##gff-version 3
##sequence-region Gordonia_phage_Charming 1 58000
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	1	2394	203.0	+	0	ID=Gordonia_phage_Charming_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	2438	2560	0.6	+	0	ID=Gordonia_phage_Charming_CDS_0002;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	2565	3365	105.4	+	0	ID=Gordonia_phage_Charming_CDS_0003;transl_table=11;phrog=33939;top_hit=MG812487_p7;locus_tag=Gordonia_phage_Charming_CDS_0003;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	3362	3805	55.0	+	0	ID=Gordonia_phage_Charming_CDS_0004;transl_table=11;phrog=21555;top_hit=MF919514_p7;locus_tag=Gordonia_phage_Charming_CDS_0004;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	3833	3994	23.7	+	0	ID=Gordonia_phage_Charming_CDS_0005;transl_table=11;phrog=21387;top_hit=MF919514_p8;locus_tag=Gordonia_phage_Charming_CDS_0005;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	4058	4453	71.2	+	0	ID=Gordonia_phage_Charming_CDS_0006;transl_table=11;phrog=22356;top_hit=MF919514_p9;locus_tag=Gordonia_phage_Charming_CDS_0006;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	4552	5094	102.4	+	0	ID=Gordonia_phage_Charming_CDS_0007;transl_table=11;phrog=4980;top_hit=NC_005355_p2;locus_tag=Gordonia_phage_Charming_CDS_0007;function=moron, auxiliary metabolic gene and host takeover;product=superinfection exclusion
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	5182	5490	27.2	+	0	ID=Gordonia_phage_Charming_CDS_0008;transl_table=11;phrog=781;top_hit=NC_005885_p3;locus_tag=Gordonia_phage_Charming_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	5504	7126	177.9	+	0	ID=Gordonia_phage_Charming_CDS_0009;transl_table=11;phrog=776;top_hit=NC_029005_p52;locus_tag=Gordonia_phage_Charming_CDS_0009;function=head and packaging;product=portal protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	7123	7596	53.5	+	0	ID=Gordonia_phage_Charming_CDS_0010;transl_table=11;phrog=14528;top_hit=NC_031112_p14;locus_tag=Gordonia_phage_Charming_CDS_0010;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	7584	9884	323.5	+	0	ID=Gordonia_phage_Charming_CDS_0011;transl_table=11;phrog=18477;top_hit=MF919514_p16;locus_tag=Gordonia_phage_Charming_CDS_0011;function=head and packaging;product=head morphogenesis
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	9881	10099	12.8	+	0	ID=Gordonia_phage_Charming_CDS_0012;transl_table=11;phrog=17748;top_hit=MG812487_p18;locus_tag=Gordonia_phage_Charming_CDS_0012;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	10169	12769	389.0	+	0	ID=Gordonia_phage_Charming_CDS_0013;transl_table=11;phrog=18402;top_hit=MG812487_p19;locus_tag=Gordonia_phage_Charming_CDS_0013;function=head and packaging;product=head maturation protease
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	12771	12944	1.8	+	0	ID=Gordonia_phage_Charming_CDS_0014;transl_table=11;phrog=23855;top_hit=MG812487_p20;locus_tag=Gordonia_phage_Charming_CDS_0014;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	12934	13401	20.0	+	0	ID=Gordonia_phage_Charming_CDS_0015;transl_table=11;phrog=10553;top_hit=NC_028801_p10;locus_tag=Gordonia_phage_Charming_CDS_0015;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	13404	13517	3.7	+	0	ID=Gordonia_phage_Charming_CDS_0016;transl_table=11;phrog=14225;top_hit=NC_028665_p19;locus_tag=Gordonia_phage_Charming_CDS_0016;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	13627	15534	319.9	+	0	ID=Gordonia_phage_Charming_CDS_0017;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0017;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	15632	16462	134.2	+	0	ID=Gordonia_phage_Charming_CDS_0018;transl_table=11;phrog=779;top_hit=p304239 VI_00054;locus_tag=Gordonia_phage_Charming_CDS_0018;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	16480	16983	66.5	+	0	ID=Gordonia_phage_Charming_CDS_0019;transl_table=11;phrog=14463;top_hit=NC_028665_p22;locus_tag=Gordonia_phage_Charming_CDS_0019;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	17088	17783	117.0	+	0	ID=Gordonia_phage_Charming_CDS_0020;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0020;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	17910	18143	37.1	+	0	ID=Gordonia_phage_Charming_CDS_0021;transl_table=11;phrog=35351;top_hit=MG812487_p26;locus_tag=Gordonia_phage_Charming_CDS_0021;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	18145	18945	79.2	+	0	ID=Gordonia_phage_Charming_CDS_0022;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0022;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	18948	19919	68.7	+	0	ID=Gordonia_phage_Charming_CDS_0023;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0023;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	19916	20200	52.0	+	0	ID=Gordonia_phage_Charming_CDS_0024;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0024;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	20212	20361	17.5	+	0	ID=Gordonia_phage_Charming_CDS_0025;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0025;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	20526	21293	69.7	+	0	ID=Gordonia_phage_Charming_CDS_0026;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0026;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	21290	21838	61.8	+	0	ID=Gordonia_phage_Charming_CDS_0027;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0027;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	21835	22242	83.4	+	0	ID=Gordonia_phage_Charming_CDS_0028;transl_table=11;phrog=901;top_hit=MG812487_p30;locus_tag=Gordonia_phage_Charming_CDS_0028;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	22223	22657	25.3	+	0	ID=Gordonia_phage_Charming_CDS_0029;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0029;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	22697	23308	105.4	+	0	ID=Gordonia_phage_Charming_CDS_0030;transl_table=11;phrog=14331;top_hit=NC_031112_p29;locus_tag=Gordonia_phage_Charming_CDS_0030;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	23317	23925	63.1	+	0	ID=Gordonia_phage_Charming_CDS_0031;transl_table=11;phrog=13927;top_hit=NC_031112_p30;locus_tag=Gordonia_phage_Charming_CDS_0031;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	24020	28834	676.7	+	0	ID=Gordonia_phage_Charming_CDS_0032;transl_table=11;phrog=6090;top_hit=MF919510_p42;locus_tag=Gordonia_phage_Charming_CDS_0032;function=tail;product=tail length tape measure protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	28845	29801	145.2	+	0	ID=Gordonia_phage_Charming_CDS_0033;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	29804	31567	251.2	+	0	ID=Gordonia_phage_Charming_CDS_0034;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0034;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	31580	32053	24.3	-	0	ID=Gordonia_phage_Charming_CDS_0035;transl_table=11;phrog=959;top_hit=NC_019516_p145;locus_tag=Gordonia_phage_Charming_CDS_0035;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	32173	32730	76.1	+	0	ID=Gordonia_phage_Charming_CDS_0036;transl_table=11;phrog=8122;top_hit=JF704115_p20;locus_tag=Gordonia_phage_Charming_CDS_0036;function=tail;product=minor tail protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	32727	34649	267.3	+	0	ID=Gordonia_phage_Charming_CDS_0037;transl_table=11;phrog=2689;top_hit=NC_031251_p25;locus_tag=Gordonia_phage_Charming_CDS_0037;function=tail;product=minor tail protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	34655	34933	21.1	+	0	ID=Gordonia_phage_Charming_CDS_0038;transl_table=11;phrog=4137;top_hit=NC_005262_p61;locus_tag=Gordonia_phage_Charming_CDS_0038;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	34930	35115	7.1	+	0	ID=Gordonia_phage_Charming_CDS_0039;transl_table=11;phrog=23538;top_hit=NC_031239_p42;locus_tag=Gordonia_phage_Charming_CDS_0039;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	35201	35854	13.4	+	0	ID=Gordonia_phage_Charming_CDS_0040;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0040;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	35851	37671	210.3	+	0	ID=Gordonia_phage_Charming_CDS_0041;transl_table=11;phrog=13480;top_hit=NC_029060_p22;locus_tag=Gordonia_phage_Charming_CDS_0041;function=lysis;product=endolysin
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	37686	38153	68.7	+	0	ID=Gordonia_phage_Charming_CDS_0042;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0042;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	38150	38833	64.1	+	0	ID=Gordonia_phage_Charming_CDS_0043;transl_table=11;phrog=1298;top_hit=MF919510_p54;locus_tag=Gordonia_phage_Charming_CDS_0043;function=tail;product=minor tail protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	38823	39272	38.2	+	0	ID=Gordonia_phage_Charming_CDS_0044;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0044;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	39265	39999	67.0	+	0	ID=Gordonia_phage_Charming_CDS_0045;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0045;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	40086	40532	82.8	+	0	ID=Gordonia_phage_Charming_CDS_0046;transl_table=11;phrog=17370;top_hit=MF919514_p46;locus_tag=Gordonia_phage_Charming_CDS_0046;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	40529	40783	26.0	+	0	ID=Gordonia_phage_Charming_CDS_0047;transl_table=11;phrog=5984;top_hit=NC_031249_p49;locus_tag=Gordonia_phage_Charming_CDS_0047;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	40780	41907	211.1	+	0	ID=Gordonia_phage_Charming_CDS_0048;transl_table=11;phrog=434;top_hit=p212641 VI_05731;locus_tag=Gordonia_phage_Charming_CDS_0048;function=DNA, RNA and nucleotide metabolism;product=RecE-like recombination exonuclease
