##gff-version 3
##sequence-region Gordonia_phage_SchottB 1 58367
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	1	1593	168.2	+	0	ID=Gordonia_phage_SchottB_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	1635	2075	77.8	+	0	ID=Gordonia_phage_SchottB_CDS_0002;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	2466	2870	8.4	+	0	ID=Gordonia_phage_SchottB_CDS_0003;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0003;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	2870	3142	20.5	+	0	ID=Gordonia_phage_SchottB_CDS_0004;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0004;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	3139	3915	78.5	+	0	ID=Gordonia_phage_SchottB_CDS_0005;transl_table=11;phrog=33939;top_hit=MG812487_p7;locus_tag=Gordonia_phage_SchottB_CDS_0005;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	3912	4355	49.3	+	0	ID=Gordonia_phage_SchottB_CDS_0006;transl_table=11;phrog=21555;top_hit=MF919514_p7;locus_tag=Gordonia_phage_SchottB_CDS_0006;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	4383	4700	33.8	+	0	ID=Gordonia_phage_SchottB_CDS_0007;transl_table=11;phrog=8588;top_hit=MH051255_p91;locus_tag=Gordonia_phage_SchottB_CDS_0007;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	4764	4913	24.6	+	0	ID=Gordonia_phage_SchottB_CDS_0008;transl_table=11;phrog=22356;top_hit=MF919514_p9;locus_tag=Gordonia_phage_SchottB_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	5002	5538	104.2	+	0	ID=Gordonia_phage_SchottB_CDS_0009;transl_table=11;phrog=4980;top_hit=NC_005355_p2;locus_tag=Gordonia_phage_SchottB_CDS_0009;function=moron, auxiliary metabolic gene and host takeover;product=superinfection exclusion
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	5615	5923	33.9	+	0	ID=Gordonia_phage_SchottB_CDS_0010;transl_table=11;phrog=781;top_hit=NC_005885_p3;locus_tag=Gordonia_phage_SchottB_CDS_0010;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	5937	7565	235.1	+	0	ID=Gordonia_phage_SchottB_CDS_0011;transl_table=11;phrog=776;top_hit=NC_029005_p52;locus_tag=Gordonia_phage_SchottB_CDS_0011;function=head and packaging;product=portal protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	7562	8035	44.7	+	0	ID=Gordonia_phage_SchottB_CDS_0012;transl_table=11;phrog=14528;top_hit=NC_031112_p14;locus_tag=Gordonia_phage_SchottB_CDS_0012;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	8023	8157	4.4	+	0	ID=Gordonia_phage_SchottB_CDS_0013;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0013;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	8142	11243	380.7	+	0	ID=Gordonia_phage_SchottB_CDS_0014;transl_table=11;phrog=18477;top_hit=MF919514_p16;locus_tag=Gordonia_phage_SchottB_CDS_0014;function=head and packaging;product=head morphogenesis
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	11240	11455	22.4	+	0	ID=Gordonia_phage_SchottB_CDS_0015;transl_table=11;phrog=17748;top_hit=MG812487_p18;locus_tag=Gordonia_phage_SchottB_CDS_0015;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	11526	14618	410.6	+	0	ID=Gordonia_phage_SchottB_CDS_0016;transl_table=11;phrog=18402;top_hit=MG812487_p19;locus_tag=Gordonia_phage_SchottB_CDS_0016;function=head and packaging;product=head maturation protease
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	14620	14793	8.0	+	0	ID=Gordonia_phage_SchottB_CDS_0017;transl_table=11;phrog=23855;top_hit=MG812487_p20;locus_tag=Gordonia_phage_SchottB_CDS_0017;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	14783	14929	15.0	+	0	ID=Gordonia_phage_SchottB_CDS_0018;transl_table=11;phrog=14225;top_hit=NC_028665_p19;locus_tag=Gordonia_phage_SchottB_CDS_0018;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	15040	16959	333.4	+	0	ID=Gordonia_phage_SchottB_CDS_0019;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0019;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	17070	17888	137.0	+	0	ID=Gordonia_phage_SchottB_CDS_0020;transl_table=11;phrog=779;top_hit=p304239 VI_00054;locus_tag=Gordonia_phage_SchottB_CDS_0020;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	17905	18417	76.3	+	0	ID=Gordonia_phage_SchottB_CDS_0021;transl_table=11;phrog=14463;top_hit=NC_028665_p22;locus_tag=Gordonia_phage_SchottB_CDS_0021;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	18522	19217	123.9	+	0	ID=Gordonia_phage_SchottB_CDS_0022;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0022;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	19337	19816	72.6	+	0	ID=Gordonia_phage_SchottB_CDS_0023;transl_table=11;phrog=35351;top_hit=MG812487_p26;locus_tag=Gordonia_phage_SchottB_CDS_0023;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	19819	20544	103.3	+	0	ID=Gordonia_phage_SchottB_CDS_0024;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0024;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	20672	21439	58.9	+	0	ID=Gordonia_phage_SchottB_CDS_0025;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0025;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	21436	21981	54.4	+	0	ID=Gordonia_phage_SchottB_CDS_0026;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0026;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	21978	22373	60.5	+	0	ID=Gordonia_phage_SchottB_CDS_0027;transl_table=11;phrog=901;top_hit=MG812487_p30;locus_tag=Gordonia_phage_SchottB_CDS_0027;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	22354	22788	30.6	+	0	ID=Gordonia_phage_SchottB_CDS_0028;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0028;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	22828	23442	119.8	+	0	