CCACACTGGTTGCAGCGAGCCACCTTCCGGCGCGACAATTGGACCTGCCAAAGCTGCGGA
CACACCGCGACTCCCGGCAGTGGACAACTCCACGCCGACCACATCCAACCCCGATCACGC
GGCGGCACAGACACACTCGACAACATGCGCACCCTATGCAAGGCATGCCACGCGCCGAAG
TCCCGCGCCGAGGCCCGCGGATCGAACACCTGATCGAAAACCGGTCGAAAGTTAGCTGGA
GGCGCGAAACGCGCCCTGACCTGCGCAAACGCCACACATGCCCGCAAGCCTCTGACCTGC
GGAAACACCCCCCCAGCAACCCCCTCCCCGGGGGTCTGCGCGGCCCCGGACGGCGCTGCA
GATTTTGGTCTGTACGGAACCCGGGGGTTTCGCGGTTTCCCCGAAATGGGGTCTGACCTG
CGGTTTTCGCCACACTTGTTGATTCCCGAAATGGGAGGAAGTCATGCCACCTGTACCTAA
AGATCCTTCTGTGCGTGCTCGTCGCAATAAGTCTGCGACGCGGGCTACGTTGTCTGCGGA
TCATGATGTGGTGGCGCCAGACCTGCCGGATGGTGTTGCGTGGCATCCGTTGACGGTGCG
CTGGTGGAATGACATTTGGGCGTCGCCGATGGCCCCGGAGTACACAGACTCGGATATCAA
CGGGTTGTTCCGTGTGGCGATGCTCTATAACGATTTTTGGACTGCCGATAACGCGAAGGC
GCGGGCGGAGGCTCAGGTTCGGTTGGAGAAGGCCGACACTGATTACGGGACGAATCCGCT
GGCCCGTCGCAGACTGGAATGGCAGATTGAGGCCACCGAGGATTCGAAGGCTAAGGGGTC
GAAGCGGCGGAAGTCTGAGGCTGCGCCGGTGTGCCCACCGGAGCCTGGTGACGATCCTCG
TTTGAAGCTTGTGACCTGACGGCCTT