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	41910	42176	56.6	+	0	ID=Gordonia_phage_Charming_CDS_0049;transl_table=11;phrog=27530;top_hit=NC_031239_p53;locus_tag=Gordonia_phage_Charming_CDS_0049;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	42176	42436	26.0	+	0	ID=Gordonia_phage_Charming_CDS_0050;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0050;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	42433	43443	149.0	+	0	ID=Gordonia_phage_Charming_CDS_0051;transl_table=11;phrog=34786;top_hit=p381215 VI_06799;locus_tag=Gordonia_phage_Charming_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	43461	43901	82.8	+	0	ID=Gordonia_phage_Charming_CDS_0052;transl_table=11;phrog=14395;top_hit=MF919514_p52;locus_tag=Gordonia_phage_Charming_CDS_0052;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	43879	44079	14.0	+	0	ID=Gordonia_phage_Charming_CDS_0053;transl_table=11;phrog=24531;top_hit=MF919514_p53;locus_tag=Gordonia_phage_Charming_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	44115	44279	14.8	+	0	ID=Gordonia_phage_Charming_CDS_0054;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0054;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	44289	44594	32.1	+	0	ID=Gordonia_phage_Charming_CDS_0055;transl_table=11;phrog=27757;top_hit=MF919514_p55;locus_tag=Gordonia_phage_Charming_CDS_0055;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	44591	45634	62.6	+	0	ID=Gordonia_phage_Charming_CDS_0056;transl_table=11;phrog=27344;top_hit=MF919514_p56;locus_tag=Gordonia_phage_Charming_CDS_0056;function=DNA, RNA and nucleotide metabolism;product=replication initiation protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	45631	46134	53.9	+	0	ID=Gordonia_phage_Charming_CDS_0057;transl_table=11;phrog=6055;top_hit=NC_031061_p73;locus_tag=Gordonia_phage_Charming_CDS_0057;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	46538	46687	10.3	+	0	ID=Gordonia_phage_Charming_CDS_0058;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0058;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	46684	46863	10.4	+	0	ID=Gordonia_phage_Charming_CDS_0059;transl_table=11;phrog=19496;top_hit=NC_031112_p55;locus_tag=Gordonia_phage_Charming_CDS_0059;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	46860	47252	7.8	+	0	ID=Gordonia_phage_Charming_CDS_0060;transl_table=11;phrog=16769;top_hit=NC_031112_p56;locus_tag=Gordonia_phage_Charming_CDS_0060;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	47249	48472	195.9	+	0	ID=Gordonia_phage_Charming_CDS_0061;transl_table=11;phrog=21374;top_hit=NC_031112_p57;locus_tag=Gordonia_phage_Charming_CDS_0061;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	48469	48852	49.7	+	0	ID=Gordonia_phage_Charming_CDS_0062;transl_table=11;phrog=26886;top_hit=NC_031112_p58;locus_tag=Gordonia_phage_Charming_CDS_0062;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	48849	48974	4.7	+	0	ID=Gordonia_phage_Charming_CDS_0063;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	48967	49233	4.1	+	0	ID=Gordonia_phage_Charming_CDS_0064;transl_table=11;phrog=22035;top_hit=MF919514_p64;locus_tag=Gordonia_phage_Charming_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	49230	49418	18.4	+	0	ID=Gordonia_phage_Charming_CDS_0065;transl_table=11;phrog=23432;top_hit=MF919514_p65;locus_tag=Gordonia_phage_Charming_CDS_0065;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	49495	49899	51.1	+	0	ID=Gordonia_phage_Charming_CDS_0066;transl_table=11;phrog=31047;top_hit=NC_031239_p70;locus_tag=Gordonia_phage_Charming_CDS_0066;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	49896	50078	14.8	+	0	ID=Gordonia_phage_Charming_CDS_0067;transl_table=11;phrog=33533;top_hit=MG812487_p71;locus_tag=Gordonia_phage_Charming_CDS_0067;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	50191	50484	40.0	+	0	ID=Gordonia_phage_Charming_CDS_0068;transl_table=11;phrog=32335;top_hit=MG812487_p72;locus_tag=Gordonia_phage_Charming_CDS_0068;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	50481	51119	59.6	+	0	ID=Gordonia_phage_Charming_CDS_0069;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0069;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	51113	51484	55.1	+	0	ID=Gordonia_phage_Charming_CDS_0070;transl_table=11;phrog=16850;top_hit=NC_031239_p74;locus_tag=Gordonia_phage_Charming_CDS_0070;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	51481	52560	146.3	+	0	ID=Gordonia_phage_Charming_CDS_0071;transl_table=11;phrog=26185;top_hit=MG812487_p75;locus_tag=Gordonia_phage_Charming_CDS_0071;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	52562	52861	31.1	+	0	ID=Gordonia_phage_Charming_CDS_0072;transl_table=11;phrog=21901;top_hit=NC_031239_p76;locus_tag=Gordonia_phage_Charming_CDS_0072;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	53153	53623	83.0	+	0	ID=Gordonia_phage_Charming_CDS_0073;transl_table=11;phrog=17794;top_hit=NC_031239_p77;locus_tag=Gordonia_phage_Charming_CDS_0073;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	53616	53879	40.9	+	0	ID=Gordonia_phage_Charming_CDS_0074;transl_table=11;phrog=13001;top_hit=NC_031239_p78;locus_tag=Gordonia_phage_Charming_CDS_0074;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	53876	54025	19.2	+	0	ID=Gordonia_phage_Charming_CDS_0075;transl_table=11;phrog=24143;top_hit=NC_031239_p79;locus_tag=Gordonia_phage_Charming_CDS_0075;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	54147	54347	5.6	+	0	ID=Gordonia_phage_Charming_CDS_0076;transl_table=11;phrog=35348;top_hit=NC_031239_p80;locus_tag=Gordonia_phage_Charming_CDS_0076;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	54517	54738	15.3	+	0	ID=Gordonia_phage_Charming_CDS_0077;transl_table=11;phrog=26914;top_hit=NC_031239_p82;locus_tag=Gordonia_phage_Charming_CDS_0077;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	54793	55155	55.3	+	0	ID=Gordonia_phage_Charming_CDS_0078;transl_table=11;phrog=26813;top_hit=NC_031239_p83;locus_tag=Gordonia_phage_Charming_CDS_0078;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	55169	55456	49.4	+	0	ID=Gordonia_phage_Charming_CDS_0079;transl_table=11;phrog=15181;top_hit=NC_031239_p84;locus_tag=Gordonia_phage_Charming_CDS_0079;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	55453	55770	61.6	+	0	ID=Gordonia_phage_Charming_CDS_0080;transl_table=11;phrog=3848;top_hit=NC_028653_p58;locus_tag=Gordonia_phage_Charming_CDS_0080;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	55767	56153	29.3	+	0	ID=Gordonia_phage_Charming_CDS_0081;transl_table=11;phrog=17681;top_hit=MG812487_p86;locus_tag=Gordonia_phage_Charming_CDS_0081;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	56150	56425	38.8	+	0	ID=Gordonia_phage_Charming_CDS_0082;transl_table=11;phrog=17380;top_hit=MG812487_p87;locus_tag=Gordonia_phage_Charming_CDS_0082;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	56485	56751	36.8	+	0	ID=Gordonia_phage_Charming_CDS_0083;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0083;function=unknown function;product=hypothetical protein
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	56748	57299	45.5	+	0	ID=Gordonia_phage_Charming_CDS_0084;transl_table=11;phrog=111;top_hit=p64666 VI_08735;locus_tag=Gordonia_phage_Charming_CDS_0084;function=other;product=DNA methyltransferase
Gordonia_phage_Charming	Pyrodigal-gv_0.3.2	CDS	57488	57997	77.9	+	0	ID=Gordonia_phage_Charming_CDS_0085;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Charming_CDS_0085;function=unknown function;product=hypothetical protein
##FASTA
>Gordonia_phage_Charming rotated=True rotated_gene=terL
GTGCCGGTGCATTCCGAGCGGCTGCAGAAGCTGCTGCAGGCGCGGCAGCTCGCCGAGCTG
TGCGCGAAGCTCGACATACCGCTCGGCGACGCATCGTCACCCGGCCAGTTGGCGACCCTG
CTCGACCCCAACAATCAGGTGCAGCGGCCGCACCTCGAAGTGATCGACGACGCGCTCACA
CACCTACTGGCGACACCGCAGGCACAGCTCATGATCTGGACGCCGTCACAGGTCGGCAAG
TCGACGCGCGTGTCGGTGTACTTCCCGTTCTGGTGGATGACGAAGCGGCCACGCGACCGC
ATCCTCAACGCCTCAGCTGAGGAACGGTTGGCCCGCCGCAACGGGTCCGCGGTGCGCGCG
CTGGTGCAGGAGTTCGGACCGGCGTACGGCCTGAACCTCGTCGCCGACGAAGGGTCGAAA
GCTGACTGGGCGATCCGCGCCGGCGGCAGCCTGCGGTCGCGTGGTCTGCGAGGCAACTTC
ACCGGGCAGCCGATGGATCTCGGCATCATCGACGACCCGTTCATCTCACGCGCACAGGCC
GAGTCGTTGAATCAACGCGACTTCGTGTGGGACTGGTATTCGTCGGTGTGGTCGCAGCGT
AAGTCACCGACCTACCGCGAAGTGCTCGTAATGTGCATGACCGGCGACACACCGGTACTC
ATGGCCGACGGCACCGAGAAACCGTTGCGCGACGTCCGGCCCGGCGACGAAATCGCGACC
TACGACAACGGGGCACTGTCGACGTCTGTCGTGCGCAACTGGGCCAATCAAGGTCCTGAC
GCAGTATATGAAGTTAGGATGAAATCGGGCAGGGTGGTGCGCGCCAACGCAAGGCACCCG
TTCCGTGTGATCAACGAAAAAGGCGAGGGCGTATGGGTGCGACTGGAATCACTAAGGGCG
GGCATGCGGGTGCGATGCCACGAGGCACCTGGTCGGGGGCCGAGTGTTCTGTCGAAGAGT
GCGACAGGCCAGCGAAATGCAAAGGCATGTGTATGCCCCACTACAGCAAGGAACGGTACG
CAGCCGGTCACCGACCACCGTCAGCCAGCCACGCCGGTCGACGTAAAGTTCGACTCAAGG
GCCGATACGGGATCACCCCCGATGACTACGACAGGATGCTTGCCGAACAGGGTGGACGTT
GCGCTATCTGCAATGGACTGGCTACAGAGGTCGCAAGACCAAAGCACTGGGCCGAAGTGT
TCTGCGTCGACCATGACCACGACACCGGCCAAGTGCGCGGGCTGCTGTGTAACGACTGCA
ACCTCGTCGTTGCTCGCGCGCACTCGGCAAAGGTCCTACGGTCCGCAATTGAGTACCTGG
AACGTTGGAGCTGACGTAGTCGAAGAGATACGCACAGCGGGCACCGAAGACGTTTACGAC
ATTGAAGTCGAGCGGACTCACAACTTCATCGCCAACGGGCTTGAAGTGTCGAATACAAGG
TGGCACGAGGACGACCTCGCCGGCCGGCTACTCGCCCGCGACGGCCGCGTCGAGGACGGC
GGCAAGTGGATCGTTGTGCACCTGCCGGCGATCGCGATGCCCGAGGACCGGGTACGCGGT
ATCTATGCTGACCCGCTCGGCCGGGCGCCGGGCGAACCGCTCACGCACCCGCTGCTCGAC
CCGGACGACGTCGACGGGCTGCTCGCGTGGTGGGCGCAGAAACGGGCGATGTCGACCGCG
CGTGACTGGGCGGCGATGTCGCAGGGTGTGCCGTCGGACGCGACTACCGCGCTGCTGTCC
GAGAACGCGATCCGCACGCACACGAAACCGGCACCGGTGCGAGACGACCTGAGGCGCGTC
GTGATCGGCGTCGACCCGTCCGGCGGCGAAGGTGAGAAACACGACACCGTCGGTATCGCG
GTCGCCGGCATCGACGGCAACGGCACCGCGTGGGTCCTCGACGACAAGACCGACACACTC