ID=Gordonia_phage_SchottB_CDS_0029;transl_table=11;phrog=14331;top_hit=NC_031112_p29;locus_tag=Gordonia_phage_SchottB_CDS_0029;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	23451	24059	62.0	+	0	ID=Gordonia_phage_SchottB_CDS_0030;transl_table=11;phrog=13927;top_hit=NC_031112_p30;locus_tag=Gordonia_phage_SchottB_CDS_0030;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	24151	29169	747.8	+	0	ID=Gordonia_phage_SchottB_CDS_0031;transl_table=11;phrog=6090;top_hit=MF919510_p42;locus_tag=Gordonia_phage_SchottB_CDS_0031;function=tail;product=tail length tape measure protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	29183	30139	127.3	+	0	ID=Gordonia_phage_SchottB_CDS_0032;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0032;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	30143	31906	299.3	+	0	ID=Gordonia_phage_SchottB_CDS_0033;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	31906	32463	57.2	+	0	ID=Gordonia_phage_SchottB_CDS_0034;transl_table=11;phrog=8122;top_hit=JF704115_p20;locus_tag=Gordonia_phage_SchottB_CDS_0034;function=tail;product=minor tail protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	32460	34181	273.0	+	0	ID=Gordonia_phage_SchottB_CDS_0035;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0035;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	34188	34460	32.4	+	0	ID=Gordonia_phage_SchottB_CDS_0036;transl_table=11;phrog=4137;top_hit=NC_005262_p61;locus_tag=Gordonia_phage_SchottB_CDS_0036;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	34457	34699	39.7	+	0	ID=Gordonia_phage_SchottB_CDS_0037;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0037;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	34710	35951	190.4	+	0	ID=Gordonia_phage_SchottB_CDS_0038;transl_table=11;phrog=11393;top_hit=KT240186_p2;locus_tag=Gordonia_phage_SchottB_CDS_0038;function=tail;product=tail fiber protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	35948	36541	59.8	+	0	ID=Gordonia_phage_SchottB_CDS_0039;transl_table=11;phrog=7114;top_hit=NC_031097_p29;locus_tag=Gordonia_phage_SchottB_CDS_0039;function=tail;product=minor tail protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	36629	38212	199.5	+	0	ID=Gordonia_phage_SchottB_CDS_0040;transl_table=11;phrog=6985;top_hit=NC_030905_p35;locus_tag=Gordonia_phage_SchottB_CDS_0040;function=lysis;product=endolysin
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	38227	38700	77.5	+	0	ID=Gordonia_phage_SchottB_CDS_0041;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0041;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	38697	39386	69.1	+	0	ID=Gordonia_phage_SchottB_CDS_0042;transl_table=11;phrog=1298;top_hit=MF919510_p54;locus_tag=Gordonia_phage_SchottB_CDS_0042;function=tail;product=minor tail protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	39373	39819	27.1	+	0	ID=Gordonia_phage_SchottB_CDS_0043;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0043;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	39812	40555	90.8	+	0	ID=Gordonia_phage_SchottB_CDS_0044;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0044;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	40651	41097	72.6	+	0	ID=Gordonia_phage_SchottB_CDS_0045;transl_table=11;phrog=17370;top_hit=MF919514_p46;locus_tag=Gordonia_phage_SchottB_CDS_0045;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	41094	42221	190.2	+	0	ID=Gordonia_phage_SchottB_CDS_0046;transl_table=11;phrog=434;top_hit=p212641 VI_05731;locus_tag=Gordonia_phage_SchottB_CDS_0046;function=DNA, RNA and nucleotide metabolism;product=RecE-like recombination exonuclease
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	42224	42493	60.3	+	0	ID=Gordonia_phage_SchottB_CDS_0047;transl_table=11;phrog=27530;top_hit=NC_031239_p53;locus_tag=Gordonia_phage_SchottB_CDS_0047;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	42569	43591	155.1	+	0	ID=Gordonia_phage_SchottB_CDS_0048;transl_table=11;phrog=34786;top_hit=p381215 VI_06799;locus_tag=Gordonia_phage_SchottB_CDS_0048;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	43610	44029	65.5	+	0	ID=Gordonia_phage_SchottB_CDS_0049;transl_table=11;phrog=14395;top_hit=MF919514_p52;locus_tag=Gordonia_phage_SchottB_CDS_0049;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	44204	44419	11.5	+	0	ID=Gordonia_phage_SchottB_CDS_0050;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0050;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	44416	45309	45.4	+	0	ID=Gordonia_phage_SchottB_CDS_0051;transl_table=11;phrog=30000;top_hit=KY092484_p39;locus_tag=Gordonia_phage_SchottB_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	45306	45749	48.7	+	0	ID=Gordonia_phage_SchottB_CDS_0052;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0052;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	45908	46606	57.2	+	0	ID=Gordonia_phage_SchottB_CDS_0053;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	46603	46731	3.4	+	0	ID=Gordonia_phage_SchottB_CDS_0054;transl_table=11;phrog=33110;top_hit=NC_028665_p56;locus_tag=Gordonia_phage_SchottB_CDS_0054;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	46728	46913	23.3	+	0	ID=Gordonia_phage_SchottB_CDS_0055;transl_table=11;phrog=19496;top_hit=NC_031112_p55;locus_tag=Gordonia_phage_SchottB_CDS_0055;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	46910	47302	28.9	+	0	ID=Gordonia_phage_SchottB_CDS_0056;transl_table=11;phrog=16769;top_hit=NC_031112_p56;locus_tag=Gordonia_phage_SchottB_CDS_0056;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	47299	48363	150.2	+	0	ID=Gordonia_phage_SchottB_CDS_0057;transl_table=11;phrog=21374;top_hit=NC_031112_p57;locus_tag=Gordonia_phage_SchottB_CDS_0057;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	