GGCCCGATGGAGTGGCCGCGCCGCGTGTGCGCCGCCGCGCACCAGTACCAGGCCGGCACC
ATCGTCTACGAGAAGAACTACGGCGGCGGCATGACGAAGGTACTGATCCAGCAGGCGTGG
GCCGACCTGCAGCGCGAGGGCGACATACCGGCGTCGGAGAACTGCCCGCACGTGACGGGC
GTATCGGCGCGCGTGTCGAAGGTGCTGCGCGCCGAACCGATCGCGCAGGCCGTGCTCACT
GACCGCGTGTACTTCGCGCAGCTCGCCGACCTGACGAACCTGACGAACGAATGGCGGCTG
TGGCAGCCCGGTTCGACGTGGTCGCCGGGGGCGCTCGACGCGAACGTGTACGCGCTGACC
GAGGTGCTGCCGCCGGTCAATGCGCAGACCGAGGTTTCGCGTCCGACGGGTGGCCGGCAG
CAGGGTGCGCGTGGGTCGGGGCAGTTCGCCGGTGTCCGGCGCCGCGCGTCCTGAGACCAC
TTGACTGTAGCCTCGTCATGAGGCTACAGTATGCGGCATGACCAGCACAGCAGCCGCAGC
CGCCCCCGCATACATCGCCCGCACCGACTACGCCGGTCGTTGGCAAATCGTCAAAGCCGC
ACCGAAGATCGGCTACTGCCCCGACACGTCAGGAGTGTGACCGCATGGCCGGATACCGAC
CGAAGCCGTCCCCCGGCGGCGCGCGGCCGTCGCGGATCCCGCCCGCCGGCGGTGGCGGCG
TCGCCCGCCCGAACGACGCGCGAGGGATGCGTGCGGTACCGCGCATCACTGCGGTCGTGC
ACGTCGGCCGCCGCGAGGTCGCCCGGTTCGGTGACCGTGGTGACCTGATCGCCGCGTCGT
CTCGGTTCTGGGACACGCTGCGCAGTGAGGACCCCGACACCATCGAGGTGTGGCTCGCAC
CTGACGTCAGCGACGCTACGCGCGACCGGGTCACTGATGTGCTGCGCGACGCCGAGCAGC
ACGCACAACGCCGACGTGAGGCTGAGCGCGAAGCGGTGGACGAGGTGGCCGCGGCTGCGG
TGATGGACGTCGACACCGCCGAGCGGTTCGACGCGCACCTGATGGGCGCCGGTGTCCTGT
ACGACCCGAACGCGCACGCCCGACGCGCACGCATCGGCGAACCGGAGCAGGTCGACCTGA
TGCTGCGTATCTTCCGGGCGCTGGTTGCGTTCATGGTCGCCGTGCCGCGCGTGATCCGCG
AGCACCCGCGCACGTACTTCGCCGTCGGTGTGCCGGTCATCCTGATCGGCACCGGGCAGG
TCGGGCACTGGGTCGCCGGCATCGACTGGCCGGCGGTCATTGTGTCGACGCTGATCGTGC
TCGTCGGCGTATTCGTTGTGGCGCTGAGCGTGTCGCGCCGCAACTACCGGCGTGAGATCG
AGGCAGAACGGGCCGCGCTCGCCGAGCGCGCGCAGAAACAATACGAGGAATGGTTGAAAG
AATGAACACGACGATGGTCACGTACGGCAGCCCGGAGATGGTCGACGTCGAAGTGACGGC
GACCGTGCGGACGATCAAGACGCGCGCGCGGCCGCAGGACGAGAGCCGCATCGTCGACAG
GTTTTTCGACCCTGTCGTGATAGAGGGATTCGAGGTGAAGGTCGGAGACACCTACCGGAT
CAGGGTCGGCGGGCAGTTCGTGCACGAGTTCGACCACGACGTCGACGACGCTGACAGCCC
GTTCACGATGACCGAGCTACCGGACGGCACCCGCCACATGTCCACGCGCGACGGGCTGTT
CGCGATGACGCAGGGACGCGCTGGTACGCGGGTGACGTTGCGGGATCAGGCCGAGTGGTC
GCGGTTCGGTTGGCATGTGGAGGGTGACCGTGTCGGCTGGGCGATTGGGTCGGGCGTGTT
CGATTCCCGCAAGGTCTTGCAATAGCCTCGTGACGAGGCTACAGTTAGCGGCATGACAAA
CACCGCACTCGCCGCACAGCTCAACATCGACGCCGCCACCATCACCCCCGACGCGCACCG
CATCATCGCCACCGTGCTCGGCCCGATCGGTCGGCACGCACGCCTCACTGCCACCGAACG
CGACACCGCACTCGCGATCATCGCGCTGAACTGACCACCCTCGCGGGCCGGCCAACCTGG
GCCGGCCCGCACCAACCAGCCGAAGGGACCAGACCCCATGAGCTTCACTGACTCCGACCT
CGACCCGACCCTCGACGCCGCATACGCCGAGATCGCCGCCGAGCACGTCGTCGACGAGCA
TTTCGACCGCATTATGCGCAGCGTGTTCATGACCGGTCCGGGCGTGTGGATGCGCGCCGG
GATCCTCGACACCGCACGCAACCACGACCTCGACCCCGCCGTGTACGCGGCGACGGTCAA
GCACTACGCCGAGCGTGCCCGTCAGCGCGGCGACGTCCGTCACGACTACGACCGCATCCT
GCACAACCTCGCTCACACCGACCTCACGTTCGACCCCGCCGAGGTCGCTTTCGACGACGG
CACCCGCGCCGTGTGGGATGAGTCGGTGCGCGGCTGGCAGTTCGTCGGCGACCCGATCGC
GATCGCACGCTGACCGTCCCGGTCCGGCAGCCACCCCGCACCGGTGGCTGCCGGCGCCGA
GTCGACCAGACCCGTTCGACTGACCGCACATCACAGAGAAGAGACCAGACCATGAAAACT
CGATACAAGGTGCTCGCCGGCGTCGGCGCGTTCGTCGTCACGCTCGGCGTCATCGGCGCT
GTCACCGACGACGGCGAGGCCACCGTGCGCGGCAACGACGTGCAGACCGCCGCGGTGCTG
CCGTCGACGACCGCACCCGCTCACACGACCGTCGAACTTGACGAACCGTCGACCGTCGAG
ACGACCACCACGACCGAGGCGCCGGCCGTCGAGACTGTGGACACGCCGTCGGCGACCGTG
TCGCAGACGCAGGCACTCGAATCGGCCGAGCAGTACCTCGCCTACGTCGGCGGGTTCTCC
CGCGCCGAACTGATCGACCAGTTGGTCTACGAAGATTTCTCGCGCGCCGACGCCGAGTGG
GCCGTTGACAACGTGACCGTGGATTGGTTCGAGCAGGCCGAGAAGTCGGCTGCCGACTAC
ATCGAGTTCGTCGGCGGGTTCTCGTATCAGGAGCTGGTCGACCAGCTCGTCTACGAGCAG
TTCACGCAGGAGCAGGCCGAGCACGGCGCGAAGTCCGTCGACCTCACGCCCTGACCTGAT
ACAACCTGATACACCTCGCCGCCCCGGCATCCCCTCGCGGGTTCCGGGGCGGTGTGCTGT
CTGCGGGATACCCTGTCAGTCATGCCGCACATGGACCCGCTCACGCTGCTACTCACGATC
CTGTTCGTCTGGCGCGTCACTCGCCTGATCATCGCTGACGCGATCCTCGACCGGCCGCGT
AACTGGATCGTGCTGCGGTACGGGCCGGAGCAGTGGTTTGCGTACCTGATCACGTGCGCA
TGGTGCGTGTCGGTGTGGGTCGCGGCCGCTGTGTTCGTCGCGTCCTACTGGTGGGCCGAT
ACGGCGTGGTGGTTCATCATGGTTGCAACGGGCGCCGCATCGCTCGTCGCGGGTGTCGGG
TCACGGTGGCTCGACCCGATCGACGACTGAGTGAGGGGCGCACATGCCGAGGTCCGATAG
CCGAGCACTCGCGATCGCGCGCCGGCACACACCGACACCGCAGAGCATCATCGCGGCCGC
GCGTGCAGCGGCGCCGACCGCGCAGACCATCACCACCTACGAGGTCAACCGGGACCGGCC
GTCGGCGCGGTCGCAGCGATCGGTGACCGCCGCCGTTGAACCGCTGCACGGTTCGCAGCA
GATGGCGTCCGGTCGGCCGCAGCGACGGAAACGGCGCCGGCAGGCCGAACGCTGGCAAAA
CGAGGTGTGGGAGCTGCGCCGCGAATCGCCTGAGCTGCGGTTCCTCGCCGACCGGAAGGC
GCGCGCAGCTGGGCAGTGCCGGCTGTACATCGGGCACATGCCGCCCGGTCACCGTGGCGA
ACCGATGCGCGTCACCGAGGGGGTCGCCGCGGAGCTGTCCGACGTGCTGTTCGGCAATCA
GCCCGACGTCGAGCAGAAGATTCGCCGGTACGCGCAGCACATCGAGTACAGCGGCGAGTC
GATTCTGAACGCGCGGGATAACCCGGAACGGCCCGGTGAGCTGTTGTGGTCGGTGCACTC
GTCGCGTGAGCTGATCGGTTCGCAGGCAGGGCAGTATCAGATCACCGACGGTGTGACGCC
ACGCAAGGTCGACGACGACGCCGAGATTCTGGCGCGGTCGTGGATCCCCGACCCGGAACT
GATGGCGCTCGCCGACGCGCCGGTGCGGTCGCTGCTGCCGGTGCTACGCGAGCTGGTGCA
GATGACGAAGTACGTCGGCGCACAGATCGACTCACGCCTCGCATCCGGTGGCGGTCTGCT
GTTCGTGTCCGACGACGTCGAGATATACGACAACGAAGGCAAGAAACTCGGGTTCGCTGA
CGAGTTGCATTCGTACATGCTGACCGCCGTCGAGGACCGCGGGTCGTCGGAGTCGTTGGC
GCCGATCGTGGCGCGTGTGCCGTTCAAGGAGAACCGGCCGCTGTCCGAGGTCGCGCACCT
CATGACGTTCGGCGAAGTTCTCGACGCGCACATGCACGAGCGTCGCGCCGAGGCGATCCA
ACGTGTCGCGCTCGGCATGGACTCTGACCCTATGGTGCTCAACGGTGGCGGGTCGGCGAA
TCACTGGTCGATGTGGGCTGTCGACGAGGGTGAGCAGAAGTTCGGTGTCGCGCCGGTCGT
GACGTCGATGTGCCACACCCTGTCGAATGAGCTGGTGCAGCCGCTACTCGCGGCGAAGGG
CGTCACCAACTCGCATGAGTTCGTCGCATGGTTCAACGACGACGAGCTGAAACTGCGGCC
GGACCGGTCGAAGGATGCGCAGCTGCTGCACGAGCGCGGGATCCTGTCCGACGAGGTCGC
GCTCGCCGAGTCCGGGTTCGACAAGACGGACATGCCGTCGCAGGGCGAGATCACGGCGCG
GTGGCTGCGTGAGAACGCTATCGCGCTTATGGGTATGAATCCGGCGGTCATGGGTCCAAT
CCTCGAAGGTATGGGCGTGAAACTACCGGCGGCACCGGCCGCGCCGATCGAGGTGAAGGG
ACCGGCCGAGCCGCCCGCCGTGACCGCGCCAGCACCAGACAACTCGCCGCCCGACACACT
CAACGACCCGCCACCAGCCGCGCAGATCACCCCGGAGGGATCATGACCACACCCCACGAG
GCGCGACGGGCCGCGTTCAGCGAGCAGCGGAACACCCGCCGAGGTGTGCGGCAGCGGCAC
CTGACCGGCGACGAGATGCAGGAACTGGTCGAACAGCAGCAGCCACGCGACAGCATCGAC
GCGATCGAGGCGGTGTGCATGTTCGCCGTCGTGCGGGCGCTGCAGTTCGCCTCGATGCGG
TCGAAGGCGTCGGGCCGCAACTCGGGACCGCGGTACGGCGTCCCGCAGCACCTCGTGCAC
ACGCGCGTCGACCTGCTGTCCGCTGGCGACGACTGGCCGGTGCTGCTGCGCGGTGCGTGG
GACACACTGCCGGCGGTGCTGCACGGCGACACCGACCCGTACGCGAGTGTGTGCGAAACG
TACGTGCGGCACCTCGTCGTCGAGCAACGCATTCCCGACCGCAAGGCGCTGCGCCGCCGA
CTGCTCGACGCTGGCGTCCCGGCGTGGCGGGCGTAACTCGGCGCCGCGCTGAACATCAGC
AGCTGCTGCGCCGCGCCGAACGCGGTATCGACGCCGCCGTGCTCGCCGCGATGGACGTGT
GGCTGACCGCTGTCCGGTTCGCACTCGTCGACGAGCTGGTGCCGCGTCGTATCGTCGCTG
ACGCCGAGTACGCCGTCGACGCCGCAGTTCAGCGCACGTGGGGCGTGTGGCAGAACCAAC
TCGAAAATCAGGTGCTGCCGACCGTGTCGGTCGCGTTCGGCGACGCATTCCAACAGGTGC
GCCGCGCCGACCCGCAGGGCGCGTTCGCACACCAGCAGCAGTACCTGGCCGAGGTGTCTG
ACCGGCTGCGTATCTGGCCGGCCGGCGCGTTCGAGGACATCCGCCCGGAACTGCTCGAAT
CGCTGTCGGATGCGGTGACCATCGACGAGATGACCGAGCGCGTCGGCCGGGTGCTGAACA
TCGACGCGAAGTCGCGGAAGCTGCGCGCGCAAATCAACGACGTCGAGGCGCAGCTCGCCG
ACCCCGATCTCGACCCCGCGGACCGGCCGGCGCTCACGCAGTGGCGGCGTGACCTGTGGG
AGCAGCACGACGAATCGTTGAACGAGTGGCAGTGGAAGGCGCGCCGGATCGCGCGGACGG
AGTCGCACGGTGCGGTGTCGGCGGGGCAGCTCGCCGCGGCGCGTGTCGTCGAGCAGCAGA
CCGGGCTGCGCATGTGGAAGCGGTGGTTGTCGACCGAGGATCAGCGCACCCGCGCGTCGC
ATCGTGTGGCGGACGGGCAGACATGCCCGCTTGACGAACCGTTCCGGGTCGGCGGGTTCC
TGCTACAACACCCCGCCGACTCGATCTCGGTCGCGCCGCATGAGGTCGTGAACTGCAGGT
GCACCATGCTTGTGTATGACGACAACGAGCTGCAGGACGAGTTCGACGACCAGGGCGGCA
AAGGGCCGGTGGAGCCGGGCGCGGTGCGGATCGGGCCTGACGACCCCGACGCCGCCGATG
CCGCGATCCTGCAGGTCGCCGAACGCGAGAAGCGGGCAACACCGCAGGTCGGGCAGCGCG
GCGAGGATTACGGACAGCAGCTGCCGGCGCAGCCGCTCGACGTCGAGCTGACCGACGAAC
GCACCCCGATACCGGTGCCGGACCTCGAAACAGAGTCCGATCAGCGACTCGCCGACTACC
TGATCCGCACCGACGAACGGGACGGCGACCCGACGCTGCGCGACGAGGTCGACGCCGAAC
TGTCACGCCGGCGCGAGGCCGAGGCGTTCGAGGTGCAGTTCGGGCAACCGGAGTACGCCG
ACGACGTCATCGAAGTCGACGACGACGACGCGTGGCTCGACGACCCAAGATTCAGGGATC
CCGGCGACGACGGCACTTATGAGTCGACAGACGTAGAACCGGATCCGGACTATGACCCTG
ACCTGTCGTTCGACGAGTGGGCGGCCGAGCCGGACGAGTCGCGGCTACCCGACGACGCTG
TGCCGGCCGACCCGCCGCTGATCCCCGAACCGCTCGACTTCGACGAGGGTGACGAGGACT
GGGTCGCGCTCAACGATGAGTGGGAATGGGTCCGCGGTGCGCTGCACGAGACCATCGCCG
AGGGCAGCACCGACTACGACCTGCAGGAGTTGATCGAGTACGTCGCGACGCTCGAATCGG
CGCGCGCTGACCTGATCGCGAAGGCGGCGACCGTCCCCGACGTCGACCCGATCGCCGCCG
AACGCGCCGAGTACGTCGAGTTGTGGGGCGAAGCTGCTGCGGTCGCCGAGTTCGACCCGC
TGCACGCGCCGCGCGAAGAGACCAGCGAGGACCGGCGCCGGCGGGCACTCATGGAGCAGG
CCGACCAGCTCGCCGAGGACCGCGGTATCTCATATGAGCAGGCGCTCGCCGAGATTCAGG
GACTCGACCCCGACCAGGTGCGGCGCCGCGAGTTCGTCGCCGAGGGTAAACGGCAGGGTT
TGGTGTCGACGAGTTACGCGTCGATGCTCGACGAGCTGCACAACAATCTGTCGTTCGACT
GGCTACTCATGTGCGAGGACGCGACGAACGGGCAGACGTTGAAACCGCGGTCGCGGGACC
TCGGGCAGTTCGCCGCCGACATGCTGTGGAAAGTCAACGACAACACCGCGCGCAAGCACA
TGTCGGACGAGGCTGCGCTGTGGTTCGACCAGAACGGCCGGATCACAAAGGCCGACCTCG
GCGCGATGATCGAGGACGGCCGATGGGCGTTCGACGCGCAGGCGGTGCTCGACCTGTATG
CGACGTGGCCGGGCCGGCGTCTCGGTGGAGACTATCTGGCATGAGCGCACACGACCGCAC
TGCAGAGCAGCCGCTGCCGACGCACGAGGCGACACAGCACGCGTACCGGGAAGGGATGCA
GGCGCGGCCGGGTGCGGCTAACCCGTACGCCGGCGTGCGTGTGCTGGCGTCGGTGTGGGC
GGCCGGGCGTGATTGGGCGAAGCGACGCGCGTTCGCCGAGCTGCAACGCCGCGAATCGGA
ACGCCGCCGCGCACAGTAGGCCGAGACGTCGTGCCCTGTCGGTCATACTCAGGTGAGGCC
ACCACACGACGAGCAGAGGATCGGGCACGTGTCCAAGCACATCGGCGCCGCATTGAACGC
GGCGAACATCGTTTACGACCGCGACGACTTCGCTGACCCGAAACTCGACCGGCTGACCCC
GATCCAGGTGACGAAAGATGGTCGCGTGTTCGGGCACCTCGCCGGCTGGAAGTCCGAGCA
CATCGGCCGTCCGGGTGTGAAACCGCCGCGCGGCACCGACTACCGGTACTTCCATCAGGG
TCTGGTGCCGACACCTGACGGCGACCTCGCGGTCGGGCACCTGACCCTCGGCACCGGGCA
TGCCGGCGCCGGAAACATCAACGCCGCCGCCGAGCACTACGACAACACCGGCGCGCAGGT
CGCCGCGGTGCGGGTCGGTGAGGACGCGCACGGTATATGGTTCGCCGGCCGCACACACCC
CACGACCGACGACCTGCAGCGGCAGACACTGCGCCGCTCGTCGCTGTCGGGTGACTGGCG
CAAGGTGAACGGCCAGTACGAACTGGTCGCGGCGCTCGCGGTCAACGTGCCCGGATTCCC
GATCCCGCGGACCGAATCGCTCGTCGCGTCTGGTGACGACACGATGCTCGTCGCCGCCGG
CATGGTGCGTAACGGGCCGATCACATTCGAGGAAGTGCAGGCGATGGTGACCGCCGCCGG
CATCGACGCGCAGGCACGCGTGAACCGGGCGATCGCGCGTGAGCGGCTGCGGCAGCGGGC
GCTGCCGGTGCTGGACGAGATCGTGGCGTCGGCGCGGGTGCAGAAGCGGCGCGAGCTGAC
GGCGTCGGCGCACCGGATCCGCCGGCAGCAGGCCACCGACCGGTATCTGTCGATTCTGGC
CGCCGGTGTCGACATGTCGGGGAGGATGCCGCCGGAGCTGCACCGGTACTGGACGAAGGG
TCCGGGGTTGGCGCGGTGGGCGTCGACGGGCACGCCGTACCGGTCGCTGGTGTCGGCGCT
CGAATCCGAGATCGCCGACATGTCGCCGGAGCACATCAAGGGACTCGCCGCGAACCTGTA
TCACGACGTGTTCAAGCAGTGGCCGGGCGGCAAGTCGAAGGGTGGCGGCGCGATCGCGGC
GTCGGCGGCGCCACTGCCGGCCGAGCGGGCGCAGGTGTGGCTCGACGACCCGCAGGTGCA
GGCACTGCTCGCGGCGCTGCCGGTGCCCGGCGCAGACCCGGAAGTCGTCGACGAGGCAGA
GGACGAGGTCGAAGTCGAGACCGCGCCGCACACCGGCGGCATGATCGCGCTGCTGCCCGT
CGCGCCGCACGCGCTCGCGGTGCCCGGTGGCGAACCGGAAAACGAGCTGCACCTCACGCT
CGTCTACCTCGGTGACGACCTGACCGAGACGCTGCCCGAATGGCGCACCGGTGTGCAGAC
GTCGGTCGCAGCGGTGGTCACCGAGTTCGGCGAGATGCACGGCGCGAACGGCGTCGAGGG
CGCGATTATGGGCCGCGCTGCGTTCAACGAGGGCAGTGACGGATCGTGCGCCGTGTACCT
CGTCGAGGCGGATGGACTGACCGTGCTGCGCGACAAGCTGTACGCCGCGCTCGGCGACCG
GGCGCCGGCGCCGACCTATGACGCATTCATCCCACACATCACCGCCGGATACGGCGTCGA
TACGGCCGCGCTGTACAACAGCGTGGGGACGCCGGTGCAGTTCGACCGGGTGCGTATCGC
GATCGCCGGCGACGTCATCGACCTGCCGATAAGTGAGCACGTCGGCGAGGCGCTACTCGG
CGAGGTGCAGAGCGATGTCCCGGAGGTCGGCGACCCCGACGAGGCCGAGGACGCTGTCGC
CGCTGCCGGCGACAAGCGCAAGGTCAAGACGCAGGCCGGAGCCGACAAGTTCGGAGTGTC
CATCGGCGACGTCATCGGCAAGGGCATCGACGACGCCGTCGACAACGCGAACGGCGCAGT
CGACCGGGCGCAGGCCGACGCCGCGAACCTCGGCAAGTCAGTCGCCGAGGCGCTGTTCGG
GAAGCGACCCGAACCGAAGGACGCGCCACCGCCGGCCGATCCGGCACCAGCCGCACCGCC
GGCACCGGAGCCGAAACGCGCCGCACCGGAAGCGGCGCCGGCGCAGATCGTCGAGGCACC
GACACCGTCGCGGCCGCGTATCGAGGATGCCCGCACCTACGACGAGACCGACGCCGAACC
GATCGAGAACCACGCCGGCGAACCGGAGACGTCGACGCCGTCCGATGTCGACGTGCGCGT
GACGTCGGACGTGCAGCCACGCATGGACGTCGGCGCCGGCACCGATCACCCCATGGCCGA
GGATGAGGCGCCGATGACCGGCGCGGAGGGCGGCGAGCTTGTCGAGTTCGGTGACGGCGT
CGCCACCTACAGCGACGGCACGCAAACCGACGGCACGGTGTGGACTCGGTCGCCGGTGCT
GCCCGGCATGGGATACGACGGCGTCACGCTGCTCGAAGATCAGGCGCCGTTGAAGGGCGC
CGAGGGTGGCGACCTCGTCGAGTTCGACGGCGACCGCGGTGTCGCGGTCTACTCCGACGG
CACCGAGACTGACGGCAAACAGTGGACGCGCAGCGGGCAGGCGCCGCCGGTGACGGCGTC
GGGTTTGTCTGTGTGGCAGGTGATCACCGCGGCGGGCCGGGTGCGGTGACATGGGCTGGC
TGCTGTTCGGCGCCGTGTTCATCCCGGTTCGGATCGCGAAGATCATCGAGGACGCCCTGT
CGCCGCGCCGGCGGCGTGAACTGATCCAGCAGCAGACACGCGACGAGGTCGCCGCGGCCG
CCGAGCGGTCAGAAGAGTATCGGAGGACACGGTATGGGTTGTAGATTGCACCGCATGGCA
GCTACTCCCCCGATCGAACGGTTCATGCGGCACGTGGACAAGTCCGGCGAGTGTTGGATA
TGGACGGGCGCGACGGCAGGGTCAACGCGCCGGTACGGCTATTTCCGTGCGACGACGGAT
CAGAACGACCCGAAGGTCTATGCGCACCGCTGGATCTACGAGCAAACAATCGGGCCGATC
CCCGCCGGCTACGACATCGACCACGTGCAGGACCGCGGGTGCACGTCGCCGCTGTGCGTG
AATCCGGCACACCTCGAAGCAGTCCCTCACGCCGAAAACATGCGGCGCGCACGGCTCACT
GTGTGCCGGTCCGGCCGCCACGATCTGACTACCGACGACGCTGTCGTGTGGGACAAACTC
GGCCGCCGCCGCGGATGCAAGGTGTGCCAACGCGAAAGGGGGCGAGTCCGATCGGATGCA
ATTGCAGGCGTCGGGAGATAGTCGTGTTCGAGGTGACGAAACGCGACAAGACGGTTCAGC
GGTTCCTGACCGAGGCCGAGGCGAAAGAGAACACCGACGTCGCAGCCGGTGATGTGTGGC
GCAAGGTTACGCGCTGACCTGTACGGGCTGCGCTACCCTACTTGTCAGGTGGGTTTGCAT
CGCTGGCTAGGGGCCGGAGTACCCAACGGGATACGGCACTCTAATCACGGAAGGTGATCC
CCAGCGATGAAGGTAACTCTCGAATCCCTGATCGAGGCAGCGCAGGCGACCGACGCCAAC
GGCAACACTCTGTCGGCAGCTGACCGGCAGTCGAAGATCAGCGAGCTACTGCAGGACGCC
GACCGCGGCGACGTCGACGCAATTCTGAACGAGTCGATCGAGAAGTACCGCGACCTCGAC
GCGACCGACCCGCAGGACGACGCCGAGCTGTTCGGTCTCGAACTGCTCGTCGACACCATG
ACCGCGGCGCGCGGCATGCAGACCAAGTTCGCCGAGGCTGATGCCGCGAAGCAGCAGCAG
CGCGCCGAGCTGGCTGCCCGCGTCAACGAGCTGACCGCCGAGTCCGAGCCGGCCGGCGAG
AATGGCGAGCAGCCCGGCGAGCAGACCACCGGCGAAGAGACCACCGGTGACCCGACCGTC
ACCGAGGGTGAGACCACCGAGGGTGGCGACCCGACCACCACCGAACAGGATCCCGACAAC
GGCGGCAGCGACCAGTCGGCAGAGACCACCGAAGGGGCCGAGATGGTCGCAGCATCGGGC
AAGCGTTCCCATTTCAGCGTCGGCGCCGTCGCCGCACGCAAGGCGACCGGCGATGTCCGG
TCGCCCGACAACCCCGCCGAGCAGGCGCCGACCGGTGTCGTCATCACCGCATCGTCGGGT
GTGCGCGGCCACAACACCGGGCAGCAGCTCGACGGCATCCCGGCGCTCGCGCGTGCCGCT
GCCGCGTCGGTGCGCGGTCTGCCCACAAAGGGTGTCCGGGCGATGGCGAAGGCCGACATC
GCGTCGCTCGCGATCCAGTTCCCCGACGAGCTGGTCGCGTCCGCTGACCGTGACCTCGCG
CCGATCCTGCGGAACGCCGTCGACGAGTCGCGGCTGCCCGGTGAGTCGATCACCGCGTCG
GGCGGCTGGTGTGCCCCGTCGGAAACCCTGTACGAGATCCCCGGCAGCCTGACCGACGCC
AACGCCGGTCTGATCAACCTGCCGGAGGTGCAGGTGCATCGCGGTGGTCTGCGGTTCCGC
CGGCAGATCGACTTCGGCACCATCTATGCCGGCGGCATGGCCGGCCGCGTGATGACCGAA
GCGATGTCGGAGTCGGAAGATCCCGCCGACTACACGAAGGCGTTCTACCGGGTCGACTGC
CCCGATTTCGTCGAGGAACGAGCCGACGCCGTGTACACCGGCGCGTCGGCCGGCATCCTG
CAGAACCACGCCTACCCCGAAGAGGTGGAGGCGCAGATTGCCGAGCTGATCGCGGCGCAC
TCGCACCGCATCAACGAGATCAGCCTCGAACGCATGGAAGCGATCTTCGCCGGCGTCGGA
CACAATCAGGTGAACTTCACCAGCACGTTCGGGCCGTCGACCGTCGGGGCGTCGCTGAAC
GCGATCGAGTGGGTCATCACCAACGAACGCACCCGGCTCCGCGCATCTGAGTCGCTGCGG
TTCAAGGTCGCGATCCCGCAGTGGTACAAGACCGTGTTCCGCGCCGACTACGCGAACCGC
ACGGGCGTCGACGACGCGCTGAGCGTGTCCGATGCGCAGATCGAGCAGTGGTTCAACCAG
CGCGGCGCGTCCGTCGACTGGACGTACGACTGGCAGGATGCGCTGTCGCTCGGCTCGGCC
GGTGTCGGTGGCGCCACCACCGCTAACCAGCTGCCCACCAGCGTAAAGGTGATGGTGTGG
CCGGAAGGCACGATCGTTCGTGGCCGCGGCGACATCATCAACATGGAGGCGATCTACGAC
TCCGCGGGACTCGAAACGAACGACTTCCTGCGGCTGTTCATGGAAGAGCAGCTTGTCGTT
CTGTGGCGCGCGTACCGCGGTTCGCTGCTCACGCTGCCGCTGTCGGCGTCGGGTGCGACG
GGCGCGGCACGTGACCTCGACGGCAACGGGAAGATCATCGTCGCGGCACCGTGATCGGCT
GACAACAGAACATCGAACACCGAGTTAGGGCACTCGTGCGACCCGCAGTCGTGCGGGTGC
CCTACTCGCATTTTCAGGAGAGGACCGGCCGATGCCGACCATGCTAGGACCGAATGCGCG
GCTGTTCGTCGAGACGCAGCGGCGACTGACCCCACCGAAATACGGGCTGTTCTCGGCGTC
GAGTCTCGTCGAGGGCGAAGACCATGTGCTCGCCGGCGGCGTCGAGTATTTCCTGCCGAT
CGACCCGACCGCTGTCGGGCACACCGCAATCGAATGTCTCGGGCAGGGCGAGGACATGGG
TCGCGTTATTCCGAAGGGTCTGCCCGCCGGTGTCGGTGACCCGTTCGAGGTGTACGCCGG
CGCTACGTGCGACATGACCGGCACCAGCGAAGGTGAGATCCGGCAGCGCGCGATCGACAC
GCTGCAGGCCGGCGAGATGCAGGCCGTCGAGCGGCGTATCTGGTCGGACGAGACGCCGGC
GATCATGGCCGGCGCCGACACCGAGGTCGTTGTGTCGACGGCGGCGTCGCTGGTGCTAGC
TGTGGGCCGGCTCGAACATTGGCTGTACACCGACTATGCGTCGGCTGGTGTCATCCATCT
GCCGCGGTTCCTCGGTGCGCTCGCCGACAGCCTCGACCTCGTGCAGGCCGACGGGGCGCT
GCTGCGTACGAAGCTCGGCACGCCGGTCGTGTTCGGCGACTACCCGAACACCGGCCCGGA
CGGCACCGCGCCGACCGCGGGCAGTGTGTGGATCGCGGCGACCGGTGATGTGCTGGTGCG
CCGGACGTCGGTCGACGCGCTGACCGACAAGTCGCAGTCGTGGTTCGACCCGGCGACGAA
CAACGTGAGCGGCATCGTGGTTCGCGACTATCTGGTGACGTTCGACGAGGTGGCCGGCGC
CGCGCTGGTCGACCTGCCCTGATCGAGAGAGGTTCCGATATGCCAACTGTAATTGTGAAA
GACGGCGACGACCCAAGTGAACTGGCCGCTGCGTTGTTAAAAGCGGCGGCGCCGGACAAG
TGGCGGGTGCGCAAGGTGACGTCGGGGCGCCGGCCGGCGTTCGACGTCCCGGACGATGTG
TACGCGAAGTTCGTCGGCGAGCACGACGAGGACGGCGCCGAGGGTGACTCGGACGCACCA
CCGCCGGAGCAGCCGACCGACCACACCGGCACGCCTGCTGACGGCGTGGGCGACGACCCG
CTGCCGACTGGCGACTTCGCACCGGCCGGTGACGCACCGTTGGTGTCCGGCGAACCGGTC
ATCGAGACCGGAGACGACGACGAGCAGCCGGCCGGCCCGGACTGGGCGTCGCTCGGCGAG
GCACCCGACCGCAACGACCGCACCGACGACTGGCGCGCGTTCCTGCGGCCGGTGCTCGGC
GACGACGTCGACACTCTGAACCGTACGGCGTTGATCGAGGCGTACGACGGTCGCGACGCG
TAACCACGCGACGCACCTGCGGCGGGATACACTCGTCGCAGCAGATCATTGCTGCTGGCT
AGGGGCCGGGCGGTTAGAACAGCACACCCCAAGAGAGGCAGCAGCTAATGGCAAACGTGC
ACTGGGCATCCGTCCGGGCGAAGATCATGCGTCTGACCCGACTCGACGAGTGCGGCGCAC
CCGTCACCGGCCCGAAGTCGACCCTTGTCACCGACGGTCTGATTTCGATTGACGTGTCGG
CCGAGTACGAGGACGGCACGGAGAACGCGCCGAAGAACGGTAACGACAAGTTCTGTTTCA
TCGAGACCATGCCGGACGAGTTCAAGTACTTCACGCTCGGCATCGCGTTCTGTGGTGTCG
ACCCGGAGGCGTGGGAGATCATCACCGGCAACCCGATCTACGAGGATGCTGCCGGCAACG
CGGTGGGTATCAAGTTCGGTCGGTACTCGGAGGAGATCGAGACGGCGTTCGCGCTCGAAG
TGTGGTCGGACGTGCCGGGCACGGCGTGTGGTGTGGGTGGCAAGCGGTACGGCTATCACC
TGTGGCCGTACATCGGTTCGGGTCGTCTCGATGAGCTGACGCTCAACAACGAGACCGCCG
AGTTCACTCTCGGCAACGCGAAGACGAAGGACGGCAATCAGTGGGAGGCCGGCGGCTATG
ACGTCGTGCTCGACGACGCTGCGACGCCGGTGCCGGCGCCGCTGAACGATCCGCTGACGT
CGGAGGATCACTACCTGCCGATCACCACGCAGGTTGCGCCGCCCACCGCTACGGCGGGGG
CTGTGGCGTACCCCCCGGTGTGACGCCGGCGCCGATCAGTGAGGATCTGGTCGTCGGCAG
CGGGTTCGTAATCGAGTGAGACGCGCGGCGCGGATGCCACCTCGCCGCGCGTTTCGCGTC
TCTGCACCATCAACGGGAAGGGCGGCGTCATGCCGTACACACGGCCGAACATCGTCAGCG
GCGTCACGCGGGCGACCAAAGCATTCTTCGACAACCTGCTCGACGGCATAGACGAACGCG
TCACAAAAGCGGACGCCGACGCCGCTTATGTGCGGGGCAAGGTCGAAGACACGCAGGGTA
ATCCGATCCCCGGCCGCGAGTTCGTAGCGGTGCTCGATGCCAACGGCGACATCGACAACC
TGATCATTCGAGAGGTGAACTGACATGCCCCTAGCAAGAGACACCGACCTCACGAGCGGT
GAGCTACGCGGCCTGGCCGCCGGTCTCGTCCCCGTCCGCATGACAGGGCAGCTCACCAAC
CACAACGGCGGCGTGGGAGGACAGTCGGCCAGCCCGGAGAACTCGGACGGCAGCGGATTC
TCAATCGGCCTCGCCTGCGGCGCGGGCACTCAATCGGCGTCGGTCTACCGAGATCGAGTA
GCGGGCCGCATCCTCGGTGTACGCATCCGTCGTGACCAGAACACGCCGCCGTTCGACATC
GTGGTCGACGGCGAAGTCTTCCCGATCGACCACGGTCGACTGCTGTCGAACAACCGCCCG
TCCGGCGGGTCCGACCTCTATTCACCCATCGTGATCGACCGGATCTTCCCGGACGGCTAT
CACAACGTCGAAGTCCACGTCGTCTCTGACCCCGACGGCGTGACGGGTCGATCGCTCAGG
CTGTACGGCTGGGTGGCAGAAGCGGCAGCGGGATACCGAAACAACGACGATCGTTTCTCC
AACATCAATCCAGCGAACCTCACACTGACCGCCAGCAATCAAGTGCTCAATTTCACGGGC
GCAGTGTCGCGGCTGTGCTTCCAGAACACCGATGCGAACGCTGCGCATGACGTGTTGCTC
ACCCGGCCTGACGGCTCCACGCCGTGGACCACGATCCGCATCCCCGCTGGCGAAGACGCG
CAGTTCCCGCCGAGCGGCGGCTTCACTCCGCCGATCAACCCATCTGGCGTCAACTGGCGC
TGCGACACTGCGGGCGTGGTCCGCGCATGGCCGGAAGGGGCCTGACTATGACAATCTCGG
TTCTCGGTGATTCTCAGACCGACTACGCCGGATATGGCGTCCGTCCCTGCGACACGTGGT
CGGCGCGTCTCGGCCGCAACCTGCGGAGCGCAGGAATGGTGGGACCTGTGCGCGGGTTCG
GCATCCAGGGAGACCAGACGCTGGCCGGTCTCAACAGGGTTGACGCGATGCACATGTACG
ACATCGCCGATGTGGCACTGCTCCCGCTGGGAGTCAACGACTGGGTGGCATCACCGTCCA
TCCTCACTTCGGCGCAGACCACCCAATACATTCAGGCGACTGTCATGGCTCTGCGCCACG
GCGCAACCGGCCCCGGCGTTGGAACAGGATTCGGCGCACCGCACGTCGCGACCGTCGATG
CGCTTCCGGGGTCCGGTCGTCCGGGACAGCGGTACGTCGTCCTCGCGGACGCGTCGACAA
CCGGAGGGGTCGCGAAGACGGAGGCGGGGCAGACGGCCACCATTGCAGGGTCGGTAGCCG
CAGACGTCAACGGCAATCGCGTGACGGTGTGGGAGTTCCGGCAGAACCAGGCAGGCGAAC
GCGGCTGGGGGCGTGTTGCTGTTCGGACGACCCCGGCAACGCACACCAAGCGGTTCGCGG
TGATCGCGCCCCCGTACCGAAACTTCACCACGGGTGGTGACACCCCGAGTACGCCTGTCG
CCGGGAACGCAACGCTACGCACCGCACAGCAGGCAGCAGTGACCGCACAGAATCAGGCAG
TCGACGGCGCTCCCACCGTGATCTACATCGACGCGTACACCGCGATGCGGCAACGCATCG
TCAGCGGCGCTGACCCCGACTTCTCGGCGGTCGCGTACGACCAGTCCCGTTCGTGGACGT
ACATCCAGAACAACCAGCACCTGTCGACCTACGGGCACGATGTGTTCGAGCAGGTCGTAC
GCGCAGCTCTCGTCGCGCAAGCCCCGACGTGGCTCACCGATCTAGGAGTGACACTGTGAA
GACCCCCATGACCGGCCCGGTCGCCAAGAACCTCATCCACGGACAGCAAGCCGTCACGAC
GACCGCCGCCGCGCTGCCGTCGAACCTGTTGGTCAACGGCGTCCGAGTCCGCAACGGCGG
CACCACCGAGGTCGTTTACATCGGGAAGTCCGGCGTCACCACGGCGAACGGCTATCCGCT
CGCGCCGGGTGAGTCGGTGCATGTCCCGGTCGACAACACCAACCTGGTGTTCGTCATCGC
CGGGGCCACCGGCTCCACGATCAGCTACCTCGGAAACTAGGGAGTACCGCCATGTTCGAG
TTCGAGATCGACACCAGCCTCGGGCTGTGCGAGTTCCCCGGATGCAGCCAATGGGCAGCA
ACGGTGACCGAGCGCTCCGAGGAATGGCTCGGCGGAGAGGGTGAGGCGAAGGTCTGCGAC
ACCCACACGTCCCGCCCATAACCGTGAGTGCGGGACCACCGCCGTGTAGCCTGACTGGTG
CGCGAGTTGTCATCGAAGGTTCGCTGCAGGGGCGTTGAGAGGGTCGCAGCTTTCACCCCC
AGGAAAACGCCGTTTCACCGGTCGGCTGCCGGTGGGGCGGCGTTTTTCCGTGAGACCATC
GACGCATGGATGACATCGACTGGCCGATCGACATACCCGACGACAGCGCGGCCGTGTGGG