48363	48635	27.2	+	0	ID=Gordonia_phage_SchottB_CDS_0058;transl_table=11;phrog=33652;top_hit=NC_030913_p75;locus_tag=Gordonia_phage_SchottB_CDS_0058;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	48632	49015	26.5	+	0	ID=Gordonia_phage_SchottB_CDS_0059;transl_table=11;phrog=26886;top_hit=NC_031112_p58;locus_tag=Gordonia_phage_SchottB_CDS_0059;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	49057	49296	9.8	+	0	ID=Gordonia_phage_SchottB_CDS_0060;transl_table=11;phrog=22035;top_hit=MF919514_p64;locus_tag=Gordonia_phage_SchottB_CDS_0060;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	49293	49475	27.4	+	0	ID=Gordonia_phage_SchottB_CDS_0061;transl_table=11;phrog=23432;top_hit=MF919514_p65;locus_tag=Gordonia_phage_SchottB_CDS_0061;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	49559	49969	47.5	+	0	ID=Gordonia_phage_SchottB_CDS_0062;transl_table=11;phrog=31047;top_hit=NC_031239_p70;locus_tag=Gordonia_phage_SchottB_CDS_0062;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	49966	50601	54.9	+	0	ID=Gordonia_phage_SchottB_CDS_0063;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	50595	50966	53.6	+	0	ID=Gordonia_phage_SchottB_CDS_0064;transl_table=11;phrog=16850;top_hit=NC_031239_p74;locus_tag=Gordonia_phage_SchottB_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	50963	52156	144.4	+	0	ID=Gordonia_phage_SchottB_CDS_0065;transl_table=11;phrog=26185;top_hit=MG812487_p75;locus_tag=Gordonia_phage_SchottB_CDS_0065;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	52229	52483	34.8	+	0	ID=Gordonia_phage_SchottB_CDS_0066;transl_table=11;phrog=21901;top_hit=NC_031239_p76;locus_tag=Gordonia_phage_SchottB_CDS_0066;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	52771	53238	83.3	+	0	ID=Gordonia_phage_SchottB_CDS_0067;transl_table=11;phrog=17794;top_hit=NC_031239_p77;locus_tag=Gordonia_phage_SchottB_CDS_0067;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	53231	53497	37.7	+	0	ID=Gordonia_phage_SchottB_CDS_0068;transl_table=11;phrog=13001;top_hit=NC_031239_p78;locus_tag=Gordonia_phage_SchottB_CDS_0068;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	53494	53697	21.4	+	0	ID=Gordonia_phage_SchottB_CDS_0069;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0069;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	53694	53870	8.5	+	0	ID=Gordonia_phage_SchottB_CDS_0070;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0070;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	53867	54010	24.9	+	0	ID=Gordonia_phage_SchottB_CDS_0071;transl_table=11;phrog=24143;top_hit=NC_031239_p79;locus_tag=Gordonia_phage_SchottB_CDS_0071;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	54030	54392	51.3	+	0	ID=Gordonia_phage_SchottB_CDS_0072;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0072;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	54430	54726	30.0	+	0	ID=Gordonia_phage_SchottB_CDS_0073;transl_table=11;phrog=35348;top_hit=NC_031239_p80;locus_tag=Gordonia_phage_SchottB_CDS_0073;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	54917	55138	20.6	+	0	ID=Gordonia_phage_SchottB_CDS_0074;transl_table=11;phrog=26914;top_hit=NC_031239_p82;locus_tag=Gordonia_phage_SchottB_CDS_0074;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	55191	55562	68.6	+	0	ID=Gordonia_phage_SchottB_CDS_0075;transl_table=11;phrog=26813;top_hit=NC_031239_p83;locus_tag=Gordonia_phage_SchottB_CDS_0075;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	55575	55862	49.0	+	0	ID=Gordonia_phage_SchottB_CDS_0076;transl_table=11;phrog=15181;top_hit=NC_031239_p84;locus_tag=Gordonia_phage_SchottB_CDS_0076;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	55859	56167	24.3	+	0	ID=Gordonia_phage_SchottB_CDS_0077;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0077;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	56164	56544	45.2	+	0	ID=Gordonia_phage_SchottB_CDS_0078;transl_table=11;phrog=17681;top_hit=MG812487_p86;locus_tag=Gordonia_phage_SchottB_CDS_0078;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	56541	56804	32.5	+	0	ID=Gordonia_phage_SchottB_CDS_0079;transl_table=11;phrog=17380;top_hit=MG812487_p87;locus_tag=Gordonia_phage_SchottB_CDS_0079;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	56865	57125	24.4	+	0	ID=Gordonia_phage_SchottB_CDS_0080;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0080;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	57122	57667	44.2	+	0	ID=Gordonia_phage_SchottB_CDS_0081;transl_table=11;phrog=22740;top_hit=p434430 VI_05168;locus_tag=Gordonia_phage_SchottB_CDS_0081;function=unknown function;product=hypothetical protein
Gordonia_phage_SchottB	Pyrodigal-gv_0.3.2	CDS	57857	58363	63.8	+	0	ID=Gordonia_phage_SchottB_CDS_0082;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_SchottB_CDS_0082;function=unknown function;product=hypothetical protein
##FASTA
>Gordonia_phage_SchottB rotated=True rotated_gene=terL
GTGACTGTGCATTCCGAGCGTCTACGGAAGATCGTGCAGGCGCGGCAGCTCGCCGAGCTG
TGCGCCCGGCTCGACATACCGCTCGGCGATGCGTCGTCGCCGGGGCAGTTGGCGACGCTG
CTCGAACCGACGACGCAGGTGCAGCGGCCGCACCTCGAAGTGATCGACGACGCGCTGACG
CACATGCTTGCGACACCGCAGTCGCAGACAATGATCTGGACGCCGTCGCAGGTCGGGAAG
TCGACGCGCGTGTCCGTGTTCTTCCCGTTCTGGTGGATGACCCGCCGGCCGCGTGACCGC
ATCCTGAACGCGTCGGCCGAGGAACGGTTGGCGCGCCGTAACGGCGCCGCGGTGCGGGCG
CTCGTGCAGGAGTACGGCGCCGGGTACGGCCTGAACCTGGCCGCCGACGAGGGATCGAAA
TCGGACTGGTCGATACGTGCTGGCGGGTCGCTGCGTTCGCGTGGTCTGCGCGGCAACTTC
ACCGGGCAGCCGATGGACCTCGGCATCATCGACGACCCGTTCATATCGCGCGCGCAGGCC
GAGTCGCTGAATCAGCGTGACTTCGTGTGGGACTGGTACAGCTCGGTGTGGTCGCAGCGT
AAGTCGCCGACATACCGCGAAGTGCTCGTGATGACGCGCTGGCACGAGGACGACCTCGCC
GGCCGGCTACTCGCCCGCGACGGCCGCGTCGAGGACGGCGGCAAGTGGAACGTTGTGCAC
CTACCGGCGATCGCGATGCCCGAGGACCGGGTTCGAGGCATCTATCCTGATCCGCTCGGT
CGGGCGCCGGGCGAACCACTCACACACCCGCTGCTCGACCCGGACGACGTCGACGGGCTG
CTCGCGTGGTGGGCGCAAAAGCGTGCGATGTCGACGGCGCGTGACTGGGCGGCCATGTCG
CAGGGCGTGCCGTCCGACGCGACGACAGCGCTGCTCACCGAAACCGCGATACGCAACCAC
ACCGCGCCGGCACCAGCCCGCGACGAGCTGCGTCAGGTCGTGGTCGGTGTCGACCCGTCC
GGCGGCGAGGGCGACAAGCACGACACCGTCGGCATATCGGTCGCCGGTGTCGACGGCGAC
GGCACCGCGTGGGTGCTCGCCGACCACACTGCGATCCTCGGGCCGCTTGAATGGGCGCGC
CGGGTGTGCGAGGTTGCGCATGAGCACCGCGCCGGCACGATCGTGTACGAGAAGAACTAC
GGCGGCGGCATGGTCGCTGTGCTGATCTCGCAGGCGTGGGCCGACCTGCAGCGTGAGGGC
GTCATCCCGGCGACGGAGAACTGCCCGTACGTGAAAGGTGTGTCGGCGCGCGTGTCGAAG
GTGCTGCGCGCCGAACCGATCGCGCAGGCCGTGCTCACGCACCGCGTGTACTTCGCGCAG
CTCGCCGATCTGACGACCCTGACGAATGAGTGGCGGCTGTGGCAGCCCGGGTCGACGTGG
TCGCCGGGCGCGCTCGATGCGAACGTGTACGCGCTGACCGAGGTGCTGCCGCCGGTCAAT
TCGCAGACGACGATCGCCCGGCCGTCGGGTGGCCGGCAGCAGGGGGCGCGTGGGTCGGGG
CAGTTCGCGGGGCAGCGGCGACGCGCATCCTGAACCACTTGCCTATAGCCTCGCGATAGG
GCTACAGTTACGGCATGACCGCACACACCATCACAGCCCGCGACCTACACATCGGCGACC
GTATCGCCGCAGGCGAACGCCTACTCACTCAGGTGACCGTCGACGAGGACCGCGGCGTCG
TCGCCGTCTACGGCATCGAACTCGACGCCGACGGCAACGAGACCGACGACACGTTCGGCG
GCGAGTTCGCCGTCACCGACCAGATCAGTGTCGCCCGACCGATGATCGACGCCGCCGACC
AGGCGTACGCCGACACGTTCGAGCCTCACGAGGTGGCTGCCCACTACATGCGCGCAGTCG
ACCCCGAGATCGGCACGCAGATCGTGCTGTCCGACCTCGACAACACACTCGGCGAAATCC
GCATCGTCAATCCCGACGGGTCATCGTCGTACGTCATCCTCGACCGCGAGGTGATCGACC
AGATCGGCGCCGCAATCGCGGCCCGCGTGTCGTGAAAGTCGGGTCGCTGTTCAGCGGGTA
CGGCGGACTCGACCTAGCCGTCGAGCACGTGTTCGGTGCCCGCACCGTATGGCATGTCGA
GTTCGAGGCGGCACCGTCCGCGGTGCTCGCGCAACGCTGGCCCGGCGTCCCGAACCTCGG
CGACGTCACCCGCGTCGACTGGTCGGCTGTCGAGCCGGTCGACATTCTCACCGGCGGGTA
CCCCTGCCAACCGTTCTCGGCGGCAGGCCGCCGGAAAGGAACAACCGATGAGCGTCACCT
CTGGCCGTACGTCCGCACAGCCATTCGCGTTCTACGACCGTGCTACGCGATCCTGGAAAA
CGTCGCCGGTCACCGATCCCTCGGCTTCGACCGAGTACTCGGCGACCTTGCCGAGGACGG
GCACGATGCGCGGTGGGTGTCTGTACGAGCCTCGGACATCGGCGCCCCGCACCGACGTGA
GCGGCTGTTTGTCCTCGTCGACTGTTATGCCCACGCCGCAGGCGTCGGACTGGGAGCGGG
ACAACAACCCGTCGCAGGCGAACCGGAAGTCGCCGAGCATCACGGCGGTCGACTACCACT
TCGCGACGCCGACAGCGGCGATCGCGACGGGCGGCCCGCCGAACGCGGATCGGGGCCGCA
GGGATCTACGACGCGACCTACTGCCGACACCCGAGGCGAAACTCGGGTCGGCGGGGCCGG
ACTACGCGAGAGCTTCGCGTCCCGGCTCGGGTGGGGACGACCTGACGACCGCCGTGTACC
GACTGACTGGGGCCGTTACACCGACGCTGTTCGACGATGGGAAACCGTAGTGGGCGCCGC
ACCGGCGCCGACACAACTGTCGCGCACCGGCACACAGCAACTGTCACCTGTGTTCGTCGA
ATGGATGATGGGCCTACCCCGCGGGTGGGTGACCGACGTCGCGGTCCCGGTCGATGACGG
CGACCAGCTCAACCTGTTCGGCGACGCGCTGCGGCCACCACCGGTCGACCTCGCCCGCAA
CGCCGAACTCAAGATGCTCGGTAACGGTGTCGTGCCACTGCAAGCCATCCACGCGATCGA
ACAACTGATGGAGATCCAATGAGCGGGTACAGGCCGCGACCGGCGGGCCGTTGGCGGGGC
AGTGTGCCGCCGCCCGGCGGTGCTGGTGTCGCACGACCGGGTAGCGCGCGCGAGCTGCGC
GACGCACCGCGCATCGCAGCGCTCGTGCGCATCGGCGCACACGCCGCGTGGATCACCGGA
GACGGGCAGATACTCAAAGCGACGTCGTCGTTCTGGACGCTGCTGCGCGGCGAGGACCCT
GACCTGATCGAGGTCAAACTATCGCCGAACGTGACGCCGGCCGCCGCTGACCGGGTGGCT
GCGCTCGTCGCCGAGGCAGAGAAGTGCGAGCAGGAACGCGTCGAGCACCGGATCGCGCAG
CAGACCGAGGCGCACCTACGCGGGCAGGCGTTCCTGAAAGCCGGCACCGAGCGCACGCCG
CAGCCCGACCCCGGCGAGGCCGAGTTCGTCGATTGGGGATCAAGCACGCCCGCAGCCCCG
CCGGACGCGTTCACGCGCATGTTCCGCGCGCTGGCCGCGTTCCTCGCGGCCGTGCCGCGC
ACGATCAGGGCGCACCCGCGCGCGTACTTCGGTGTCGGTGTGCCGGTCATCCTGATCGCG
ACCGGGCAGGTCGGGGCGTGGCTGGCGGCGATCGACTGGGCGGTCGTCGTTGTGTCGACG
CTGATTGTGCTCGCCGGCGTGTTCGTTGTGGCGCTGAGCGTGTCGCGACGCAACTACCGG
CGCGAGATCGCAGACCAACAGGCCGCGCTCGCCGAGCGCGCGCAGAAACAGCACGAGGAG
TGGTTGAAAGAATGAGCACAACGATGGTCACGTACGGCAGCCCGGAGATGGTCGATGTCG
GTGTGTCGGCAACGGACATGACGGAGAAGACGCGCGCCGAACCGCAGGACGCGAGTCTGA
TCTTCGGTCGCGTACCCGACCCGATCGTCGGCACGGCGTTCGAGGTGCTGATCGGCTACC
GGTACACGTTCTCGGTCGGCGGGCAGCAGGTGCACGAGTTCAAGCACTACCTCGGCGAGA
CCCGCGACGCGTACACCGTCGTCGAGCTGCCTGACGGTAGCCGCTACTTCGCGACCGGGG
ATGGGCGGTTTGCTGCGCACCAGGGACGCGCCGGTACGCGGGTCACGCTGCTCGATGAGG
CAGTGTGGTCGCGGTTTGGGTGGCACGTGGACGGCGAGCGGGTTGGTTGGGCGATTGGGT
CGGGCGTGTTCGACTCCCGAAGAGTGTTGCAGTAGCCTCGTGAGTGGGCTACAGTGAACG
TCATGACCAGCACAGCAACCGCAGCCGCCGCCCCCGCATACATCGCCCGCACCGACTACG
CCGGCCGTTGGCAGATCGCCAAAGCCGCCCCGAAAATCGGCTACTGCCCCGCCGGCAAGC
TGCACGAACTCGTCGGCGCCGAGGTCGGCGAAGAGTATTCAATCTGGGAATACTCAGGGC
AGACCCGCGACGGCCGGCACCTGTTCACCCGCGAACGGTGCATCACCGGGACCGACGGCC
GAGTGTACGAATACGACGCGTTCGGCGGTCTGGTGCTCATCCACCCGGCAGACCGCCGAA
TCCGGTTCTACTCGAAGTAGAGACCACCGCGGGGCCGGCCACCCGGCCGGCCCCGCACCA
ACCAGCCGAAGGGACCAGACCCCATGAGCTTCACCGATTCCGACCTCGACCTGCCGACCC
GCGACGCGCTGATCGAGGCAGGCGTAGACCTCGCCGACGCCGAGGTCACGTTCGACGACG
GCACCCGCGCAGTGTGGGACGACACCACAAACTCCTGGCAGTTCGCACGCTGATCGTTCC
CGGTCCGGGCCCGCTCGTCGGGCCCGGCGCCGAGTCGACCAGACATCGACTTATCCCGCA
CAACAGAGAAGAGACCAGACCATGAAGACTCGCACCAAGATCGTCGGCGGCGTCGCTGCC
GGACTGCTCGCACTCGGCATCGTCGGCAGTATCGCCGGTGGCGAAGAGTCCACCGTGCGC
GGCAACGACGTGCAGGCGGCTGTCGTCCTGCCGTCGACCGAGGCGCCCGCACACACGACC
GTCGAACTGACCGACCCGCCCGCCGTCGAGACCACCACCACCGAGGCGCCGGTCGTCGAG
ACCATCGACACCCCGTCGGTGACGGTGTCGCAGACGCAGGCACTGCAGTCGGCCGAGGAC
TACCTCGAATACGTGGGCGGGTTCTCCTACGCCGAGCTCGTCGACCAGCTTGTGTTCGAG
GACTACTCGCGCGCCGACGCCGAGTGGGCTGTCGGCCAGTTGGATGTCGACTGGAATGAG
CAGGCAGCGAAGTCGGCCGCCGACTACATCGAGCATGTCGGCGGGTTCTCGTATCAGGAG
ATGGTCGACCAACTGCTGTACGAGCAGTTCACGCAGTCGCAGGCCGAGTACGGTGCCGCA
TCGGTCGGGCTGTCCTGATCTGACCGACCACTCAACTGCCCCGGAGCCGCACGGTTCCGG
GGCAGTGTGCTGTCTGCGGGATACCCTGTCAGTCATGCCGCACATGGACCCGCTGACGCT
GCTACTGACGATCCTGTTCGTCTGGCGCGTCACTCGCCTGATCATCGCCGACGCGATCCT
CGACCGGCCGCGCAACTGGATCGTTCTGCGCTACGGCCCCGACCAGTGGTTCGCGTACCT
GATCACGTGCGCGTGGTGCGTGTCGGTGTGGGTCGCGGCCGCAACGTTTGTCGCCGCGTA
CTGGTGGGCCGGCGAGGCGTGGTGGTTCATCATGGTTGCAACGGGCGCCGCATCGCTCGT
CGCTGGTGTCGGGTCACGGTGGCTCGACCCGATCGACGACTGAGTGAGGGACGCACATGC
CGAGGTCTGACAGCAGGGCACTCGCGATCGTCCGGCGGCACGCCGAACCATCGCCGCTGA
GCCTGATCGCCGCGGCGAAACGCGCGGCACCGACCGCGCAGACAATCACCAGCTACGAGG