CTGCAGCGTCGGCCGAGGCGCGCGAGCAGGCGTCAGCGTGGGCGATCAGTGTGCTGTGGG
CGCTGTCCGGGCGCACGTTCGGCACCGTCACCGAGCACGTGCGGCCGACACCGCAGCCAC
GCGTCACCGGCTCGACCTATGCGGGGACGCTGTCGTCGACGTATCCCGGTCGCCGCGTCG
CTCCACCGCTGACGACCGGCTACGACCCCGGCGCCGGCCGCGGCTGCCGGGTCGCCGGCG
TCAGGTTGTATCTGCCCGGACCGATCGCGCACGTCGACGAGATTCGCATCGACGGTGCCG
TGTTCGACGCGTACCGGGTCATTGACGGGCAGTACGTGCGGCGCGTCGACGGCAGGTATT
GGCCGCTGCGGCAGGATCTCGACGCCGACGACAACGAGGTCGGCGCGTGGTTCGTGACGT
ACCGGCGGGGCGTGCCGGCACCAGCCGCGGCCCGGCTCGCGGCGGGTGTCATGGCCGTCG
AGTATCTGAACGACCGCGCCGGCCGCGAGTGCCGACTACCTCGCGGCGTGACGAGCGCAT
CGCGGCAAGGGCTGTCGATCGAGGTCGACTCGCGGGCCTACTTCACCGAGGGCATGACCG
GTATCGACGAAGTCGACCAGTGGCTGCTGACGGTCAATCCGCACGGCATCGCGCGGCCGG
CGCAGCTCGTCGGGACGAGACCGTACACCGACGTCGTGGAGCGTCGACCATGATGGGCTG
CTCGCCGTACGCGCTGGCGCGGCTGCTCGTCGAGCGCGCCGAGCACGAACTGCAGACCGC
TCGCGCCGGCGTGCCGAAGCGGGTCGCGGTCATGTCGGACAAGCCGCCGGGCGAGTTCTG
CGCGCAGCTGTGGGCGTGCGTCGTGTCCTACGCGCCGAAGCCGCAGAAGATGCCGCAGAC
GCTGCGGGCATGCGCCGCGACGGAATGGCGTGTGAACCTCACGATCGGCGTGTACCGGTG
CGATCCGTCGATCAACCGGTCGCACCCGGAGCAGGCACCCGACCCGGAGCTGCTCGACTC
AGCGGCGCGGGACATGCTCGACGACGCCGAGGCGCTGCGGCGGGCGATCATGGAGGCGGA
CTGGTCGGTCGTCGACGTCGCACCGGATCAGGTGCAGGTGGGTGCGATGCGTGTTGTGCA
GCGGTCGGGTGGCGCGTTCGGCGTCGAGCACGACGTCATCGTCGATACTGAACTTGGGCG
GTTCACCGATCAGGCGGTGCCTATGCTGCCGGCCGACCCGCGGAAGGATGCACCATGAGC
GAGGACATCGAGAACGTGACGATCAAGGCGGCGCAGACGTTCGGCGGGCTGCGGGTCGGC
GAAGTCGTCACCGTCGGCCGCACCAGCTACGTCGAGGGTCTGATCCAGCGGGAGCGGGTG
ACGGTCGTCGACGACGTCGAGGGCGAACAGCTGACGCAGCCAGCGACCGCCGACGACCGT
CCGGGCGAACCGGTGATCGGCGAGGGGTTCATCATCAACGACCCTGCTGCGGCGGGACCG
CCGAAGCGCAACGCCGAAACGACCGAGTGGGCCGAGTACATGGCCGCCCGGTTCCCCGGC
TACGACCCGACCGACAAGACACGCACCGAGTTGCAGGCCGACTACGACGAGCGTGTCCCC
GACGAGGGCAGCACTGACGGCGATGACGGTTCGACTGAATAACGCCGTCATCGCTGCCGA
GAAATCACGTCTCGGCAACGAGTGGGGCAATCGGGTCGGCCGGCGCGTGCAGAACGCTGC
GCGCCGGCGGGCACCGGTCGACGAGGGCACGCTACGCAACTCGATCGAGTACGTCGTCGA
CGTGCGCGGCGACCGCACGCACATCGTGATCGGGTCGCCGCTGACCTACGCGCGATACAT
TCACGAAGGCACCGGCATCTATGGGCCGAAGGGCACACCGATCGTGCCAGTCACGCGGCA
GGCGTTGAAGTTTCAGGTCAAGGGGTCGTCGGGGCGGCGTCGTGGCGGCGACGCACGATG
GGTCTTCGCGAAGTCCGTGAAGGGTATCCGGCCGAATCCGTTCCTGATCGACGCGCTGAC
AGACGTCATGGGTTCGCTCACTCGGCGGTTACGCTGAGCAGTGCCACCCGTACCCGACTG
CTAGGAGCAGCACACAATGGCGACTAAGACCAAGGCACCCGCAGCGAACGCGTCGGTTCT
CACCTGGCGCAAGTTCATTGCCGAGGCATACCCCGACGTCCCCGCCGATGAGATCGAGCA
GATGAACCGGCCGGACATGCGTGAGCTGCACAAGCTGCGCACCGAGACCGCGACGGCGAA
GTCGGTCGACGAGCACAGCGAGTTCGAGGCGCCGAGTCTCGATGAGGTGCCCGAGGAACT
GCGTTTCTCGACCGACACCGGCGAGGACCGCGAGGTCGAACGGATGCCGTTTGCGATGGA
CGGGATCCCGTTCTGGCTGTACCGGCCGTCTGACGCCGCGATGACGCTGTACATGAATCA
GCTGCTGTCGGACGACCCGCGGCTGCGTACGAACGCGATGACCACGCTGGTGCAGCAGTC
GGTCGACCCGGCTGCGCTCATGTACTTGCAGGAACGCATCACCGACCGGGCGAACAATTT
CGACGACGGCCTGTACGGCAACGTCGTCGCCGCCGTGCTGCAGCGGTGGGGCGACGAGAC
CGCGGCCACCCGGTTCAAGCAGGCGCAGGAGGGTGAGGCGAAGAACCGTCAGCAGCGGCG
CGCTGCTGCCCGGTCGAAGCGTAAGTAGGTTCGGCGGTGGCTCTCGGGCCGCCGTGGGGT
GAAGTGCCGTCGGGTTTCATGCTCGACGGCACGTTCATATCCACGTCGATTCCCGACACA
CGCAAGCTGGTGCCGGCGCTGCTCGTCGACGACTCGACGAACACCGCCGGCTTGTACCTC
GTCGGCACGTTCTGCACGACCGAGGCGTGGGGCAAGCTGCTCGCCGCGATCGTGGCGCCG
TCGTCGCCGGTCGACCTCGACACGCTGCAGATCATGGCCGACCGCATCGTCGAGACGCAC
CTCGGGATCGCGCGGTGGACCGTCGAGCGGCTGTGGCAGCAGGCGGCGGGGGCGTGGATG
CTCGTCGACGGTGAGTTCACGATGCGCGGTATCGACCTGTTCGAGTTGCCGGCGCAGCGG
GCGACGCACGCTGTGTACGCGCTGCTGCGGAACTGGCGATCGCGGGGCAAAGAAGATGAG
CTGCGGGCGTGGCAGCGCAAGCTCGAACAGCCACCGCTGCGGGAGATCCAGCGGTGGAAG
CGTGAGGACGTGCCCGTCGAGTCGACGCCGATGGATGCGATCGCGCAGCGCATGGCTGAT
TTGAAAGCGGGCCGGATCGGCTCGCGGTCGCAGGCTGCGAGCTGAGCAGACGATACCCTG
AGACTCGACACCAACCCGACCGCACTCGGGCGACGTCGCCGGCGAGCTGCCGGCGCGAAA
CCGATGTGAGGCGGGCAGCGTGACAGCAGGCGGCGGGCAGTGGGCCGAGGCCGAGGTTGG
CGTCACTCTCAACTGGGACAACGTCGAGGGTGAGCTGCGGCAACGCCTCGAACAGGCGTC
GGCGAAAGCTGCTCAGGCTGTCCGTAAGAACTGGGCGAAACTGTACATCGCGACGCGCAA
CGCGTTCGACCGCATGGCTACGGCGTTCGCCCGGTCGATGCAGGAGATCGAGACGCGCGC
TCAGCGGGCCGCGCAGAACATCAACCGGTCACTCGCCTCGATCCGTACTCCACGGATCAC
GCTGCGCATCGACTACACCGACGCGCTGCGGGACGCGAAAGCTGCGCACCGTGCGATGCA
GGCGTGGCTTAACGCGAATCCGCTGATCGTGCGGCTGTCGGTGCAGCCGGACATGTCGCA
GCTGCGGGGCGTGCACATACAGATGCAGTCGTGGCTGCTACGCAACCCGCTGCATCTGAA
TCTCGGCATGCGTGGCGGCGTGAACGTCGGGAAGATCGGGAAGTCGATCCTCGGGCTGGG
TAGCACGCTGGCGAAGTTCACCGCGATCGCGGGTGCGGCGACCGTCGCTATCGGCGGGAT
GCTGCCGGCGCTCGCCGCGCTCGGTGTCGCGCTCGGCGGCGCGCTGTTTGGTACCGCGAT
CGCCGGCGCGGGTGCGTTCGCTGCCGGTCTGACCGCGATCGCCGGTGTCGTCGCCACGTT
GAAAACGGCGACACTCGGTGTGGGCGAGGCGATCAAGAACGCGTTCGACCCGGCGAACGC
CGAGAAATTCGCCGAGGCAATGGCGAAGCTGTCGCCGGAGGCCAAGTCGTTCGTGCTCGC
ATTCCAGCAGCTCGGCAAACAGTTCAAAGAGATTGTGCAGCAACCGGTTCAGGACGCATT
CTTTGCCGGGTTGGGGCCGCAGATCGCCGGGCTGCAGACGAAGCTGGTGCCGCTGCGCGA
CATGATGCTCGACGTCGCGGACGGGTTCAACGAGGGCGCGAAGTCGGCGCTCGGGTTCAT
CAACTCGGCGACCGGCACACGCGTCGTCGGCGACCTGCTGCGCGAGGCCGGGAACATGGG
CGCCAACCTCGGTACCGCGCTCGGCAACCTCGTGCCCGGTCTGGCCGCGATCGGTGCCGG
CGCGTCGCAGGTATTCGGGCCGATGACCAACGGCATCGGTGGCGCGGCACGCGAGCTGTC
GAACATGCTCGTCGCCGCGCAGCAGTCCGGCGCGATGCAGACATTCTTCCGCGAGGCGAT
CGCCACGGCCAAGGAACTGTGGTTTGTGCTACAGCAGGTCGGCGGCATCATCTCAGCTGT
GTTCTCGGCGGCGGCCGAGGCCGGCAACGGCGTGCTCGGCGGCATGGCCGAGAAACTGCA
GCAGATCAACGCCTACCTGTCGGCGGGCGAGGGCCGCGACGCACTGATCCAGTTCTTCAC
GGCGATGCAGTCGGCGGTCGCGACGGTGCTGCCGATCGTGCTGCAGCTCGCGACGATCAT
CGGCACGACGGTCGCGCCGGCACTGGCCGGTCTGATCACGCAGATCGGGCCGTCGATTTC
CGGGCTGGTCGACATGCTCGGGCAGGGTATGGCGAACCTCGCGCCGGCTATGGCTCCGCT
CGGTGCCGCGATCTCGGCGATCGCGACGGCGATCGGGCCGGTGCTGCCGGTGCTCGGCAC
GCTGCTCGCGACGTTCGCGCAGCTCGCCGGGCCGATCATCGGGGCGCTCGCGCAGGCACT
CGGGCCGGTACTGGTCACCGTCGGCAACGCGCTGATTTCGATTCTGCAGGCACTCATGCC
GGCCGTGCAGCCGCTGTCGGAGCTGTTCATCGCGCTCGGCCCGGTCATCGGGCAGCTCGC
GCAGGTGCTCGCCGGCGCACTGATCGGCGCGCTGAACACCGCGGTTCCTGTGTTCGTCAT
GCTCGTCAACGCGGCTACGTCGCTCATGCCGGTCGTCGTCGGTCTGCTGCAGATGCTGGC
GCCGCTCGCGCCGGTGATCGGTGCGATCGCGGCGGCCGTCGGGATCCTCGTGCTCGGGTT
CAAAGCGGCGGCGATCATCGCCAAGATCATCAACGCGATCAAGACGGCGTGGCTGGTGCT
GCAGATCGCGTTCGCGCTGTCCCCGATCGGCATGATCATTACCGGCATCGTCGCGCTGAT
AGGCGCGCTGGCGCTGTTTTTCACCAAAACCGAACTGGGTAAACAGATTTGGGAAAAGGT
GATGAACGCGCTTAAGACGGCGTGGGATGCGATCTGGCCGGCACTGAAAGCCGGGTTCGA
CGCGATCGGCGCGGCAGCTATGTGGTTGTGGCAGAACGCGATACAGCCGGCGTTTTCCGC
GATCGGCTCGATTTTCTCTTTCCTGTGGGGCGCGGTAAAGGTCTATTTCACGATTTGGCA
GACGCTATTTAAGCTCGCCGGCGCGGTCGTCATGTGGCTGTGGCAGAACGCGATACAGCC
CGCTTTCCAATTCATCGGGCAGATCATCGGCGCTGTCTGGAACGGGGTTATCAAACCGAT
ATTCGACCTGTTCATGGGCGGGCTACGCGCGGTCGGCGACGCCGCGATGTGGCTGTGGAA
CAACGCGATCAAACCAGCGTGGGACTCGATACAGGGCGCGATCGAAAAGGTGTGGAATTT
CGTTCGACCGATATTCGGGAAGATCGGCGACGCGTTCCGCACAATGGGCGACATCGCGTC
GCGGATCGGGTCGGCGATCAAGGATGCTTTCTCCGGTGTCGTCGACGTGATCAAGGCGCC
GATCCACGCGATCGGCCGTCTGCTCGCCGCGCTGCCCGACTCGATTCTCGGTGTCGACAT
TCCCGGTGTCGCGTCGATCAAGGCGTTCGGGCAGACGATGCAGGGACTGCGTGACGGCGG
GCCGGTGCAGATGAAACTGCAGTCGTTCGCCGGCGGGTCGCACGGACCTATCCAAGGGCC
GGGCACCACGACGTCTGACTCGATCCTCGCGCGGCTGTCGCGTGGCGAGTACGTGCTGCC
GGCGGTAGCGGTCAACCCGCGCACGCTGCCGTTCATCGAGGCGCTGCGCGCCGGTTGGGT
GCCGCCGGCAGGTTTGCTCGCCGCGATGCCCGCATTCGCGACAGGCGGGCCTGTGGGCCG
CGAACCGTACGGGCTGCCCGTCGGGTCGTCGGTGTCCTACGGCGACAACGACGGCCTGTT
CCCGCAGTGGGTTCGTGACATCGAGAAGCGGTTCGGTGTGCAGGCGTCGACGTACGCCGG
GCACCAGGAGAAGTCCGGCAAGAACAAGGGCATCGACTGGTCGGGGCCGGTCCCGAACAT
GCAGCGGCTCGCCGAGTACTTCCGGTCGATCAAGGGTGACCTAGAGCAGGTCATCTGGAT
GAATCCGAACACCGGCGAGAAGATCGGTGTCGCCGACGGGCAGATGGTCGGGCCGGGCAC
CTCGCAGCCCGGCTACTACTCGGCTGACTGGGCCGGTCACACCGACCACGTCCACACCCG
GCAGTCGTATTCGCTGGGCGGGACGCCGTCGCCGCAGAAGGGTATCGCGACGCCGGGTAG
CACCGCGAGCAGCAGCTCGGGTCTCGGCGGTACGACGCCGATCGGGTCCGGGCTGGGCGC
GTCAACGTCGTCGGGCAGCTCGTCGTCGGGCACCTCGGGCGGCGCGCAGTGGGGCAACTC
GGGCGGCTCGTCGAAGTTCAACACCGCGGACGAGGCCGACAAGGGCGGCGTCATTCCGGT
GTGGGTGGAGAACTGGCCTGCCATGATCGGCGGCGGCGGCGGAGGTGGCGCTGCCACGCT
GGGCGGCACCCCGGATCCTGCGGTCGGTCTGACCGGTACGCCGGCGAAGCCGTCGGGTGT
GGCGACCGAGGACACGATTGCGCTCAAGAAGAATCCTGACGGCACGTACTCGTCGACTGA
CCCGGCGTGGGATCACCTGATCAAGCGCGAGTCGGGCGGCCGCGCCGATCGTAAACAGGA
GATCATCGACGCCAACTCGGGCGGCAACGAGGCGTCGGGACTCTTCCAGATCGCGAAGGG
CACATGGGCGGGCAACGGTGGTTTGAAGTTCGCACCGACCGCGGGGCAGGCGACGCCGGA
GGAACAGGCGATCGTCGCTGCGCGCATTTTCAACAAGTCGGGCGGGTCGCCGTGGGGCGC
TGGTCTCGCGGGCCGCGAGGACGAGGCGAAGCTGCGCGCCGGCATCGTGCGCAAGGGCAA
GCCGCTGCCCGGTTCCGCACCGGCACCGGCACCCGCGCCGGCACCGACGCCGAACAGCCC
GATGCCCGTCGAGGTCACGAACACACCGGAGGTCACACCGACGACCGACCCGGCCGCGGC
GCCGGCGAACGCGCCGAAGCGTCCCGAAATGGCTGCGCTCACCCTCGGCGGGTCGCCGCT
GTCAGGGCAGCTCGGCGGTGCCGCGAAGTCGGCGATCGCGTACGGCGTCGACACGACGCT
GTTCGACAATCCCGGTGCGCTCGGCAAGTTCGACAACTCGAAAGCGAAGACGAGTCTCGG
CACACGCGCCGGCGACGTCGCGGGCGCGGCGATCTCGGGGCAGTTGAGTTCGGCGCTGGG
CATCATCGGTCTCGACCTGCAGCCGCCGGCCGTCGACGCGATCGGGCAGTACATCACCGA
CAACCCGCTCACCACGGCACCGGCCGCGGGTGAGCAGCCGGCGACGCAGAAGAACCTCGT
CGACCTCGTGTCCGACCTCGCGCGGCAGGCGTGGGAGGCGGGCAGCGTGTCGGTGGTCGT
GCAAGGTAACGCCGATGGTGATGACGTGGCGAATAAGGTCGACAACGGACGTCGCCGCAG
GATGCGCCGCTATGTGAAACCGTCGCCGTCGTGAGGGAGAAACAATGACCGCAGCGTGCC
TACCGGCGGGGTCGCCGGTATCGAATATCCGACTCGTCGGCTGCGACGGCGGCAAGACGT
TTCACCTGTACGGTGACCGCGCCGGCGACGAGGGTGTCGAACTGGCATGGGACGGTCTCG
AAGAACTGTACGAACCGCCGATCAGGGTCATTGAGCGCACCCCGATCCGTATGGATGGTG
GCGTGCTGCGCGCGGTCAAGACGGCGATCATGGAGCCGGTCGTCACCCTCGTGATCCACG
GTGATCACGTCAACCCGTTCAGCATCGTCGACGGCGAGATCCGGGAGGCGTTGTCGTTCG
AGCTGGACCCGTACTACGAGGCGTCGACGCTGGCGCGTATCGAGTGGGAGACGGCCGACT
CGACCCGCTACATCGAGGTTGTGCTGACCGCCGGCACGAAGTACGACGTCGAGCACGTGC
CCGGTGATCATCCGCGCCGCGGCTGGTGGGTGTGGGAGCTGCACTTGAAGGCGTACATGC
CGTTCTGGCAGGAAGACGACGTCGTCGTGCCGGTGCAGTTCGACTCGGACGGCACCAAGA
CTGCGGTCATATCCAATCCGTCGGGCGTCGACATGGAGCACAAGTACGTCGGGACCGCGG
CGACGTACACGCTGCCGGACAACACGTGGTCGGGGCCGCCGTGGAAGCGTGAGCCGGGCG
GCATGTTCCCGAACCGGACGCTGACCTATCCCGACATCGACCCCGTCGAGAACGTTGGGA
TCACCGTCGACTACTCGCCCGGCGAGATTCCGGTGCGCGACGCGTTCGACCACAACATGG
TTGCGCAGATGCCGTCGCCGGGCGACTATCCGAAGCATCCGATACCGCGGTTCTGTCAGC
CCGTCGAGATCGAGGTGTCGGCGACGAACGTGCCGCCGGAGGGTGCGGTACTCATGATCC
ACCAGGTGCGCCGGTTCCGCCGCGCGTGGGGTCGGGTGTAGGTATGGGTGCGTTCGCGAC
GAAAGAGGCCAAGGCGTACGTGCAGGCGCGTGCGCAGCGGGCGGCGTCCATCGCCGGTCT
CGACTCTGACGACCTGCTCGAACGGTGCAACGCGATCCTCGAAGCGACGAACGCGGCGCG