TGGACCGGCGCCGGCCGTCGGTGCGGCGCGAGAACTCGATCACCGCGGCGGTAGAGCCGC
TGCACGGTTCGCAGCAAATGGCGTCAGGGCGGCCGCAACGCCGCAAACGGCGCCGGCAGG
CCGAACGCTGGCAGTCCGAAGTGTGGGAGCTGCGCCGCGAATCACCCGAGTTGCGGTTCC
TCGCCGACCGGAAGGCGCGCGCCGCCGGGCAGTGCCGGCTGTTCATCGGGCACATGCCGC
CCGGGCATCGTGGCGAACCGTTGCGCGTCACCGAGGGCATCGCCGCCGAGCTGTCGAACA
AGCTGTTCGGCAATCAGGCCGACGTCGAGCAGAAGATACGCCGGTACGCGCAGCACATCG
AGTACAACGGCGAGTCGATTCTGAACGCGCGAGACAACCCGGAACGGCCGGGCGAACTGC
TGTGGTCGATGCACTCGTCGCGCGAACTGATCGGCTCGCAGGCCGGGCAGTATCAGATCA
CCGACGGCGTCACCCCACGCAAAGTCGACGACGAGTTGGAGATTCTGGCGCGGTCGTGGA
TACCCGACCCGGAGATGTCCGCGTACGCCGACGCGCCGGTGCGGTCGCTGCTGCCGGTGC
TGCGTGAGCTGGTGCAGATGACGAAGTACGTCGGCGCTCAGATCGACTCACGGCTCGCGT
CCGGCGGTGGTCTGCTGTTCGTGTCCGACGACGTCGAGATCTTCGACGCCGAGGGCAAAC
AGCTCGGGTTTGCTGACGAACTGCACTCGTACATGCTGACCGCTGTCGAGGACCGCGGGT
CGTCGGAATCGTTGGCGCCGATCGTCGCGCGGGTTCCGCACAAGGACGGCCGGTCGCTGG
CCGACATCGCGCATCTCATGACGTTCGGCGAAGCGCTCGACCCGCACATGCACGAGCGGC
GCGCCGAGGCGATCCAGCGTATCGCGCTCGGCATGGACTCCGACCCGATGGTGCTCAACG
GCGGCGGGTCGGCGAATCACTGGTCGATGTGGGCTGTCGACGAGGGCGAGCAGAAGTTCG
GCGTCGCGCCGGTCGTGACGTCGATGTGCCACACCCTGTCGACCGAGCTGGTGCAGCCGC
TGCTCGCCGCGCAGAACGTGAACAACGCGCACGAGTTCGTCGCGTGGTTCGACGACGACG
AGTTGAAGCTGCGCCCGGACCGGTCGAAGGATGCGCAGCTACTGCACGAGCGGGGCATCC
TGTCCGACGAGGTCGCGTTGACCGAGTCGGGGTTCGGCAAGTCCGATATGCCGTCGCAGG
GCGAAGTGACCGCGCGGTGGCTGCGCGACAACGCGATCGCACTCATGGGCATGAACCCGG
CGGTCATGGCGCCGATCCTCGAAGGCATGGGCGTGAAGCTGCCGCCCGCACCGGCCGCGC
CGATCGAGGTGCAGGGACCGGCCGACCAGCAGCAGCCGGCGGTGGCGGCGGCGCCGGACA
ACTCGCCACCCGACACCCTCAACGATCCGCCGCCCGCAGCCCGCATCGACCCGGAGGCAC
CATGACGACACCACGTGAGGCACGGCAAGAGGCGTTCCACGAGCAGCGCAACACCCGCCG
GGGCGCACGGCAGCGGCACCTGACCGGCGAGCAGATGCAGGAGTTGATCGAGCAGCAGCA
GCAACGCGACACGCTCGACGCGATCGAGGCGGTGTGCATGTTCGCTGTGGTGCGGGCACT
GCAGTTCGCGTCGATGCGGTCGAAGGCATCGGGCCGCAACTCGGGGCCGCGATTCGGTGT
GGCGCAGCACCTCGTACACACCCGCGTCGACCTGCTGTCGTGCGGCGACGACTGGCCGGC
GTTGCTGCGCGGAGCATGGGACACATTGCCCGCTGTGCTGCACGGCGACACCGACCCGTA
CGCCGCGGTCTGTGAGGCGTACGTGCGGCACCTCGTCGTCGAGCAACGCATACCTGACCG
GGCTGCGCTGCGCCGTCGGCTGGTCGACGCAGGCGTGCCGGTGTGGTCGGCGTGATCGCG
CAGCAGCAACTCGACCGGCTCGACGCGATCGTCACCGCGGGTATCGCCGCCGGGAACGCC
GACGTCGTCGAGCGGGCACTCGACGCGCAGGCGCGGCTGCTGTGTCTGCCCCGGTAGGTC
GGCGCCGCGCCGAACACCAGCAGCTACTGCGCGAGGCCGAACGCGGCATCGACGCCGCCG
TGCTCGCCGCTATCGCCGAGTGGCTGACCGCGGTACGGTTCGCGCTCGTCGACGAGCTGG
TGCCGCGCCGCATCACCGCTGACGGCGAGTACGCCGTCGACGCCGCCGTGCAACGCACGT
GGGGCGTGTGGCAAGACCAGCTCGAAAACAACGTGCTGCCGACGATCTCGGTCGCGTTCG
GCGACGCGTTCCAACAGGTGCGGCGCACCGACCCCGAGGGCGCGTTCGCGCACCAGCAGC
GATACCTAGAGACCGTGTCGGATCGGCTGCGTATCTGGCCGGCGGGCGCGTTCGAGGACA
TTCGGCCGGAACTGCTCGAATCGCTGTCGGACGCCGTCACCATCGACGAGATGACCGAGC
GTGTCGGACGGGTGCTGAACATCGACGCGAAGTCGCGGAAACTGCGGGCGCAGATCAACG
ACGTCGAGGCGCAGCTCGCCGACCCCGACCTCGACCCCGCGGATAGGCCGGCGCTCACAC
AGTGGCGGCGTGATCTGTGGGAGCAGCACGACGAGTCGCTGAACGAGTGGCAGTGGAAGG
CCCGCCGGATCGCGCGGACGGAGTCGCACGGCGCCGTGTCGGCGGGGCAGTTGGCGGCGG
CGAAGGTCGTCGAGCAGCAGACCGGGCTGCGCATGTGGAAGCGGTGGCTGTCGACCGAGG
ACACCCGCACCCGCGCGTCGCATCGCGTCGCGGACGGGCAGACGTGCCCGCTCGACGAGC
CGTTCCGTGTCGGCGGGTTCCTGCTGCAGCATCCCGCCGATTCGATCTCGGTCGCGCCGC
ATGAGGTGATTAACTGCCTGACCGATCCCGATACGCCGATCGAGACTGACCGCGGGCCGA
AGCGCATCGCCGACATACGGCCGGGTGATCGTGTTCTCACACACCGCGGCCGGTATCGCG
ACGTTCTACGCGTGGCGCCGCAACGGGACTACACCGGCGACGTCGTGCGCATCGACGCGG
CGGGCCAAACGCTGCGCGTCACGCTGAACCATCCGATCCTGACGCAACGCGGCTGGGTGG
TCGCTGGGGAAGTGGTCGCGACAGACGTGCTCTACCGGGCCGCGTTCGTTGAGCATGGCG
ATCGTCTCGGCGATCTTGACCTGCTCGGCATACACACCAGCGGCACGGTCGCCGCGACCA
CCACGGACGCCGAGCGGCCACGCGCGCAGCAGGTCGGCATGGTGACGCTTGATAACGAGA
TAGTCGCCAATCGCGTCGAGCAATTCGATCGCCTGCCTATTGCTGACCTGCCACCGGAGC
ACGCGCGACCAGTTCTCGCGGGCGGGTTCCTGCCCGCCGTAGACAATGCCGACGCCGGTG
AGATCGTGCAAGAACTGAATCACGCCGCGATGACTGTTCACGCACAGGACGCGCGGCTGG
TAGTTGAACGGCCGGGCAGAGTCTTTGCCGCGGCTGCGCATCTTCCCGACAGTGACGGTT
CCCTCCCCGTCGATGAAGGCGGCAACGTAGGCGGCGGCAACAGGATCGAGTTTCATCGCA
CTATCGTACCCACACCTGTTGCACACTTGTCGCGCGAACAGGCGACAGACGTGCAGCTTT
ACAACTTTGCTGTCGACGAAGATGAGTCATATATCGCGGCAGGTATCGCCGTGCACAACT
GTCGGTGCACGATGCTGATCTACGACGACGACGAGTTGCAGGATGAGTTCGACGACCAGG
GCGGTAAAGGGCCGGTCGACGCCGGGTCGGTGCGTATCGGGCCGGACGACCCGGACGCCG
CCGACGCCGCGATTCTGCAGGTCGCCGAACGCGAGGACCGAGTAACGCCGCAGGTCGGGC
TGCGCGGGGAGGACGCCGGGCAGCAGCCGGCCGCGCAGCCACTCGACGTCGAGGTGACTG
ACGAGCGCACCCCGATCCCGGTGCCCGACCTCGAAACGGCGACCGACGCGCGGCTGGCCG
ACTACCTGATCCGAACCGACGAACGTGACGGCGACCCGACGCTGCGCGACGAGGTCGACG
CCGAGCTGTCGCGCCGACGCGAGGCCGAGCAGTTCGAGGTGCAGTACGGGCAACCGGAGT
ACGCCGACGACGTCATCGAGATCGACGATGACGGTGCGTGGCTCGACGACCCGCGGTGGA
CCGAAGACGCCGGCGACGACGAGGTCGCCGAACCGGATCCGGAGTACGACCCCGACTTGA
CGTTCGACGAGTGGGCCGACGAGCCGGACGACGCGCGTATCCCCGGCGACGCTGTGCCGG
CCGACCCGCCGGTCATCCCCGAACCCCTCGACTACGCCGAGGGTGACCCGGAGTGGGAGG
CGCTGAACGAAGAGTGGGAGTGGCTACGGGGCGCGCTGCACGAAACACTCGCCGAGGGCA
GCACCGACTATGACCTCGACGACCTGATCGAGTACACCGCGACGTTGGAGAAGGCGCGCG
CCGACCTGATCGCGAAGGCTGCGACCGTGCCCGACCGCGCACCCGACCCGGAGCCTGACC
GTGGTGGGTGGCTCGACGGCGCCGACGACGAGTTCGAGCGGCTGTACGGCGGCCGTCAGG
ACACGGCCGAGGATCAGCGGCGCCGCGACCTCATGGAACGCGCCGACGCGCTCGCCGAGG
AACGCGGCATACCGTACGAGCAGGCGCTCGGCGAGCTGCAGGGACTCGACCCCGACCAGG
TGCGGCGGCGTGAGTTCGTCGCCGAGGGAAAGCGGCAGGGTCTGGTGTCGACCTCGTATT
CGGCGATGCTCGACGAGGCGCACAATAATCTGTCGTTCGACATGCTGCTGCTGTGTGAGG
CGGCGACCAACGGGCAGACACTGAAACCGCACTCACGCGACAGCGGGTTCGCCGCCGACA
TGCTGTGGAAGGTGAACGACAACACCGCGCGCAAACACATGTCCGACGAGGCGGCGCTGT
GGTTCGACGAGAACGGCCGGATCACCAAGGCCGATCTGAACGCGATGATCGAGGACGGGC
GGTGGGCGTTCGACGCCGATTCGCTGCTGGCGCTGTATCAGACGTGGCCGGGCCGTCGGC
TCGGTGGAGACTATCTAGCATGACCGCACACGACCGCATGTCCGAGCAGCCGCTGCCGAC
GCACGAGGACACGCAGACCGCGTACCGGGACGGGATGCACGCCGAGCCGGGCGCGGCGAA
CCCGTACGCCGGTCGGCGCGTGCTCGCGTCGGTGTGGGCTGCGGGCCGGGACTGGGCGCG
GCGCCGGCAGTTCGCCGATCTGCAGGCACGCGAAAGACGCCGCCGCGTGCAGTGACCTCG
TCGTCGTGGTCGGGTCGGTCATACTCAGGGGAGGCCACCACACGACGAGCAGAGGAATCG
GGCACGTGGGAAAGAACATCGGCGCCGCGCTGAACGCGGCGAACATCGTCTACGACCGCG
CAGACTTCGCTGACCCGAAGCTCGACCGGCTGACCCCGATCCAGGTGACGAAGGACGGTC
GCGTGTTCGGGCACCTCGCCGGCTGGAAGTCTGAACACATCGGCCGGCCGGGCGTGAAAC
CACCGCGGGGCACCGACTACCGCTACTTTCACCAGGGCGTCGTGCCGACCACCGACGGCG
ACCTCGCGGTCGGGCACCTGACACTCGGCACCGGGCACGCCGCCGCCGGGAACATCAACG
CCGCCGCATCGCACTACGACGACACCGGGTCGCAGGTCGCGCAGGTGCGGGTCGGTGAGG
ACGCGCACGGCATATGGTTCGCCGGCCGCACATCGCCGACGACCGATGACCTGCAGCGGC
AGACGCTGCGCCGCTCGTCGTTGTCGGGTGACTGGCGCAAGGTGCAGGGACAGTACGAGC
TGGTCGCCGCGCTAGCCGTCAATGTGCCCGGGTTCCCGATCCCGCGAACCGATCTGCTCG
TCGCGTCGGGCGCTGACGACGGCATGCTCGTCGCGGCCGGCATGGTGCGCAACGGGCCGA
TCACGTACGAGGAAGTGCAGGCGCTCGTCGCGTCGGCGGGCCGCGACGCGCAGGCCGCGG
TCGACCGGGCGATCCGCCGTGAACGTCTGCGGCAGCGGACGCAGCCGCTGGTCGACGAGA
TCGTCGCGTCGGCGCGGGTGGAGAAGCGACGCGCGCTGACGGCGTCGGCGGCGAAGATGC
GACGTCAGCAGGCCGGCGAACAGTACCTGTCCATCCTCGCGGCTGGTGTCGACACGTCGG
GCCGGATGCCGCCGGCGCTGCACCGGTACTGGACGAAGGGCGTCGGACTCGCACGGTGGG
CCGGGACGGGCACCCCGTTCCGGTCGCTGGTGTCGGCGCTGCGGTCGGAGATCCCCGACA
TGTCGCCGGCGCACCTGAACGGGTTGGCTGCGAACCTGTATCACGACGTGTTCAAGCAGT
GGCCGGGCCGCAAGTCGGCGAAGGGTGGCGCGCTGACAGCGTCGGCGATGCCGCCGACCC
CGGTCGATGCGCAGGCGATGCTCGACGACCCCGAGGTGCAGGCCGTGCTCGCCGCGCTAC
CGGTGCCCGGCGCCGACCCCGAAGTCGTGGCCGAGCCGGTCGCCGAGGCAGAAGCGGAAA
CCGAGCCACGCACCGACGGCATGATCGCACTGCTACCGGCGATCACCGATACACAGCTCA
TGCTCGTCGAGGGCGGCGACCCGAATCCGCACCTGACCCTCGTCTATCTGCCCGACGTCG
TGTCGCTCGACGACATCAGCCGCAACTCGATCCTGTCGACCGTGACCCGCATCGCCGAGG
CACGCGACCCGATCATCGGCGACCTGTTCGCGCGCGCCGAGTTCAACGCCGGCGACGAGG
CGAAGGAACAGTGCGCGGTGTGGCTGGTGAACGGCGTCGACGTCGGCCGGCTGCACGATG
ACCTGCGGGCCGCGCTCGGTGACCGGGTGCCGCCGTCGGAGTACGGCGCGTTCGTTCCGC
ACATCACCGCCGGCTACAACATGGCCGCCGACCGGCTGCCGACCGGCGCGTCGGTGTCGT
TCGACCGGGTGCGTGTGTCGTTCGCCGGCGAGAACGTCGATATACCGCTCGGCGCGGTGG
CCGACGACGCGCTGCTCGGCGAAGTGGACATGACGCCACCCGCGACGGGCGATGTACCCG
AGTTCGGTGACCCCGAGGCGTGGGAGGCAGTGCAGGCCGCCGGTGACCGCCGGAAGGTGA
AGACGCAGGCCGGCGCCGACAAGTACGGCGTGTCGATCGGCGACGTCATCGGCAAGGGCA
TCGACGACGCTGTGGACAATGCGAATGGTGCGGTCGACAAGGCGCAGGCCGATGCGGCGA
ACCTCGGCCGGTCGGTCGCCGAGGCGCTGTTCGGGAAGCGTCCGGCGCCGAAAGATGACC
AGCCCGAGCAGACCCCACCGCCGGCCGCGCCGGCGCCCGAGCCGAAGCGTGCCGCGCCGA
CCGCAGCACCGGCGCAGGTCGTCGAGGCGCCCACGCCGTCGCGGCCACGCAAGCAGGACG
CGCGCCGCTACGACGAGAACGACCCGAACCCGGTGCAGAACCATGCGGGCGAACCGGACA
CGTCGACGCCGTCCGACGCCGGCATGGTCGACGCACCGATCGAGACCGACGCACCAGCCC
GGCAGGACATGGGCGCCGGCACCGATCACCCGATGCTCGAAGACGAGTCACCGATGAACG
GCGCCGACGGCGGCGAACTCGTCGAATACAACTCGTCAGGTGAGGCGTACTACGACGACG
GCACGTGGACCGACGGCACGTCGTGGCATCGGGCGCCGGTGCTGCCCGGCATGGGATACG
ACGGCGTCACGATGCTCGAAGACCAGGCGCCGTTGAAGGGCGCCGAGGGCGGCGAGCTGG
TGTCGTTCGACGGCGACCGCGGCGTCGCGGTCTACAGCGACGGCACCGAGACCGACGGCA
AACAGTGGACGAAGACAGGAGCAATCGTGGCATCGGCAGCATGGGCGGCGATCACAGCCG
CATCGACTCGGCGGGGCCGCATCACCGCGGCCGGCGTCGGGACGTTCACCGAAGGCAAGC
ACAAGCGGGATCTGCGCGGCAGGTTCTCGACGAAGTCGACGAGCGAACTCGTCGAGATCC
GCGACAACGGCACACCCGAAGAGTCGCAGGTCGCCGACGAGGTGATCGTCGACCGGGCCG
AGGCTGCACCGACACCGGCTCGACCGGTGACCAGCACGGAAGCCGTCGACTCGATGGACC
CCGAGTCGCAGCCCGGCGCGGTGCCGTACTCGGAGCCGGAACGCGGGTACGAGCTACCGC
AGGAGACCATCGACGAGTTCGAGCAGCAGCCGCGGACACGAGCGGAGATGGACGCACACC
GAGGCGGGGCGCCGTACCTCGACGAGAACGGGCGGCAGGTGATCAAGCCGGACGGCACCC
CTGCGACGTGGGACGAGGTCGACGACGACGGGAAGCTGCGGGCGTCGGGTTCGCCTATCT
GGCAGGCGATCACCGCTGCGGCGGGACGGCGCCGGTGACATGGGTTGGCTCGTGTTCGGG
CCGGCGTTCGTCGTGGTGCGGATCGTGAAGATCGTCGAGGACGCACTGTCGCCGAAACGC
CGGCGCGAACTGATCCGGCAGCAGACCCGCGACGAGGTCGCCGCGGCCGCGAGAAGGTCC
GAAGAGTATCGGAGGACACGGTATGGGCTGTAACTGCAGGCGCCGCGGAATCACCGTGTT
CGAGGTGACGAAACGCGACGGCACGGTCGCTCGGTTCCTGACCGAGGCCGAGGCGAAAGA
GAACGCCGACGTCGCCGCTGGTGATGTGTGGCGCAAGGTTACGCGCTGACCTGTACTGGC
TGCGCTACCCTTAGGCGCTAGGTGGGTTTGCATCGCTGGCTAGGGGCCGGAGTACCCAAC
GGGATACGGCACTCTAATCACGGAAGGTAATCCCCAGCGATGAAGGTAACTCTCGAATCC
CTGATCGAGGCAGCGCAGGCGACCGACGCGAACGGTAAGACGCTGCCGGCGGCGGATCGT
CAGAACAAGATCACCGAGCTACTGCAGGAAGCTGACCGCGCCGACGTCGAGGCGGTGCTG
AACGAGTCGATCGAGAAGTACCGCGACCTCGACGCGTCCGACCCGCAGGACGACGCCGAG
CTGTTCGGTCTGGAACTGCTCGTCGACGCGATGACGTCGGCGCGTGGTCTGCAGCAGAAG
TTCGCCGCGGCTGACGCCGCGAAGGCTCAGCAGCGCGCCGAGCTGGCCGCTCGTGTCGAC
GAGCTGACTGCCGAGGTCGAGCCGGCCGCGGCTGCCGACGATCCGGCCGCTGAGACCGCC
GAAACAGGTGAGACCACCGGCGACCCCGCGGTCGTCGACGGCGACACCAGCGGCACCACC
GGTGACCCCGCGGTCACCACCGACGACGATCCGAACGAGGGCGGCAGCACCGAGTCGGCA
GAGACCAAAGAAGGAGCCGGCGACATGGTCGCAGCCTCGGGCAAGCGTTCCCATTTCAGC
GTCGGCGCCGTCGCTGCCCGCAAGCCGGGCACGGTGCGGGCACCCGACGACAAGGCTGCC
GAGGCCGAGCTGCGTGCCGGCGTGACGATCACCGCGTCGTCCGGTGTGCGCGGCCACACC
ACCGGGCAGGAACTCGACGGCATGAAGGGTCTCGCCGCCGCTGCTGCTGCGACGGTGCGC
GGTCTGCCGACGAAGGGTGTGCGGGCACACGCCAAGGCCGACGTCGCGTCGCTGGCGATC
GCCTACCCCGACGAGCTGGTCGCGTCGGCTGAACGCGACTTCGGTTCGATCATGCGCAAC
GCGGTCGACGAGTCCCGTCTGCCCGACGGTTCGATCGTCGCGTCGGGCGGCTGGTGCGCC
CCGTCGGAGACGCTGTACGAGATCCCCGGCAGCCTGACCGACGCGAACGCCGGTCTGATC
AATCTGCCCGAGGTGCAGGTGCATCGCGGTGGTCTGCGGTTCCGCCGGCAGATCGACTTC
GGCACGATCTACTCGGGCGGCATGGCCGGTCGCGTGATGACCGAAGCGATGTCGGAGTCG
GCCGACCCCGAGGACTACACGAAGGTTTTCTACCGGGTCGACTGCCCCGACTTCGACGAG
GTCCGCGCCGACGCTGTGTACACCGGCGCATCGGCCGGCATCCTGCAGAACCACGCCTAC
CCCGAAGAGGTCGAGGCGCAGATCGCCGAGCTGGTCGCGGCGCACTCGCACCGCATCAAC
GAGATCAGCCTCGAACGCATGGAGGCGATCTTCTCGGGCGCCGGACACAATCAGGTGAAC
TTCACCAACACGTTCGGCCCGTCGACCGTGGGCGCGTCGCTGAACGCGATCGAGTGGGTC
ATCACCAACGAGCGCACTCGGCTGCGCGCGTCGGAGTCGATGCGGTTCAAGGTCGCCATT
CCGAACTGGTACAAGACCGTGTTCCGCGCCGACTACGCGAACCGGAACGGCGTCGACAAC
GCGCTCGACGTGTCCGACGCGCAGATCGACACGTGGTTCTCGCAGCGTGGCGCGTCGGTC
GATTGGACGTACGACTGGCAGGATGCGCTGTCGCTCGGCTCGGCCGGCGTCGGTGGCGCC
ACCACGGCGAACACCCTGCCGACCAGCGTCAAGGTGATGGTTTGGCCGGAGGGCACCATC
GTCCGCGGCCGCGGCGACATCATCAACATGGAAGCGATCTACGACTCGGCCGGTCTGGAA
ACCAACGACTTCCTGCGGCTGTTCATGGAGGAGCAGTTGGTCGTCGTGTGGCGCGCGTAC
CGCGGGTCGCTGCTGACGCTGCCGCTGTCCGCATCGGGCGCGACCGGCGCGGCACGTGAC
CTCGACGGGAACGGCAAGATCATCGTTCCGACGCCGTGACGGTCTGACAACAGAACATCG