TCGGGACGAGGCGCGGATACGCCGCGAGGTTCCGATCATGCGGCTGTGGGATGCCGAGTG
GCTGCTGCAGCACGTCGTCGGAAACCCGGTCGAGTATGAGTTTGAGTGGATCGACAACGA
CGCCGGCGCCGGCATGGTCGTCGTGCTCGCCGAGGATCCGCTCGGGCAGTGGGCGCTCGA
TTTCGAGGGCCGCGACCTACGTGAAGAGGGTGTGAATATCCACATCACCGCCGACTATGT
CGGCGCGCGGTGGGGTGGCCGCATGGAAGATGTCACCTCGGAGCTGACGTCGACCGGCGA
CGAGATCGTGACCATCACGTTCATGCACGACATCGAGAATCTGAAATGGATCGAGTGCTT
TCCGTCGCCGTTCCTGCCGGCGATCACACAGTTCAAGGCGTGGATGCTGCTCGGGCCGGT
CAACTGGTGTGCGCTGACGACGCTGTTCGTGAACCTGATGCGCGACGAGACACCGCTCAC
GCTGCCCGACGACCCGCTCGACCCGTCGGAATACGTCGAAGGGTTCGACGTCAACAACTG
GCAGATCATGGTGAATCCGGTCAGTTTCATCGAGGCGATGGAATCGGGCGTCGTGTGGGG
TCTGCCGATCATCCGCATGAAGTACTGGTACGACGCGTTCATCGCGATGATCGAGGACGC
CGAGCTGTCGATACAGGCTGACCGGTGGCTCGTAGGGGACGACCTGCCCTACGAGGGCGC
CGACCCGCGCAACGGGCAGCTGATCATTTCGCTGGTCGACAAGTCGGGCCGGTTCAACTC
AGGCACCAGCCACGGCGGCAACCTGTTCGGCGGGCTGGTCAACACGATCGACCAGTTCAC
CGAGGACTTTCTCGACACCACCCGGTCGGTGATCACCGGGCAGCCGATGCCCAACGAGTA
CATGCAGATCGGCTACAAGTCGACGAACAAGGTGCTGCCGTACGTGGTGCTGCGTCCCGG
TTTCACGCCGGGTGTGATCAGCGCACGGTTCACTCGGACGCCGGAGAAAACGGCGAAAAT
CATCACCGGAGGCAAGTCGGCACCAGGCGTCAACGAGGGTATAGGGGCGCTGATTCAGGC
CATTGGGGATATTGTCGGCGATAATATTTCGTTCGCCGGATACGGCGTCGGATCTATCGG
CGGCGCAATTGACACCCTGCTCAGGCCCATTTACGAGCACACGATATTAGCTTGGACGGA
CACGAAGTCGTTCCCGCGTGCGCAAAAACTCGGCTGGTCACGGTACGTCGAGTTCTTCCA
AGAGGGCGCCGACCAGGCGTACACGCTGAACTCGTTGATGGTGATTCGTACCGGGCTGTG
GGCGACGCGCCGGTGGTCGTCGCACGAGGTGAAGATCCTCGACTCGTGTCCGTGGATGCT
TGGCGACAACGGTGTCGGGCACATGTGGGTCGGCGACCGCATCGCGTCGACGAGGCCGCG
GGATCTGTCCGGACTCGTGTTCGTCGAGCGGATCAAAAAGGTGGTGCTCGGCGCGTCGGA
GGACGACTTCCATCCTGAGTGGACGATTACGATCGGCTCGGACGCGAAGAACCGCGACCC
GTTCGAGGAAGGTCTCGAACGTATCCGCAGTCTGACCAGTGGACTGCACGACATCGGGAT
CGTGTGAAGAACGATGGTGCTACGTCCGACGTCGCCGCGACTGTTCGTACGCGCGCTTGC
ACGTGCGGCATGTCCGCTGGCCGTTCGGTCGCGTGTACGTGTTGGCTGCAGTGAACTCGT
GGCCGGCGTCGCAGCTCGTCTTCCGTCCGTTGCGGTGTCGGCCGTGCCGCCGCATGTCGT
CAGCGTTGTCGAGCGAAGTGCCCCACCGCAGATTGGCGGGCACGTTGTTCAGGCCGTCGC
CGTCGGCGTGGCACACCTGATGCCGTGGTGTCGGCGGCGTGCCGTGGAACGCGAGCGCGA
CCAGGCGGTGCACGTTTCTCGGCGCGTACTTCCCGTCGAGCGTGATCATCACGACGGCGT
AGCGTCCGACTGTTCGTTGGGTGAGGATGCGCACACGGCCGCGCTTGACGGACCTGATCC
GCGCGAGAGTCGATGCCTCGTACTCGCCGCGCAGACCGGGGATCGGGCGCCACTGTTCGG
TAGAGTCGTCCATGTCGAACCTCGTCTCAGGTTGGGCCATGCCCCGGAACGGTTGCAGCC
GTTGCCGGGGTTCCCCTTTGCGGGGCATGACCGACACTACAGTGCAGCTATGACCTGCAG
GGAGGCGATCTGATGGGCCGCAAACCGTCACGCAAGCGTCAGGACCGGGGGCCGCGCCGC
CCGAAGATCACCGCGCCGGAGTTCCCGACGTTCGACAACTGCGACCCCGACGACCCCGAC
AACTTCGCTGTGCCGGCGCTCGTCGGGCTGCCGGGCATGACGGGCGCGCCGCTGCCGATG
ATGGTGAAGATGCTCCGCAAGGTGTCGCGCCGGTTGTGGGACTGCGGTTTCCGGTATCAC
CCGGAGCTGCGGACCATCCGCTATAAGAAGCCGCTCGTCGGCGATCCGAACTGGCTGCAG
AATCCGGGCACGTGGGTGCCGATCGACGCGCCGGACGACGACGCCGAGAGCAAGTCGAAG
CAGCTGACACCGGAGCAGAAGGCGGCGATCCGGAAGCGGTTCAACCTCGACGACGACGAA
CCGAAGCCGCTGATCCCTGACGAGCCGGGCAAGGTGCCGTATCTGACCGCCGACGGCCGA
ACGATCATGGTGACGCCGGCGCAGGCCGCCCGGTACGCGCAGGCGAAGCGGGACGCGAAA
CGTGCTCGCAGACAGGACGAACGCCGATGACCTCACCGAACCTCACACCGGCGTCACTCG
CCGACTACGACGACGTCGCGAACGCCGTCGGTATCGCCGAGTCGCAGGCCAAGACAGCGC
AGGGCTGGATCGACGAGCAGGTCGCGCGGGTCGCCGGCGAGGTGAACGGTGTCGTCGGGT
GGATCACCGACGGACTCGAAACGGTGATCAGCTCGATTGTCGATTTCATGACGACCGGCG
AGACGCGCAACCTGCAGTCGGCGGCGGCGTTCATCCACGACAAGATCAGCGACTTCGTGT
TCGACGTCATCGAGAACCTGCAGGACTTGTGGAAGGCGCTCACCTCGACATACGAGGGCG
ACGACGAGTGGTTGCTGAACATTCAGGCGTGGCGCGACAGCCTGTTCGGGTGGATCGACG
ACGTCGCCGATTTCATCCAGAACCTGCTGGACGCGATCCTGCGTGGCATCCGCGGTATCC
CGGTCGTCGGCGGCACGATCGCCGACATCATCGGCGGCGTCGGGACGGTCGCGACCAACG
CGCAGGATGCCGTCGAAACTGCTGTGTCGGTGGGCATTCAGGTCAATTACGTGCAGCAGG
TCATCGCATTGCAGTCGGGCATGGGAGTTCACGAGACCGGCCCGGACCGCACCGGCACGC
CGTCGTTCAATTTCGGCTACATGAACCGGCCAACGTCGACGTTCACGATCGGCGGCGGCG
CGCACGACCACAACTTGACGGGTTACACCGGCTACGAAACCGCCGGCGGCACCAACCATC
GACACCAACTCAACGGGTCATCTGCGGGTGCATCCTCGTCGGGGTCCGATCACACACATA
CCGTCACGATGTCGACAGCGCCGCCAACGATTTCGGTCACCGCGAACTATGCGCCGTGGG
CAAACGTCATTTTCAAGACGGCCGCCGAACGCAAAGTGCTGACGTGGGAGGCCTACAAAT
CGGGCACCGTATCCACGTTCAACCTCGACGTGTACAAACTCGAAGCCGACGGGTCGTCGA
CGTGGGTCTATTCGTCGCCCAACCTGGCCGGTGATGTGCCCGTCAATCTGGCGTCGATCG
GCTGGATGCAGCACCTGATGACCGGCACGTCGATCGTCGCTGACATCGGGGATATCTATG
ACGTGCAGTTCCGCATGACCGGCAGCGGCACCGTGTTCGTTACTGGGCTGAACTTCCACA
TGTCGACCCCGCTACCCGGTTTCCGGCCGTACACGATCGGCAGCGGGCGCAACCCGTCGA
GCGACCCAGCACCCGCCGTGATCTCGACCGCAGCACGCGACGCCATGTACACCGGGCCGG
CACCGTTTGTGTCGATCGGCATTGATGTCGGGCAGGTCGCACTGCCCCGCAGTTTCTTCG
ACGACTTCAACCGGTCCGACCTCGGGCCGCGGTGGATCCGATACGGCGATATCGGGATCA
AAGACGGCAAGGTGCAGTACACCGGCAGTGCAATCGCAAACACCACCGCAGCCATGGTCT
ATCACCAGCCGCTCGCGACGGACATCGTCGAAGCCGGCTTCGACGCCACGATCGACGAAG
AGGACATCGGCGTCGGTGTGCACTGCCCGTCGAATCTCAGTAACGGTGTGTGGATCACAG
CGGACGTCGGCGGGGTGCGCATCCAAACCGGTGCCTACGGTTCCCGCACGGACCGGGACA
CCGCGCCGGTGCCCGGTTCCGGCCATTACACAATCCGAGTGATCCGGGACGAAGGCGACA
CGCATTTCATCTACCAAGGATTTTTCGGTGACCCCAACGCCGAGGGGGCGGTGCCGGTAG
TGACGTGGGCGGACACCGGTAACACCGTTCCCGCTGGCATCGGGCGTCGGTGGGTAGGGA
AACTCGCCCGCCGCAACGGCCTTATCTACCCGTCCGGGCGGGGCGACAATTGGGCGGCGG
CCGACATCACCACAACCGAGGAGACATAGCCGGAATGGGTACACACAGCAAACACCCCGC
CGACGTCCGTGACCTGCAGTTCGATTTCGGCGCGTTCCTCGCCCGCATCGGAGGCTCAGC
GATCAGCGAGGCCACGTTCTCGTCGACGCCGACCGGCCTCACATTGTCTGGCGACGACCA
CACGTTGAGCACCGCAACAGTACGGGTGGGTGGAGGCGTACTAGGCATGGATTACCGGGT
GACCTGTCACGCCACGACCACCGGCGGCCAGATCGTCAACCGGTCGACGACCGTTCAGGT
GCGTGATTTGTGAGCGCACTCGCCGCCGTCACTCCTGCAGTAGTCGAGGTTGCCGCCGAC
GACTGGGTCGACGAGTGCGCTGTCGGGTCATGGGTTGAGGTCGTGGCCGCCGACAACTGG
GGGACGACCTTGTGGGGGATCACGCCACCGATCGGGGACACCCTGACCGTCGGTGACGGC
TTCATCATCTGGTGAACGGTGGGTGCAGGTTAGTCTGTAGGCGACAGGGTCGCGGGCTAG
GTGCCGGGCATACCGTCCGAACCTCGGAGTATCCGCACACATGTCCACGATCATCGACAC
CGCTGCCAGGTCAGCTCGGAACGTGTGCCCAACGCTGGCCGGAGATGATGCCGCAGGCGT
GCGCGTAGTTGATCCCGTACTGTTCGGCGATGGCGCGGCGGGATGTCCCGCCCACGTGGG
CTCGGCGGATAGCGATAATGTCTCGCTCTGTCAGTCGGCGACCGAACGCTCTCGGGCTGC
GCTGCCAGAGCATGTCGCGAACGTTGTCGCCTTGCGTTCCCAGAATCAAATGCTTCGGGT
TGACGCATCGGCGGTTATCGCAGGTATGCCGCACGACGAGCCCGTCGGGCACGTCGCCGT
TCGTGACGCGGTATGCGGCGCGGTGCGCGTTCGTCACGTTGCCGGCGACGCACACTCTGC
CGTAACCGGTGTCGTTGACGTTTCCTTGCCACGGCCAGCACGAGTCGTCGGCGAGGCCAT
GCGGCGTGCCGTCTCGGACGGCGTCGGCGAGCGATCGGCCGTTGTCGTTTCGGGGGCGCA
CAGGAGGGCCGCTGGTCGGGTCACCATATGTGCGGTATCGCCGATAATGGGATCGGCAGA
ACCCGCGTGCAAACTGGGGCCGCACACACTCATTGACCGAACACCCTGCCGTTTTATCCA
TACTGACCACACTACCGTTAGGCGAACCGCATGACGACCGTGATCGACACTGCGGGTGGA
TTCCCCTCACCTGAGGCAATCAAAGCTGCGGGCCACTCTGGCTTGATGGCGTACGTGTCG
CTGTCCCGTCCTGGCAGCAACTTCGCGGGAAAGCCGATCACACGAGCTATCGCGGATCGC
TACCGCGCCGCAGGTGTGGACATCGGGGCCATATTCCAGTACGGCAAACCGCAGGGCACC
GCGCCGTCGGACTGGACGACCGGGTTTGAGGGTGGCAAACGTATGGCCGCGCAGGCGCTG
CGTATCGCTCGCGACGCCGGCATGCCCGGCTGGTGCCCGATCTATTTCGCCGTCGACGAG
AACATCACTCTGCAGCAGTGGAACGACACGGCCGTGCATTTCTTCCGCGGCGCCGGCGAG
GCGATCGGCGTCGAGTGGGTCGGCATCTACGGGCACTCGCGTGTGTGTCACTGGGCGATC
GAGGACAAGGTCGTCGGCCGGTCACCGAAGCCGGGATCCGGGCCGTGGGCGTGGGTAACC
CGCGCATGGTCGGATGACACCGGCACCGGATACGCGTCGCTGTATCAGCGCGTCATCGAC
ACGCCGTCGAATCCGGGGCCGCTCGTCGACGGGATCCGCGTCGACGTCAACGACGTCTAC
GCCGCCGATTGGGGGCAGTGGTCGGTCGACCGCACACCGAACGCCGGGCAGCCGGCACCA
GCACCAACAGCACCCGGAGGGCCGGCAGATATGGCACGCATCGGATACGGCGTCACGCAC
ACGATCCCCGCCGGGTCGGACGGGCCGCGCCGCGCGGACGACTACGTCGGCGTGCACACG
CAGGAAGGCGGGAAGGGCGACGCGATCGGACTGGCGAACTACTGCAAGACCGCGGGCGTG
TCCTACAACGACGCCGTGGACGATGTGTACACCGTCCGCATGATGCCGCCCGGCAACGCG
CCGTGGGCTGCTGTGCAGGCGAACGCCGTCGGCTACCACGTCGTGCTCGCCGGCAGTTTC
GTGTCGTGGTCGCGTGACCGGTGGCTGTCGAAGGATGCATCGGACGGACTCGACGAAGAC
GCGATGCTGACCCGCGCCGCCCGCTGTGTCGCCGCAGCATGTCAAGAGTTCGGGATCCCC
GTCGAGTGGGTCGGGAACAACGGCGCGACCGGGTGGCCGCAGAAGCGCGGCATCTGCGGG
CACAAGGACTTCGGGGCGCGCGGCGGCGGCCACACCGACCCGTACCCGAACTTCCCAATC
GACGAGTTCATGCGCCGGGTGCGGGCATTCTTCGCGCCGCCGTCACCGAACCTGATCGAC
GCCGAGGCGAAAGTCGCCGCCCGCTGGATCGGCAAGCGCATCACCGGTGCCGCGACACCG
ACGACCACCGACGACGAAACACCGCTGTTCCTCGACGGTAAGAAGATCGGCGCGTTCGCG
CGGTTCGAGTCCGGGCACGTGTACTGGCGTCTCGGCGCCGCCCTGGCGTACGCGATCCCC
GCCGGCGGGCTGTTCGAGGCGTACGCCGCCCGCGACTGGGAGCGCGGTCTAGGGTTCCCG
GTGCTGCGGCACACGGTCGTCACCACACCGGCCAGCAAGGTCACCGCCGGCGTGCAGTCG
TTCGAGGGCGGCGTGTTGTTCACACCTGTTGGCGGACCTGTGGAGGGATTCGTCGTGCAC
GGCGAGATCGGCAAACGGTACGCGGCGATGGACTGGGAACAGGGACCACTCGGTCTACCC
ACATCGGACGAACGACCGGTGCCGAATACCGACCTGATCGAGCAACGGTTCGAGTTCGGG
AAACTGACCTACGTGCCGACGGGCGTACTCGTCGAGCTGGTCACCAACTAGAGAGAGGCA
CCACCATGACGCACCGAGATCCCCTCACCGGTGTGCAGGCACCAGCGGCCGGCGCACCGT
TCACGTTCGGCGGGTTCGTGATCGACGTCGCCGAGAAGTCGGGCAAGACGTTCGCGCAGA
CCCTGCTGCTGTTCCTGACCCTCGGCGTCAGCGTCACCGCGGTGCCGTGGACGACCGCGC
TGCAGGGCGCGGCGATCGCGACCGTGTCGACCGCCGGCATCGCGGTCGTGCAGTCGGCGT
GGACGTCGCCGAATCAGTACATCGAGTCGTTCGCCCGCGCCGGCCGTACGTTCGTCGCGA
CCGGTGTCGGCGCGCTGCCGGTCGTCTCCGCTGACCATGCGGTCGTGTTCGCTGACGTCA
ACTGGTGGGAGCTGGCCGGAGTATCGGGCACTGCTGCAGCGATCAGTCTGCTGACGTCGG
TCGCGTCGTGGAAGATCGGCGCCGACAAGGCATCGCCGAGCCTCGTGCGATGACACTGGC
GGAGCACGCCTCACTGCAATCTGCGGCGGGGCTGGTGAGACTGCGTATCCAGCTGGTCTA
TCCCGAAGTCGTGCTGCTGCAGGCCGGCATGTTCCTGACGATGATCTGGCGTGGACTCGA
CTACGCGATCCCGCCGAACGACGAACCGACGACGCTATCGGCGATCGAGCAGGCCGCACC
GTTCAACGTGTGGGGCGGGCTGTTCCTGCTCGGCGGCGTGACCGGGCTGCTCGGTCTGCG
GTATGTGCGGTGGCCGCTGACCGTGTTCGCGCACGGACTCGGCGTGGCACTGTACTTCGC
GTTCTCACTCGGGTCGCTGGTGTCGATTATCGTGCGCGCCGGCGAACCACCGACGATGCT
CGCGTTCGCGTGGATCACCGCGCTGTTGGGGTCGGCGGCAATCACGATCGCTGTCGTGTC
GTGGGCGTGGCCGCAGTACCGGGCTGTGTCGTGGGTGATCGCGGCAGTCGCCGCCGTCGC
ATCGGTGGTCATCACCGCATCGTCGTCGGACGTGTACGGGTGGCGCACCGCGACTGGCTG
GCTGTTCGTGCTGTGTGTCGGTCATGCTGTCATGGCGAGCGCGTCGTCGGACGCGTGGAA
GGACTACACCGGCCGGGGGGCCGCAGAGATACGACGTCGGGGGCAGACGAAAGAGTCGAC
CAGTGGACCCTAATGCACTGCCGGACAACACCCCCGGATGGATCGTGCTGGCCGCGTTTG
TGCTCGTCGGGTTGAAGTATCTGGGGCAGTTCCTCGCCGAGGCGTCGGAGACGTGGGCGA
AGGTACTCGGCCCGCTCGGTAAGCGGTGGCGGGCGCGGGGCGCGCGCCGTCAGATCGAGC
GGGCCGAGACCGCGGGCGGGCAACTCGCGTCGCTCGAATCTGACATGAAGTTCTACCGGG
CGCGGGCGCACCGGTTCGAGCGCAGGCACGGCCGGTTCCTCGAATGGTACGAGCAGGTTG
ACCAGCCGTTCCACGACGATCTGCACATCACCGCAGCCGAGTCACGCATGCGGCTGCCGG
AGTGGCAGCGACTCTCGGACTGGATGCGTGAGCACCCGGACCCGATCGACCAGCCGCGCA
GCGGCGACGAGAAAGTGGGCAGCAGTGACTGAACCGATCTACGTGTTCACGTTCCGCGGT