GATACCGAGTAGGGCACCCGTAGCGACCCGCAGTCGTGCGGGTGCCCTACTCGTCTCACT
AGGAGAGGACCGGGTCGGATATGGCGACCATGCTCACCAACGCGCGGCTGTTCGTCGAGA
CGCAGCGGCGACTCACCCCACCGAAGTACGGGCTGTTCTCGGCGGCCGCGCTGACCGAGG
GCGAAACGCATGTGTTCGCCGGCGGCGTCGAGTATTTCCTGCCGATCGACCCGACGGCAG
TCGGGCATACCGCGCTCGAATGTCTCGACGAGGGCACCGCGCTGAACCGCGACATTCCCC
GCGGTTTGCCCGCCGGTGTCGGCGACCCGTTCGAGGTCTACGCCGGCGCGCAGTGCGACA
TCACCGGCACCAGTGAGGCCGAGCTGCGGCAGCGGGCGGTCGACACGCTGCAGGCCGGTG
AGATGCAGGCCGTCGAGCGGCGCATCTGGCGGGACGAGAACCCGGCGATCATGGACACGA
CGAACACAGTCGAGGTCGTCGACGTCGCCGCGCCGCTCGCGTTGGCGCTCGGCCGGCTCG
AACACTGGCTGTACACCGACTATGCGTCGGCCGGTGTGCTGCACCTGCCGCGGTTCCTCG
GCGCGCTCGCCGACAGCCTCGATCTCGTGCAGGCCGACGGGACGATGCTGCGGACGAAAC
TCGGCACGCCGGTCGTGTTCGGCGACTACCCGAACGTGGGGCCGGACGGTACCGCGCCGA
CCGCGGGCAGTGTGTGGATCGCGGCGACCGGTGACCTGCTGGTGCGGCGCACGTCGGTCG
ATGCGCTGACCGACAAGTCGCAGTCGTGGTTCGACCCGACGACGAACAACGCGACCGCGA
TCGTGGTTCGCGATTATCTGGTGACGTTCGACGAGGTGGCCGGCGCCGCGCTCGTCGATC
TTCCCTGATCGAGAGGATGAGGCGATGCCTACTGTGCTGGTGAAAGACGGCGACGATCCG
GGCGAGGTGGCGGCCGCGTTGCTGCGTGCTGCGGCGCCGGACAAGTGGCGGGTGCGGAAG
GTGACCGCCGGGCGTCGGCAGGCGTTCGAGGTGCCTGACGACGTGTACGAGGCGTTCGCC
GCCGAGCATGGTCTCGACGAGCAGGTGCCGCCGCACGACCCGCCGACCCCGACCGAGGGG
CCGGGCCGCACCGACGATCCGGCGTCTGCTGGTGACGATGTGACGCCGCCGCTGGTGTCC
GGCGAGCCGGTCATCGAGACCGGCGCCGACGACGACGGTCGGACCGAATCGGAGCGGGAA
GCCGACGAGCAGGCGCAGGCGGCCCGCGACGAGCTGGCCGGGTCGCGCGGCGAGGCGCCC
GACCGCAACGACAAAACCGAGGACTGGCAGCGGTTCATGCGGCCGGTGCTCGGCGACGCC
GTCGACGGCATGAAGCGGTCGGAACTGATCGCCGCGCACGACAACGAAGACGCGTAACCA
CGCGTCGACGCTGCAGCGGGATACACTCGCTGACAGCAGATATTGCTGCTGGCTAGGGGC
CGGGCGGTTACACGAGCACACCCCAAGAGAGGCAGCAGCAAATGGCAAACAAGGTCTGGC
CGTCCGTCCGGGCGAAGATCATGCGACTCACTCGGCTCGACGAGTGCGGCGCCCCGGTCA
CCGGTCCCAAGTCGTCACTCGTCACCGATGGTCTGATCTCGGTCGACATCAGTGCCGAGT
ACGAGGACGGCACGGAGAACGCGCCGAAGAACGGTAACGACAAGTTCTGTTTCATCGAGA
CCATGCCCGACGAGTTCAAGTACTTCACGTTGGGCATCGCGTTCTGCGGTGTGGACCCCG
AGGCGTGGGAGATCATCACCGGTAACCCGATCTACGAGGACGCCGCCGGCAACGCCGTCG
GTATCAAGTTCGGTCGGTACTCGGAAGAGATCGAAACGGCGTTCGCGCTCGAAGTGTGGT
CGGACGTGCCCGGCACGGCGTGTGGTGCGGGCGGTAAGCGGTACGGCTACCACCTGTGGC
CGTACATCGGTTCGGGTCGTCTCGACGAGCTGACGCTGAACAACGAGACCGCCGAGTTCA
CCCTCGGCAACGCGAAGACCAAGGACGGCAACCAGTGGGAGTCCGGCGGTTACGACGTCG
TGCTCGACGCTGCTGCCACCCCGGCGCCCGGGCCGCTGGTAGACCCGCTCACCCCGGAGG
ATCACTACCTGCCGATCACCACGCAGGTCGCGCCGCCCACCGCTACTGCGGGGGCTGTGG
CGTACCCCCCGGTGTGACGCCGCCGATCGGTAACGATCTGGTCGTCGGCAACGGGTTCCG
ACTCTGAAACGCGCGGCGAGGACACCCTCGCCGCGCGTTTCGCGTTTCACCACCACCACG
AAGAGAGGCCGCCGTCATGGCGTACAACCGACCGAACATCGTCTCGGGCGTGACCCGGGC
GACGAAAGCATTCTTCGACAATCTGCTCGACGGCATCGACGAGGGCATCGCCGGTGACGG
CACGGTCGAACTCGGCTACGCCGGGTCGTCGGCGCAGCAGGTCGTCACGTCCGGCGACCC
GACCGCGCTCGACGGCTGCGCGATCACGTTCGCCACGACCGACCGGCCGGCGCTCGTCGT
GGCGCGTATTCCGCTGCTGTACGCCGGCGGCGACGTGACCGGTGTGATCGAGATCAGTGA
CGGCACGAACGTCCGGTCATCTGTGATGACGGTGCGAGGGAACTACGGGTGCGGCGAGGT
CGCGATGCGGGTGCCCGCCGGGACGGCGTCGCGCACGTACACGATGCGGGCGTGGCGGGC
GGTCGGGTCGGCGAACTTGGAGATCACCCCGGAGAATCCGCCGTCGGTGCGGTCTATCCA
GGCGATCGAGGTCTGACGGTGGCCGCGCTGAGGCAGCGTGTCGCCGTGCCCGGCATGGGC
GATGAGGTCGTCACGGTCGCGGCGCCGCGCCGGTGGCGGGCCGACGGGTCTCGGGTGGCG
CTGGTGCTGGCCGAGGGCTACACGAACGACCCGCTCGTCATGTATCGGCCGGCGCAGTTG
CAGCCGGTCGTCGAGGCGGTCACCGCGGCCGGGTTCCTCGTCGTGAACGCGCAGCTCGGC
GTCAACGCGTTCGGCAACGATCTCGCGCAGCAGCGCATCGACTCACTGATCGCGTTCGCC
CGGTCGGAGTATGGCGCGAATACGGATCGGGTCGCGCTCGCCGGGTTCAGCATGGGCGCC
ATGAATGTGTTGTCGTGGGCGGGCACCACCGACGACGACGTCGCGCTCGTGCACGTGTGG
TGCCCGGCGACCGACCAGGCGTGGATGAACTCGCAGCCGTCGTGGGCGCCGGCGCTCGAC
ACCGCGTACGACGGCGAGTGGACGACGGCCGACCTCGCAGGCCACGACCCGCTCACCCTC
GCGCAGGCCGGCGCGTACGCCGATGTGCCGTTGCGGGTCGAGTACGCGACCGACGATGCG
ACCATCCCGGCGGCGCGTGTGGAGGCGTTCGCCGCTGCCGCCGGTGTCACTGCCCGCGAC
CTCGGGGCGGGCGGCCACGACTACTTGCAGACACGGAAACCGTCGTCGGTGCAGGCGCTC
GTCGACGGGCTGCGCGGCGTGTAGCCTGACAGGGCGTCATTGTGTGAAGGTTCGTCGAGG
GTCGCAGCTCGGGTTCTTTCCGGTAACGAGAAACGCCGTTTCGCTGGTCGGCTGCCAGTG
GGGCGACGTTTTCTCGTGAGACCATCGACTCATGGATGACATCGACTGGCCGCTCGACAT
ACCCGATGAGAGTTCCGCTGTGTGGGCTGCCGCGTCGGCCGACGCGAAGGCGCAGGCGTC
CGCGTGGGCGATCAGTGTGCTGTGGGCGTTGTCGGGCCGCACGTTCGGCACGGTCGCCGA
GCATGTCCGGCCGACGCCGCGACCGCCGGTCACCGGCTCGACGTATGCGGGCACACTGTC
GTCGACGTATCCCGGGCGCCGGGTCGCACCACCGCTGACGACCGGCTACGACCCGGGCGC
TGGTCGTGGCTGCCGCATCGCCGGTGTGCGGCTGTATCTGCCCGGCCCGATCGCCGAGGT
CGACGAGATCCGCATCGACGCTGACGTGCTGCCTGACGTCGCGTACCGGGTCATCGACGG
TCAGTACGTGCGGCGCGTCGACGGGCAGCATTGGCCGCTGCGGCAGAACCTGAACGCCGA
CGACGGCACACCGGGCGCATGGTCGGTGACCTACCGGCGTGGCGTGCCGGTACCGGCTGC
GGGTCGGCTGGCCGCCGGTGTGCTCGCCGTCGAGTACCTGAACGACCGCGAGGGCCGCGC
GTGCCGACTACCGCGCGGCGTGACGAGCGCATCCCGACAGGGTCTGTCGATCGAGGTCGA
CGCGCGCGCGTACTTCACCGAGGGCATGACCGGTGTCGACGAGGTCGACCAGTGGCTACT
GACGGTCAACCCGCACCGCATCGGACGGCCGGCGCAGATCGTCGGTGGCCGGCAGGCTGT
TCGGCGGTCGCTGCCATGATGGGTTGCTCGCCGTACGCGATCGCGCGGCTGCTCGTCGAA
CGCGCCGAGCACGAACTGCAGACGGCGCGCGCGGACGTGCCGGATCGGGTGGCTGTGGTG
CCGGATAAGCCGCCGGGCGAGTTCTGCGCGCAGTTGTGGGCGGCGGTCATCTCGTATGCG
CCGAAGCCTGCCAGGACGCCGTCGACGGTCAAGTCGTGCGCGGCCGAGTGGCGGGTGCAG
ATCACGCTCGGCGTGTACCGCTGCGACCCGTCGATCAACCCGTCGCACCCCGAGCAGGCA
CCCGACCCGGTCCGGCTCGACTCGGCGGCACGCGACCAGCTCGACGACGCCGAGGCGCTG
CGGCGGGCGATCCTGCACGCCGACTGGGCGCTGGTCGACGTCGACCCGGAGCAGGTGCAG
GTCGGGCCGATGCGGGTCGTCGGCCGGTCGGGTGGCGCGTTCGGCGTCGAGCACGACGTC
GTCGTCGATACTGAACTCGGGCGGTTCACCGATGCGGCTGTTCCGATGCTGCCGACCGAC
CCGCGGAAGGACACACCATGAGCGATTCACAGGTCACGATCAAGGCGGCGCAGTCGTTCG
GCGGCATGCGTGCCGGCGAGGTAGTGACGGTCACCCGTACCTCGTACATCGACGGGCTGA
TCAAGCGGGAACGGGTGACGGTCGTCGACGACGCCGAGGGCGAGCAGCGGACGCTGCCGG
CGACTGCGGCGGATCGTCCGGGCGAACCGATCACTGCGGGCGGGTTCGTGATCGGCGATC
AGGCCGCGTCGGGGCCGCCGAAGCGTAACGCCGAGACCGGCGAGTGGGCCGAATACATGG
CTGCGCGGTTCCCGGATTACGACCCGACCGACAAGTCGCGCACCGAGCTGCAGGCCGACT
ACGACGAGCGGGTGCCCGCCGAGGGTGACGCCGGTGACGGTTCGGCTGAATAGGCAGGTC
ATCGCCGCCGAACAGTCACGGCTCGGGCAGGAGTGGGGGCGGCGGGTCGGCCGGCGCGTG