ATCAGCGAACGACTGAACGGCAACCTGATCGACCTGCTGCCGCTGCCGGACGGCGCGATC
CGCATCGAAGTGCCGTGGGCCGCATCGTACGGGCCAGTGCCGCAACCGTTCGGGCTGTCC
TATCACGACAGCCTCGCCGCCGGCATGGCGCTCGGCGAGCGCATGGTCAAAGATGTTCTG
CTCGACGAGCCGTTCGCCCGCATCGTGTTCGTCGGCTACTCGGGTGGCGCTGCGCTGGCC
GGCGACCTCGCCGCGAAGCTCGGCGGGTCGCTCGTCGACGCCGTGATTCTGATCGCCGAC
CCGAACGCGCCGGGCACGTCGAGTGTGCACGGCATCGTCCGGCGCCGTGAGACCGGGTTG
GCGACGTACTGGCTGTCCAATCCGAACGACGGTATCTGTTCGTGCCCGCGGTACAACCCG
CTGCGCATCATCGCCCGTACGACACCGTGCATCGCGCTCGACCGGCGGTCGTGGGGCGCG
CAGGGTGCGGACGTGTGGCGGCAGCTGAACGACCCGGCGACGCGCCGCACGATGGCTGCC
GAGATCGGGCCGCCGTGGTCGCCGGTCACGTGGCACCGGTGGGAGCGGGCGTTTCAACTC
GCCGACGGTTATCTGTCTCAGCGTGAGCATGTGCAGTGGTATCGGTCGCCGGCGCGGATG
CGTGCCGCGGGTGCGTGGCTGACCCGCACTTTGGCATAACCTGTCGCGTCCCGTCACACG
CTGGCACACATTCGTGTTACCGTGGGCGGGACCGAAACCGCACACAACCGAAGGGGCCGC
ACCCCATGACCATCGCACCGCTCACCAACCGTCCAGAGCACGCCGTCGCCGACGACGAGT
TCGACTCCGACCTCGCACCGACCGACCTCGTGTTCCCGCTGCTCGACGTTCACATCGTCG
ACCGCGTCGCCGAGATTCCCGGCGCGCTCGCCGCGCTCGGCGCACTGATCGACACGCTGC
GCGGCGCCGCCAACGTCGAGTTCGGCGCCGGCACTATCGCCGTCACCGGCAACCGCACAC
CCGACGAGCTGCAGCAGCGGCTGCAGCAGCGGCAACGCATGTACGACGAGGGCCGCGACA
TCTATCAGCGGTACCTCGACCACATCGACGCCGGCGACGACGAACAGGCCGCCACGATCG
CGACCGTCAGCAAGTACCGGTGGCACTACTACCTCGGCCGCGAGGGCATCACCGAGGTCG
GCGGGCAGTCGGTGCCGGAGTTCCGGGCATGAGCGCGTGCTCGTCGTGCGGCGAGACGAT
CATCTTCGCCAAGACCGCGAAGGGCAAGGCGATGCCGCTCGACCCCGAACCGAACGCCAC
CCGCGGGAACGTGTACGTCACCGGTCAGGGCCGCGACATGACGGCAACGAAACTGACTGA
CGCGCTCGCACAACGGTTCCGCGAGGACGGCAAGCTGCTCTACCTGTCGCACTTCGCGAC
GTGCCCGAACGCTGACCGCCACCGCCGAGGGGGCCGACGATGACCATCGACGTCAATCCG
TGGGACGACACCAGCGTCATGCTGCAGCGGTTCGACCTCGACACCTACAGCGGCCGCATC
GGCTGGCTGTGGCAACGCCGCAACGGCATCGGCTCGTCGGAGTGCTCGTCGGTGCTCGGT
CTGAATCCGTGGCCGGACGCGACCGCATGGCACGTGTGGATGGACAAAGTCGCGCTGCTG
CCCCTCGACGACGGCCGAGACTCGGAGCAGATGGAGATCGGCCGCGAAGTCGAATCGGCG
ATCGTGCGTATCGTCGCCCGCCGTCTCGGCGTCGAGCACTACGGGATCCCCGCGCTCGCC
AACCGGCAGCACGGATGGATGCGCAGCAACGTCGACCGCGTGTTCGTCACCAACGACGGG
CCTATCCCGTTCGAGGCGAAGAACACCAGCGAGTACCTGCTGCACGAATGGATCGACCAG
GTACCCGACCACGCCGAGCTGCAGATTCTGCACACCCTGAACGTGACCGGCGCACCGTAC
GGGTACGTCGGCGGCATGATCGGCGGCCGGCGCGTCGTGTTCCAACGCATCGACCGCAAC
GAGTCGCTGCTGCAGCACATCGCCGACGTCGAACGCGAACTGTGGGATCGGGTGCTCGGC
TACAAGGCGGCGATCGCCCGCGGCGCCACCGTCGACGAGGCGCGCGAAGAGTTCGAGCCG
ACCGTCACCGAACGCGACACCGTCGACAGCATCATCGGTGCGGCACCGCGGCGCGACGTC
GACGAGATCGTGCTCACCGACGAGCAGGCCGAACGGGCGCGGCTGTGGGTCGCCGACTAC
CAGGCAGCGCAGCTCGCCGAGAAGTCGGCGCAGGCCGGCAAGGATGACGCGCGGAACAAG
CTGGTGCAGCTCGCCAACGGGCACACCCGCATGCTCGCCGAGGTCGGCCGCGACGGTGAG
GGCAAGCCGATACACGAGGTCATCGCCACCGTGCAGCGCGGCAACTTCGCCAAGGCGCGG
TTCATCGCGGCGCACCAGGACATCGCCGACGTCACCATGAAGAAAGTCGAAGTGCTCGAC
GTCGACGCGTTGAAGACCGAACACCCGGACCTGTACCGACAGTTCCAATCCCGCCATATC
CGCACACCGAAACGCAAGGAGAACTGACCATGCCCGCATCCACCACCAACGACCGGTACG
TCGGCCACCTGTCCGAGCAGCAACTCGCCCGCGTCGAGGCGCTGCACGTCGCGCGCGGCG
TCCTGCAGTCGACCGCGTTCCTGTCATCCACCGCCGGCGCCGCACCCGACGGACTCATCG
ACGTCGCCGAGTACATCGTGCAGGGCGTCACCTCGACAGTCCGCACCATGATCCGCACAG
ACGATGGCGTCGTCGACGCGCCGGTCGTCGACGATGACGAGCCGTGGGAGGAATGATGAC
CGGCGCTGAGCACTACGACCAGGCGCTGCGGCTACTCGCCGCGGCCGGCCGGTGGTCCGA
CGACGCCGACGAGTGCCGGCGCCGCGGCACCCTCGCAGCCGTCGAGGCCGGTGACCGCCG
CGCAAGTCGCGAACACGACCTCGAAGCGCGCGAGTCGGCAGCCAAAGCTCGCATCCTGCG
TGAGACCGCGCAGGTTCACGCAACACTCGCGGTCGCGCAGGTCACTGCAGCGGCCGCACT
CACGAAAGGGAAGTGATCGAATTGGGCAAGAATCTGGCAGAGCGGGCGACCGCCGAGGTG
CAGCAGGGCGGCGAGCAGAAACCGCCCACGCTGTTCAAGCAGATCGACAACATGCAGGTG
GAGTTCCAGCGCGCCATGCCGCAGGGCGCTGAGGCTCGGCAGCTGGTGCGTGACGCGCAG
ACCGCGCTGCGGCAGGTCAAGGATCTCGGCAAGTGCGAACCGTCGACCGTGCTCGGTGCG
CTCATGACGTGCGCGCAGCTCGGGCTGCGACCCGGCGTCCTCGGGCAGGCGTACGTCCTG
CCGTTCTGGGACAACCGCGACAAGGTGCACAAGGCGCAGCTGATCGTCGGATACAAGGGC
CTGCTGTCGCTGGTCTACCGGTCAGGCATGGTCGAAACCGTCGCCGCCCGCATCATCTAC
GAACACGACGAGTGGCTGCTCGAATACGGGCTCGGCGAGGACACCCTGATCCACCGGCCG
CCGGCAGGGTTCGGCGAGCGCGGCAAACCGGTCGCCTACTACGCAATCGCCCGGATGAAG
GGCGGCGGCTACGCGATCACCGACCCGATGTCCGTCGAGGAAATGCAGGCACACGCCGAG
AAGCACTCGCGGGCATCGCGGTTCGGGCCGTGGAAAGACCACTTTGACCAGATGGCACTG
AAAACGATGCTGCGCAAGCTGTGCGCCACGCTGCCGCAGTCGACCACCATCGAGCAGGCG
ATCATGCACGATGGTGCAGTGCGCGCTGACACGTCGACAGCAGCAGTCGACCACACCCCG
GAGTACGTCGACAGCGAAGTCGTCGACGACGGCGGTGAGGGCGAAGCCGGGCCGGCCGAG
CTGACACCGCAGCAGCAGATCGAACGCGGGCTGCAGGCCGAAGGAATCACCGACCCGGAG
AACGTGGCGAAGTGGCTGCAGAACATTCTTGGCGACCCCGACGCACCCCAAACCCCGGCC
GAACTGACTGATGCCGAGGCCGGACAAGTGCTCGACGCGATCCGCGCGTCGAACAACAAC
TGAGAGAGGGACCAGACCCCATGACCGAAGAACGTGGCAAGAAAGTCACCAACGCCAACG
GCACCGAACCGGGCACCGACGGCGCTCTCGTCAAATACATGTTCAGCGGCAGCCCGCAGG
ACATGTTCGAGTTCGCGCCGCAGGCCGGCGAGGTGCGCGTGATGACCGTCGTCGCCGAAT
GCACCCGCGACACCGGCCGCCGACTCACACACGACGGCAAACAGCTCGTCGCGCCGTGGG
CGATCCGCGAGGTCACCCTCGGCCGGCAGACCACACTGCGCGACGACACCGACCCCAATC
AGACCGCGATCGACGACCCCGACCAGACGCCAGACGACGACGACCCTGAACCGGACGACG
AGACGCAGGCCGCCGGCGCTGAGCGGGCAGCGATCGCCGCTGTGCCCGACCCGTTCACCG
TCAACGAGCCACCGCAGGATGACGGCACCGCCGAGGACTGACCGCTGCTGGCGGCTGCGC
TACGACCTCCCTGGACGCGCAGCCGCCGGCACCCCGGTCACACATCTCGGCTACTGCCCC
ACCGACCCCGACGAACACGTCGTCAGCATCGGCGGCCGCGTCTACACGCTGCCCGCGTAC
TGGCTCGACGTCGCCGCCACCGACAGTTGGACACCATGACGCAACCTGCACCAGACGCCA
CCGACCAGGGCGCAATGAGCATCGACGACACCGCCGTGTTCCTCGGCCGTATCAGTCGCC
GACAGGTCTACCGGCTCATCGAGGACGGGCACCTCGACCGCATCCACATCGGCCGCCGCG
CGCTCATCACCCGCGCGTCGTGCGACCGATACCTCGCATCCCTCACGACCAAGGCGTAAG
GTGCCGACATGACCAAAAACCGTGCGGGAAACATGGCAGATAAATACGCGGTGATCTATC
CGTGGACCCTTGACCACCCCGACGTCCTCGACCTCACGCTGCGGGCGCGTATCGCTTACG
TCGAGCTGATCGCGATTGCTGGCGCTGACGGCATCATCACCGATCGCAGACTCGAACGAA
CCATGCGAAAGGATCATCGCGAACGGCTGATCGCCGCCGGTCTCATCGTCGAGAACGACG
ACCCACACGAGGTCGGAACGTACCGGGTGCTGCAGCCTGAATCCGCCTATGCGCCGCTGG
TCGCCGCAGGATGAATCGGTACCTGTGGAACAAACAACTCCGCGGGTGCCTGACGAGACT
TACGCCGACCGAGTACATCGTGTTGACCATGCTCGCCACCTACAGCAACCGCGCCGGCGC
TGGCGCTCGCCCGGCTGCGGCGACGCTCGCCGAGGACTGTGACGTCAGCGTGAACACCGT
GCGCCGCGCGTTGACCCAACTCGTCGAAAAGGGATACGTGATCGTGGCTGAACCTGGTGG
CGGCCGCAACCGGCCGACTGTGTACGACCTCGTGGAGACACCCCCGAACGCCGTCGGGAA
ACCTACCCTCGATGATGGGTATGTTTCCGACGAAGAACATACCCACCTGGATGGGTACGT
TTCGGAGTCGAAAACCACCCACCCAGATGGGTATGTTTCGAGGCGTAAACCTACCCACGA
AACTGGGAAGAACCTTAAAACCTACCCATCTGAGGCCCTAAACGTACCCACCCAGATGGG
TACCGATCAGGTAGATCAAGAAGAACTAGATCAAGAACTACCCGCCCATGCAGTTAGCTC
ACCCTCGCGCGCACACACACGGGCGCGCGAGGCGACGTCTACGTTCACAGACGGCGTGCC
GCTGCCACCCGAACCGGTCGACGACCCGATGCCCGCCACAGCTGGTGCGCTCGCGCTCGT
CCCGGCCCTACCCGACCGCCGACCCGACGGCCGACGCATCCCCAAACGGACCCGCAACCA
GATGCTCGCCGAGCTGAACGCGACCGCCCGCAGCGTCGACGCCGCACGCATCGCCAGCGC
ATTCGAGGCCAGCCTCGGCGGCCGACTCGACCGCGCGACCCTCGTCGAGATCGGGCGGGT
CTGCGATGGGCTGCTCCGCGACGGCATCCCGCCCGCGCAGATCGCCGCAGGCATCACCGC
GTGGCACGACAGCGACCGGCTCTATCCGTCCCAGATACCGCGGTTCGTCGCCAAAGCCGC
CCGCACCAGCCGACCCGCCACCGGCAAACCCACCGCCGCCGCCGTCGAAGCGCACGACGT
CGCCGCCCAACTCATCGAGGAACTAGGGTTATGACCAGCCGCGAAACCGTCGAAGCCGCC
GAGAAGGCGTGGCAGACAGCCCGATTCATCGACGACCGACTCGGGCAACCCGACCCCAAC
CGGCTCCGCATGTGGGTAGACATGTTCGCGCGCACCAACGTTCACCCCGACGAAGCCGTC
GAAGCCGTGAAAAGCTGGTACGCCGTCGGCGGCCGCGACCGCGTCATCCAGCCCGGCGAC
ATCTGCGCCGGAGTCCGCGACCTCCGACGGGCAGCCATCGAACGCGACCACGCCGCGAGC
CTCGCCGCACAGCCCGCCGTCGCCACCGACCCGCAACTCGGCATCCCCATCGCAGGCGCC
GACGGCGAACCCATCTGGCCCGCCTACGACGTCGACGACGCCGGGAACTACACCTGCGAC
ACCTGCCACGCCGAACCCGATCAGGCATGCGTGAACCTCGCAACGAACATGACCCGAAAG
ATCCCCTGCGCCAGCCGACTACTGAAAGCGAGGCGAGCAGCCAAACACACATAGCGTGTC
CCACTGTCTGGATACGACGTGGAGCGACAAACAGGGCATCCAGAGGGGAGTAGGGCCGGA
AACGAAAATCGTCCCGCAGAACAGCGATCAGGGCCAGAATGGACAGACCCCCAACCGACC
CCTAGAACCGACACCATGACCACCCCACAACCACCCCACACATGCCGATGCGGCGCACGC
TGGTCAGCGCTCGGCGCATGCCACTGCAGCGGCTGTCACCGCACATTCACCGCACTCACA
CCATTCGACCGACACCGACGAGGCGACCAATGCCTCGACCCCGCAACCCTCGGACTCATC
GAACACCAACGATCCGGATACACCGCATGGGGCGCACCCGGCGGACGCTACGACGACGAC
CAGTAACCGCACACTCCACCAGACGGGCACAAACACCATGACCGACCACCGCACAACCGC
CGAAAACGACCTCGCACGCGCCATCCACGCACTCGCCGACGCGATCGCCACACACGCACG
CCAGTTCGACCCCGACGCCGCCAACCGGTTCCTGATCAACCCGGTCCGGCCCAAGGCCGG
GCAGTGAACTGGCGCGCGGCTATCGTCGCCGCCGCACTCGTCGTCGCGATCATCTCCGCG
CTGCTGTTCGTCGGGTCGGCGCGTCTCGACGACGAGGTGCAGGCCGGGCGCGGCGTGTTC
ATATTCGGGTCGCTGCTCGTCGCATCAGTCGCGGTTGCCGCCGGCGTTGGGTTCGGCGCG
TGAGGCAGCAGCAGAATTGCCCGCAATGCTCGGCGATCATCACCGTGCCACCGATCGACG
CGCTGCTCTGCCCCGCGTGCGGTGCGATCGCCGTCGTCACCGAACAGGGATTGCTCGCCG
TCCCCGACGTCGACCAGCTCGACCTGATCCTGCTGCGACCCGAAGTCCGCAGGCTCATCG
AACAAGCGAGCGCGATCCGGCAGGCCCTGTTCGGCGGGCAGTTCACCCTCACCGACCCGA
CCGGGCTACTCGACCCCGAACCACACTCGACACTCGCGCAAGCGATCGCACGCGCACAAA
CCGCGCCGTGGCCGATCACCGCATGGGTCATCATTGACCCAAGCGGCCACGTCGCCGCCC
ACCGCACACCCCGAAGGGACCAACCAGCATGACCGACCAGAAACCCTCCACACCGCCCGC
CGGCCCGTCCGGTGTGTCACGACCGCAGGACAACCACGACGTGCAGCAGGCGCTGCGCCG
CGTGAACGACGTCATCGGCGGCGCGCTGCGGCAGATCGCCGCGATCACCGGGCAACCCGA
CCCGGCACCGCCGGCCGCGCCGGCACCGAACCACCTCGACGCGATGCGCGAAGCGTGGGG
CGAGGGCTACTACGAGGGCACCCGCGCCGGCACCAACGCCGACGGGCACACGAGCAACCC
GTACGCGAAGCTGCTCGACGACCGCCGCGCGTTCGTGAGCGAGCGGGTCGACAACGCGTT
CGGCAGCCTGACCGACGTCGCAGGCGACGACGTGCTCGGCGACGACAACGCCGAATGGTT
CGACGCCGTGCTCGACGCACACGACGAATGGCTCACACTGCAACGCCACATCGAACCGCA
GCCCGCCACCACCACGCACGACGAAGCTCACCTGCGGGCGGTGGTCGACACGATCCGCGA
GGGTGGCGGCAGCTGCGAGATCCACGGCGTGAAGATCGCGAAACTCGTCGATGACACCGG
GCGCACCGACACCGACGTCGCACTCGTGAACGCGCAGATACGTGCCGAACAGGCAGAGGC
GCGTGTCGCCGCACTCGACGGCGTGCTGCACCGGATCGCCGACACCACCGCACCCGACGC
CACCGGTGACCGCAGCTACGAGGACATGGTCGACGACGCGCGTACCGTGCTCACCCGCGC
CGGCTACGGCACACAGCCCGGCGGTTGGGTGCCGCCGTACAGTGCCGACACCGCGCTCGG
CAAAATCTGGCACGTCGTCAGCGAGGGAGACAGCGAGGCCACGTACAACGGCGTGCGCGA
CATTCTCGCCGACATGGGCTACCACGAGCACGTACACACCCGACTCGCCACCGCCGACGA
CGCACCCGTCGAACTGTGCGGCGACAGATTCGACGGGTTCGCCGGTGAGTACACGTGCAC
CGAACCGGCCGGCCACACCGGCGGCGTGCACCGCGACGGGCAGCACGGCACAACGTGGGT
CGCCGAGGAAGTGGTCGACCACGCCGCGCTGCCCGGCTGCACCAGCACACACGCACTCGG
TATCGCCGTCTACACATGCCTGCTGTCCGACGGGCACGAGGGATACCACCACGACAAGCG
GTACGGCGTCGCATGGGCCGCTGACGGCAGCTCGTCATGGAGGGTGAAGTGACCGCGCAG
GAGTGGAACGAGCACATCGTCGCCGAGATCGACGTACTCGCCCACGACGCGAAGCTCGGC
ACCCGGCACGAGCAGCATGACGGGTGGTATTTCGAGGTCGACCAGTCGACGCAGAGCGTG
CACGAGGGCACCGCGCCGCGTCGGGTGCTCACCTGCGGGTGCGGCATCGTGCTCGCCGAG
GGCAACGTCGACCGCGCACACACGAACCGGTACCGCACGATGTTCTATCCGACCGACAAC
CAGCCCGACGGGATGCCGGCGATCCCGCAGGTGGGCGGCGAGTACCCGCACCGGTCGGCC
GCCGAGACCGCGCTCGACGTCGCCCGCGCGCAGCAGACCCGCCGCGGCACCTGGCGAATC
GAGCCGGCATGAGCTGGACCGAGGACTGCAACGCGTGCGGCCACACTCACCCCGACGAGT
GCGACTGCCCGTGTGGCTGCACGATGCACCCCGCCGACACGTGGGACATGACCGAATTGC
CCGGCGATGAGTAGCGGGCAGCGGCCGCGTCGCCGCGCGTACTTCCCCCGCATGAAAGAA
CGGGGGAAGCACCGGCCGCGCCGGCCACGCGTCACCGTCTACGACGCGCAGTGGCGGGCC
GTGTGGCCGCAGCCCAACCTCGACCTAGTCGAGGTGCACGCGTGGACGAACGACCCCGTC
ACCGAGGTCGACGGGCACCTCGTCATCGCGGCGCGCGTCGGGTGGCGGGCACGCAGCGGC
GACGTCCGAATCCAACGAACGGAGACCCTATGACCGACTTCGCTGTCGCACGCCGTACCG
ACGTCACGCAGCAGATCGTCGACCGGCCGGCGACTATCGAGCAGATGCGGGAATGCGTCG
CGAAGCTGCGTGCCGAACAGGACCCCGGCGACCCGGCCCGCATCGTCGGTTTGATGCGCC
GCCCACGCTCACCGATCTGGGAACTCGCCGAACCGTGACCCGTTGACCGTAGCCTCGTCA
TGAGGCTACGGTTACGGGGCACACCCGCACCCCCTACCGCACCAGGGAGACCCCATGACC
GATCGACCCAACGTGTTCGCCGACCGCGAGAACCGGATATGTGTGTACGCGCCACGCGGG
GGAGCCGCCGCCATTCCGTACGTGCTCGGCGAGTTCAACGAGCACGGCGACTTCATCACA
CAGCAGCGTGTCGGTGAGATCCCGGACGGCTACTACTGGGCAGGCTCCGGCGCGCACGAC
CTCGCCAACGAACGTCGTCGCCGCATCGCGAACCGCATACGCCGCGACGACGACCAGTCG
TTCGACGACCTGCTCGCCGGTATCCGCACCCTCGCCGACGTCATCGCGAGCATGTCCGCC
CGGCACGCCGAGGTGTGCGAGGAACGCGACCAGCAGCGGATACGCGCCGAGGCCGCCGAG
CACGACCTCGCCGAGCTACGCCGAGCGACCCGCACATGATCACGCGAGCGATGCAACGCA
ACGCACTGCGCGCGCTCGGCATCGAGCCGGACGGCACCATCGCAGCGGTGACCATCACCA
CCACGAAGGTTGTCGTCGCGCGCGTCCACGCCGAATCAGAGTCGTCATGGACCGACGTCT
ACGACGTGGCGACACCACCGAAAGTGCCGCCCACATGATCCGGCAGCCGTGCGCCGGCTG
CGGCCACGACCGCGTCCTGCACCACACCGACGGGCCGTGCGTCGTCCGACACTGCCCATG
CCGCCACCACCACGAAACGGAGACCCGCACGTGACCATCGCACCGCACAACGTGTCACAG
ATGCTTGACCAGTTCGCCCGCGACGAGCTGACAGCGTCAGAGAAGTTCTCACCGTTCCAC
GCCGAGATTCCCGAAGCGGCCATGCGTCGGCTGCACGACGTCGTCGCGAAGGCGTACACG
TTCGGCTACGAGGACGGGTACGGCGTCGCCATGTCGCAGGCGCAGTACGCGCGCGACCGG
GACACCGAGCGCGCCCGGCAGGCAGCAGCCAGGGCCAAGGCCGAGAGCGTGATCGACGAC
GCGATCGACGAGCTGAACCGGTGACCGTCATCCTCGGTGTCGACCCGTCGCTGACGTCGA
CCGGACTTTGCCGCATCACCATCACACCGCCGACTGTCGTCACCTCGTCAGGTGGTGTCG
ACGACGTCTCCATCCAGACGACGTGCGTCGGCGAGCCGGGCAGTAAAGGGATGACCGTCG
AGCAACGCCGGGCACGTATCCAACGGGCACGCCGCTCGATCCTGCGGGCCGCGCAAGGCG
TCGACCTCGCCGTGATCGAGGTGCCGTTCTACAACCGGAAGACAACGCAGGTCGGACTCA
TGGACCGGTCGTGGTTGTGGGGCACCGTCGTCGACGGGCTGCACGCCGCCGACATTCCGG
TCGTGCACGTCGCCGCCAAGCAACGCGCCAAGTTCGCCACCGACAACGGCAACGCCGACA
AGGCGCAGGTTGCCGAGGCGATCGGCCGGCTGTGGTCGCAGGTGCTCGTCGAGAACGGCC
GACACCGCCAACTCCGCAACGACGACGAGTACGACGCACTCGTCTGCGCCACCATCGGCG
CAGTGAAAACACACCCCCGCTCACGCCTACCCATCCGGGTCCTCGAACACCACCTGCACG
TGGTCGCCGGGCTTGACTGGCAGGCGTGGGACACCTCCGAACAAGGGATCACATGGTGAC
GAACACAACGGTTATCACCGTTCGCCCGCACCAACGGCCGCTGCGCGCGATCCGCTGGGA
CGGCAAGTATCACAGCGCGGTCGACATCGCCCGCGCACTGAACGGCCGAGTCATCGTGTG
GCCGGTCCCCGCCGGCTACGAACACGGCCTGCGTCGCGACTACGAACTGGACCGCAGCAC
CGGCAACGTCCTCGACCGGGCGTCAGCGTTCCTCGTCGTCTACCGGCACGGCGTCGACCC
CGACCCGCAACGCTGCGACGCCGGCACATGGTTCGTGTGGGACGACGACGACGTCAAGAT
TTTCGAGGGCGACGACGAGTTCGACCGGCTGTACTACGTCGACGACGAGGACGCATTCAC
ATGACCGACACCGACCCGGCCCGCGCGACCGCTGACGCGATCGCTGACCGACTGACCAGC
ACGATCCTCGCCCGCTACCAAGGAGACCCGATGACGAAACAAGCCGACCCCAACGGCCGC
CGCCCCATGACCGCACCGCCGGCCACCCTCGCCGAATACCAGCCGCCGCTGCACGTGCAG
GCCATGCTCGAAACGGCGACCGCCGAAGGGCGCGCCGAAGCGCTCGCCGAACAACTGTCA
GACCTGTCGCTCGACCGTATGGCGCTCGTCGACCGGCTCGCCGACCGTGAACGCGAAGCG
GCGAGCGTCATCGTCGACCTGCACGTCGCCAACGCACGCGCTGTCGACGAGGCGAAACAG
GCGCGCGCACTGCTGGCGTCGGCGACCACGCGAGCCGACGAGCTGCAGGCCGAACTGCGC
CGCCGCGACGAGAACGACGAGATGCGGCACCTGATGGAGGCCGACGATCCACGCGGCGCC
GAGCTGCAAACCATCCGGGACACCGCGACAACCGCGATCACCGCGATCGGCGGCAGCAAC
CTCGACGACATCGACACCGCCGGCCGTGTGGAACTACTCGCCGAACGCGCGATCGAGCTG
TACGCCGAGAACCGGCACGACGTCGACGGCGACACCGACGAGCTGCACGAGGTCGCCCGA
ATCATCCGGCTCGGCATCGAGGCGCACCACTCCGCACAGTTCCCGCACGAGGACATCGGA
ATGCCGATCCGGGCAGTTGACCAGGCCGCACTGCTGACCGGGTACCTGGCTGCGACACGT
CAGCGGGTGCGGCAACTCGAATCGGCGAACGCTGCGCTGCAGGACACGGCGAACGGCCGG
CACTCGGTCGTCGACGGCGAGGTGCGCGAGCACGCCGAGCAGGCGCCGACGGGCGGTGTC
GAGGTCGGCCGCCCGTACGAACAGACCCTGCCGGCGACGGACCTGCCCGAGCAGATCGTC
GCCGACCTGCAGACGGCCGAGGCTGCGCAGCGCGAGCACCAGGTACTGCCCACCGCGCCG
AAACCGGATGACGACGGGCCGGCACGACCGACGGGGTCCGGCTGCGCGTACGGGTGCTGA
CATGTCCGACGACGAGGTGCTGACCGGCGAGCTGGTGCCGGCCGGCGATCCGGTACCGCC
GTACGAAGCGATCCGCCGGCTACGTGAGCCGCATGACGAGCCGGGGCCGGACGTCGAGCC
GCCGATCGTGCGGCACGGCGAACCGCGCTGCGACGCCGAGACGCGTGTCGACGGCCGGTG
GGAGGGCACCACGATCGGCCGCGTGAAGCTGACCGTGCGCGCGCAGTGCGACCTGCCACC
CGACCACGACGGGCAGCACCGGGTGACGATGCCCGACCGGGTCACCGAATACCGCTGGTA
GACCGACACGAACGGCGGGTACGCGTTCATCGCGTACCCGCCGTTGTCGTGTGTGGGTGG
TCGTGCAGCTGAACGGCACCCCGGCGTCGATTCCGGTTCCTTGGCTCGCCCGGACGGTGG
AGTGCTAGCACCGCCGGGCATCGTGCTTTACCGCGAAATTCCTCAAAGCGGCGTGGACAC
GACCAACCCCTCCAATCAGAGTGCGGCGTGGACACCCCGACCGCGTTACAGTAGCCTCAT
AACGAGGCTACAGACGGCCTTGAATCCCGCACACCATGAGAGGCACCAACCCATGACCGA
ACCGATCCTGTGGGTCATCCGATACAGCGTCGAACCACTCGACCCGAGCCGCAACACCAG
CGGCGTGCCCGAGCTATCCGTCATGCGCGTCGTCGACCCCATGAACGCCGACCCCGACGA
CGAACACGAGGTGATCCTCGCGCCGTCCACTGCGACCGGCGTACTGCTGATCGACCCCGC
CGACGCCGGCAGCCTCGCGTTCGTCACCGTCGCGCAACTCATCCCGCATATCGACCCGGT
GCGGCCGGTGCTGCTGCTGCAGGCGACGCAGCTGTCGGCGACCATCGCGAAGCCGTGGCC
GCTGCACTTCACGAACATCGTGGACCGCGACCCGCTCGCAGGTGTGGCGGCACACGTCAA
CACCGAGACACCCGACGTCAAGGTCGCGTGGGTCGAAGGGCACATGCTCGGCGGTGCGAC
ACTGACCGTCGCCGACCTGCGGGGAGGGCCGACCGATGGCTAGTGACGACATCCGCAACT
ACGACCCCGACACCGGCATGTTGTACCGGTGGGAGATGCCCGACAGCCCGCGAGGGTTCG
TCGTCGAGATCGAGAACGACGACGACGGCCCGATCCTGTGCGGCTGCGTGTCCGGTCCCG
GTTTCACCAAGCCGGCCGGGTTTCTGTATCCCGCCGAGCTGCGGTGGCTGGCCGAGAACA
TGCCGTCGATGCTCGCGTCAGTCGAGGCGTACGAACTGCGGCAGGAGAGCACGTCGTGAA
CGTGTACGACTACGAGGGCGGCCGGTGGCGCAACGACCCCGACTACGAGACGTACCGGGA
GCAGATCGCCGAACGCCGCGCCGAGGATCCCGGCCCGCCCGTCGACGACTTCGACCCTAA
TCCGTGGTTCAACGAAAGAGACTGACCGATGGCATGGACAACAGCCGAATGTAAACAGGG
CTGCGGCGCGCAGGTGCGTGTCCTCGTCGGGTTTGAGCGGCACGCCGAATGCGCGCGCTG
CGCCGGACTGGAAGGCGAGGTGCACGGTGGCTGACGTACTCGTGTGGTGCGTGGTCGTCG
GCGCGGCGCTCGTCGTCGGATGGAAGGCGTCGCAGACCGCGCGCACCACCCCAACCGCCG
GCGCGCCGGCACGCAGCACGGCGTGGCTCGACGACGACCCGTTCGTCGGTGGCGACGGCC
GGGCGTGGCTACCGCAGCCCGACGGTACGTGGGCGCCGCCACCATGACCGGCAAGCTCGG
TACGGCGTGCCCGAAGTGTGGGAAGCCGGTACTCGCAGCGAAGGGCGGCCGGCACCTGTC
GTGCTCGCCGGTGTGCACGTCGTGTCACCTGCCGATCGCCGGCGACGACCCCAACCAGCG
CGGCCCGCGGCACGCTGACTGTGAGAAGAAACGACGATGACCAGCCCAACCAGGATGAAA
GTGTGGCGCATCGTCACAGGCCAAACCCGCCGACTGCAGGTCGACGTGACCGCGCTCGGC
GCCGCATATCTGACCGCCGACCCGGACACGACACGCGCGCTCGAAGACGCGATAGACCCG
GCCGTGCTCGAAGCGTGCGCGTGGGTGACGCTGCACGGCCCGGCCGAACAACAGGGCAGC
GGATACCGCTTACGATAGCCTCACAACGAGGCTACAATTCCGAATGCACCAACCCACCGA
GAGGACCCGCACATGTCCGAAGTAGTGAACTACTCTGCCCGACTCGACGAGCTACAAACC
GGCACCGTGATCCGCAACGGCGAGGGCGGCACGACCTGCCATTTCGTCAAAGAGAATGAC
GACCGCTGGTATCCATCCGACGTCGCCGGTCTGCGGCTGCACCTGCCGACCACATCGAGC
GTGACGGGGCACCTGTCGTCGCGCGTGTTCCTACCCGCCGTGGTCGTCGACGCCGCCGAG
ATCACCGTGCAGCTCGTCGCGAAGAAACTCGACGAGTTTTTCAACCGGGACGGCGTACTG
ACCGGCACCGAAGCCACGCAAACAGCCGAGGTGATCGCCCGCCGACTGTCCAACGCCAAA
CTGCTCGCCAACTAGGGAGACCCGCACCATGACGAACCTCGACCAGCCCGAACCGACTCC
CACACGCACCATCACCGACGACATGCTGATGCAGGTGTACCTGTCCGGCATGATCTCCGG
TGCCGCAACCCTCGGCGTGCACAGCGGCATACCGCCGGCAATCGCCGAGATGGTCGGCCG
CGACCTCGCCGACAAGATCACCGGCGACCCCGCCGCGTACGCGCAGCTCGCCGAGCAGGT
GCGACTGTGGGCCGACAACCCCGGCAAGCCGAAAAAGTCCGTGATCATCACCGCATGCAC
AGGACCGCGCGAATGAACGAGCCGACACTCACCATCCACCGCCGCACAGTCGGCGTCACC
GACTGGCAGTCGTTCACCGTCCCCGGATACGTGAAACGCCTGCTGTCCGTGGCGCTGTCA
CGCGACCCGCTGCTCGCCGAAATCGGCATCGACATGTGGTACGAGGTGTACCCCGAACAC
GAGGGCGCATCCGAGGTCGCCGTGCAGGTGATCGGCACCGGCGGCCGGTTCCCGACCGCA
CGCCTCGGCGACCCGATCGGCACCGTCGTCACACCCGCCGGCATGGTGTGGCACGTGTAC
GCATACAGCAAATTCGAGGCACCGCAGTGACGGCGACGCCGCTGTGGTGGCGGCTGCTCA
ACCCGATTCGTACGCTGCGGCCGCCGACCGCCGGGTCGACGTCCGAGGTGCCCCTCAATC
CGTTCGGACTTGGTTCGACGACACCGATCTATGTGAACGACGATTGGGAGGAAACTGCGC
GGCACCGGCAGATCGCCGTCAGCGACGGACTGCGTTACCAGATCATCGAACTGGTGCCCG
GCCCGCCCGGTGACGACGACTGGCTCGTGTTCCTCGGCAACCCGACCCGACTGTGGGTGC
GTACATTCCGGCCGCCGACGGTCGGGTCGTGGCTACCGCACCCGCCGCAGATCGAGGTCG
GCGAGATCGAGGACCGCGCCGGCATCCCAATCAGACGAGCACACCGGCGATGACGGCGAC
CGAACACAGCCACCGGTCCTATCTGGTCATCGACCCGGTGCAGGACTACGAACAGTCCGA
CGTCGTGCTCGGCGTGTACGGGTCACTCAAAGCGGCGCTGATCGCGCTGCCCCGGCTGCG
CCGCATCCGTAACAGCACCTGGGGGCGGTCGCTGAACGACCCGCGTCCTAGCGGCTACCT
CGAAGTGCAGCACTGGCACGGCGACGAACACCGCACCACCGTTCAAGTCCGCAACGACGG
CCACATGTCATACGAGGTGCATTAGTAGCCGCGTGACGAGGCTACAATCAGGTGAACCGT
CCGCACACGAAGAGAGAAACCCGAATGTCAGAACAACCGCTGAACATCGCCGCGTTCGCC
AAGCTCGCCGGCGTCAAATACGAGTCGATGCGCAAGTATCACCAGCGCGCCACGCAACGC
CGCAAGGAAATCGCCGAAGGGAAAACCGACCGGCCCGTCGCCGACTGGATGCCACCACCG
CCCGACATCACCGTCGGCCGTACCCCGCTGTGGTTCCCCGAGACCGCGCGCAAGTGGGTC
GAATCCCGGCCGTCGCGCGGCGCCGGCGAAGTGGTCGGCGCCGACTCGTGACGGCGAGGG
CGATCGGCGCTCACGAGAACAACGCGACCGGCACCGACACATGGTTGACGCCCCGACACA
TTCTCGATGCGCTCGGCGCGTTCGACCTCGACCCATGCGCGGCACCACACCCGCACCTGT
GGCCGACGGCACGCAACCACTACACCTACCTTGACGACGGTCTCAGCATCGACTGGGGCA
GCAGCTCGCGGGTGTGGCTGAATCCGCCGTACTCGCAGGCGTGGCGGTGGATCGCCCGCC
TCGCCGACCACGGCAACGGCATCGCGTTGCTGTTCGCGCGCACCGAAACTGAGCAGTTCA
CCGAGCAGGTGTGGAATCGTGCCGACGGGCTGTTGTTCCTGCGGGGCCGGCTCACCTTCC
ACGAGGCCGACGGCCGTCGAGGGAAGGGCAACGCGGGCGCGCCGTCGGTGCTCGTCGCCT
ACGGCCGCAGGAATGCGGAAGTGCTCGCGACATGTGGGCTGCCCGGCGCGTACGTGCCCG
GCTGGCTCAACGTCCACCACGACCGCGACGACGCGCAGTACCTGATCGACACGCTGTGAA
ACGGCGAGCGGCCGGCACTCCCGCACGAGTGCCGGCCGCGCTGCCCCGTAAGGCACCGGT
CCCGCATCGTCGGGGAGGGGAGACCGGGAGACGCGGAGACCAGACCGCCGCGCTCGATGT
CGAGTGTAGGGCACGACAGCTCGCATAATGGTCTGGTCACACCCCGCACACACGAGAGGT
CGCACCGATGCCGCCCGGAACATCGAAACGCGTAGACGCAACGAACGATCTGCGTCGTCA
GAAAATGCTGGACATGTGGCTGCGCGGCCACACGTATCAGCAGATCGCCGACGAGATGAA
ACTGTCGAGCCACGCGACGGTCTACCGGCAGATACAGCGGGAGCTGAAACAACGCGCGCA
GGAACGCGCCGACCTCGCCGACCAGGCACTCGAAATGCAACTCGCCCGCATCGAGCGGCT
GCTGCAGACGCACATGAAGATCGGCACCGACGAATCGAATCCGCTCGCCGCCGCCCGCTC
TGCGCGGGTCGCGCTCGACGCGATCGACCGCTTGAACCGTCTGCTGGGACTCGACCAGCC
GCAGCGTCACGAGCACGTCGTCACCACCGTCGACGCCGTCGACGTCGAGATCGCCCGTCT
GACCGCGCTACTGACCGGGCACGCCGAGGAACGTGGCATCGACGTCAGTGACCTGCCGGC
GCTGACCGCGATCGCCGCACAGGTCGACGGGCCGTAACCG