CAGAACTCTGCGCGCCGGCGGGCGCCGGTCGACGAGGGCACGCTGCGTAACTCGATCGAG
TACGTCGTCGACGTGCGCGGCACACGCACGCATGTCACGGTCGGTTCGCCGCTGCCCTAC
GCGCGGTATATCCACGAGGGCACCGGCATCTACGGGCCGAAGGGCACACCGATTGTGCCG
GTCACGCGGCAGGCGTTGAAGTTCCAAGTCAAGGGGGCGTCGGGGCGGCGTCGGGGCGGC
GATGCGAAATGGGTGTTCGCGAAGTCGGTGCGCGGTATCAAGCCGAACCCGTTTCTCGTC
GATGCGCTCGTCGACGTCATGGGATCGCTCACTCGGCGGTTACGCTGACGGGTGCCACCC
GTACCCGACTGCTAGGAGCAGCATCACATGGCAACCACGACCAAGGCGCCGGCCGCGAAC
GCATCTGTGCACACCTGGCGCAAGTTCATCGCCGAGCAGTACCCCGACGTGCTCGACGAG
GACATCGAGCACATGAGCCGACCGGACATGCGTGACCTGCACAAGCTGCGTACCGAACAG
GCGACCACGAAGTCGACGATCGACCAGTCCGAGTTCGAGGCGCCGAGTCTCGACGATGTC
CCCGAAGAGCTGCGGTTCTCGACCGACACCGGCGAGGACCGGGAGATCGAGAAAATCCCG
TTCGCGATGGACGGGATCCCGTTCTGGCTGTTCCGGCCGTCCGACGCCGCGATGACGCTG
TACATGGGCGAACTGCTGTCCGACGACGTGCGGGTCCGCACCAACTCGATGGTTCGCATC
GTGCAGCAGTGCGTCGACCCGTCTGCGCTCATGTATCTGCAGGAGCGGATCACCGACCGG
GCGAACAACTTCGACGACGGGCTGTACGGGCGGGTCGTCGCCGCCGTGCTCGAAGAGTGG
GGCGACGCGACCGCGTCTGCCAAGTTCCGGCAGGCGCAGGAGAACGAGGCGCAGAACCGG
CAGCAGCGTCGCGCGGCTGCCCGGGCAAGCCGTAAGAAGTAGGGCCGCCGGTGGCTCTGC
CGCCGCCGTGGGGCGATGTGCCGTCGGGTTTCGCGCTCGACGGCACATTCATCGGTACGG
CGATCCCGGAGACGCGCCGGCTGGTGCCGACGCTGCTCGTCGACGAGAAGTCGAACACCG
GTGGTCTGTACATCGTCGGCACGTTCTGTTCGGCCGACGCGTGGGGCCGGCTGCTCGCCG
CGCTCGTCGAACCTCACTCGGCGATCACTCTCGACACGCTGCAGATCATGGCCGACCGCA
TCGTCGAAACGCACCTCGGGATACCGCGGTGGACGGTCGAACGTCTGTGGCAGCAGGCCG
CGGGCGCGTGGATGCTCGTCGACGGCGAGTTCACCATGCGTGGTATCGACCTATTCGAGC
TGCCGGCGCAGCGGGCGACGAACGCCGTCTACGCGCTGCTGCGTGGGTGGCGTTCGCGGG
GCACCGAAGACGAGCTGCGGTCGTGGCAGCGGAAACTCGAACAGCCGCCGCTGCGTGAGA
TCCAGCGGTGGAAGCGTGACGACGTGCCCGTCGAGTCGGCGTCGGTCGACGACATGCAGC
AGCACATGGCCGATCTGAAAGCCGGCCGGATCGGCTCGCGGTCACCGGCTGCGGGCTGAG
CAGACGATACCCTGAGACTCGACACGAACCCGACCGCACTCGGGCGTCGCCGGCAGAGTT
GTCGGCGGCCGACGAGGTGAGGCGGGCAGCGTGACAGCAGGCGGCGGGCAGTGGGCCGAG
GCCGAGGTCGGCGTAACCCTGAACTGGGACAACGTCGAGGGCGAGCTGCGAGAGCGCATG
GAACGCGCGTCAGCTCAGGCTGCGCAGGTTGTGCGCCGCAACTGGGCGAAGCTGGAACGC
TCGACCCGACAGTCGTTCGACCGCATGGCGACGGCGTTCGCGCGGGCGATGCGCAAGGTC
GAAACAGACGGCGAGAAACACGCGTCGGCGGTGGCGCGGTCATGGTCGGTGGCGCTGACC
CGCATGGTCGCGCGTACCGACGTCGCGGTCGGGAAGATCAAGGCTGCGCTCGCCGAGATC
CCCAACGACATACCGGTGCGTATCGCGGTCTCTCACGTCGGCATGCAGACCGCGGAGATC
CGGCGTCTGTCGACGGCGCTGACGCGTCTACAGCAGGTCGGCGATGTCACCAGCACGGTG
TCGATTGTGACGGCCGGAGCGTCAGCCGACGACCTGCGCAACCTGGCGTCGGCGCTGCGC
CGCGTGTCCAAGTTCGAGTCGATGTCTTTGGTCATCGACGCGAAGGTCAACGGCCTCGCC
GAGGTCGAACGGCTCGCGGCCGCGCTGCGGGCACTGCCGCGCCGGACGAACGTCGACGTC
AACGCGAACACGTCGGCGATCTCGAAGATCACGAAGGCGCTCAGCGGTAAGGGGCTGCTC
GGCGGGCTGCTCGGTATCGCCGGCGGGTTCGCGTCGGCGGGCGCGACGGTACTCAAATTC
GCTGCGATCGCCGGTGGAGCGACGGTCGTCATCGCCGGGATGCTGCCGGCGCTGTCTGCG
CTCGGCGCGGCGCTCGGCGCCGGGCTGTTCGGTGCTGCGGTGGCCGGTGCGGGCGCGTTC
GCCGCCGGGCTGACCGCGATCGCCGGAGTCGTCGCCACGGTCAAGACGGCGACCCTCGGT
GTCGGTGAGGCGATCAAGAACGCGTTCGACCCGGCGAACGCCGAGAAGTTCGCCGAGGCA
ATGGCGAAGCTGTCACCGCAGGCGCGGGCGTTCGTGCTCGCCTTCCAAACTCTCGGTAAG
CAGTTCAAAGACATTGTGCAGCAACCAGTTCAAGACGCGTTCTTTGCTGGGCTGGCGCCG
CAGATCGAGGGCCTGCAGACGAAACTGGTGCCGCTGCGGAACATGATGCTGAACGTCGCG
GACGGGTTCAACGAGGGCGCGAAGTCGGCGCTCGGGTTTATCAACTCGGCGACCGGCACA
CGCGTCGTCGGTGACCTGCTGCGCGAGGCCGGGAACATGGGCGCGAACCTCGGCACCGCG
CTCGGTAACCTCGTGCCCGGTATCGCCGCGATCGGTGCCGGCGCGTCGCAGGTCTTCGGG
CCGATGACCAACGGTATCGGCGGCGCGGCACGCGAACTGTCGAACATGCTCGTCGCCGCG
CAGCAGTCCGGCCGCATGGGCGAGTTCTTCCGCGACGCGATCGACCTGGCGAAGCAACTG
TGGTTCGTGATTCAGCAGGTCGGCGGCATCATCTCGGCTGTGTTCTCGGCGGCGGCCGCC
GCGGGTGACGGTGTGCTCGGCGGGTTGGCCGAGAAGCTGCAGACGATCAACGCCTACCTG
TCGGCCGGTGAGGGCCGCGACGCGCTCATCCAGTTCTTCACCGCGATGCAGTCGGCGGTC
GCGACGGTCCTGCCGATCGTGATGCAACTCGCGACGATCATCGGGACGACGGTCGCGCCG
GCGCTCGCTGGTCTCATCGTGCAGATCGGGCCGTCAATCTCGGGTCTGGTCGACATGCTC
GGGCAGGGCATGGCGAACCTCGCGCCGGCGATGCAGCCGCTGGGTGCTGCGATCTCGGCG
ATCGCGACGGCGATCGGGCCGGTGCTGCCGGTCCTCGGCACGCTGCTCGCGACGTTCGCG
CAGCTCGCCGGGCCGATCATCGGGGCGCTCGCGCAGGCACTCGGGCCGGTCCTCGTCACG
GTCGGGCAGGCGCTGATCTCGATCCTGCAGGCACTCATGCCGGCCGTGCAGCCGATCTCG
AATCTGTTCCTCGCGCTCGGCCCGGTCATCGGGCAGCTCGCGCAGGTCATCGCCGGGTTC
CTGATCGGGTCGCTGTCGGTGACGGTGCCTATGTTCTCGATGCTCGCCAACGTGATCGCG
CAGGTGCTGCCCGTCGTGGTCGGGCTGCTGCAGATGCTGCAGCCACTCGCCCCGGTCATC
GGCGCGATCGCCGGTGCGATCGGGATCCTCGTGCTGGGGTTCAAGGCGTTTGCGATCGCC
AAGAAGATCATCGACGGTATCCGCATCGCGTGGGCTGTCCTGCAGATTCTGTTCGCCGCG
TCGCCGATCGGCATGATCATCACCGGCATAGTGGCGCTCGTCGCCGCGCTCGCGTTGTTT
TTCACGAAGACCGAACTCGGGCGGCAAATCTGGCAGTCCGTAATGGGTGCGCTGAAAGCG
ACGTGGGACGTTGTGTGGCCGGCACTGAAAGCCGGATTCGACGCGATCGGCGCGGCCGCA
ATGTGGTTGTGGAACAACGCGATAAAGCCGGCGTTCGGCTTCATACAGGCAATCTTCGGT
GTCCTGTGGGGCGCCGTAAAGGTCTATTTCACGATCTGGTCGACGCTGTTCAAGATCGCC
GGCGCCGTCGTGATGTGGTTGTGGACCAACGCAATACAGCCTGCGTTCGGGTTTATCGGC
GGGCTGATCGGGTCCGTGTGGAACGGCGTGATACGGCCGATCTTCGACATGTTCATGGGC
GGGCTGCGTGCGGTCGGCGACGCCGCATTGTGGCTGTGGAACAACGCGATCAAACCTGCG
TGGGATCTGATACAGGGTGCGATCGAAAAGGTGTGGAATTTCGTCAAACCGATCTTCGGG
AAAATCGGCGACGCGTTCCGCACAATGGGCGACATCGCGTCGCGGATCGGCGGGGCGATC
AAGGATGCGTTCTCTGGTGTCGTCGACATAATCAAGGCGCCGATACACGCGATCGGCCGT
CTGCTCGCCGCGCTGCCCGACTCGATTCTCGGTGTCGACATTCCGGGCGTTGGGGCGATC
AAGTCGTTCGGGCAGACGATGCAGGGGCTGCGTGACGGCGGGCCGGTGCGCATGCAACTG
CAGTCGTTCGCGAACGGATCACACGGCCCGATCCGGGGGCCGGGCACGACGACGTCCGAT
TCGATCCTCGCGCGGCTGTCGCGCGGCGAGTACGTGCTGCCGGCGCGCTCAGTCAACGCG
TCGACGCTGCCGTGGATCGAGGCGCTGCGCGCAGGGTGGGTGCCGCCGGCCGGTCTGCTC
GGCGCGCTGCCCGCGTTCCGCGAGGGCGGCGCTGTCGGCCGCGAACCGTACGGGCTGCCC
GTCGGGTCGAACGTCTCGTACGGCGACAACGACGGTCTGTTCCCGCAGTGGGTTCGGGAC
ATCGAGAAGCGGTTCGGTGTGCAAGCGAGCACGTACGCCGGGCACCAGGAGAAGTCCGGA
AAGAACAAGGGCATCGACTGGTCGGGTCCGGTCCCGAACATGCAGCGACTCGCCGAGTAC
TTCGCCTCGATCAAGGGCGACCTCGAACAAGTCATCTGGATGAACCCGAACACCGGGCAG
AAGATCGGCGTCGCCGACGGGCAGATGGTCGGGCCGGGCACGTCGCAGCCCGGCTACTAC
TCGGCCGACTGGTCGGGTCACACCGACCACGTCCACACCCGGCAGTCCTACTCACTCGGT
GGGACGCCGTCGACGCAGAAGGGTATCGGCACCCCGGGCAGCACGGCGTCGACGTCGGGC
CTCGGTGCCACGTCGACGCCGATCGGGTCCGGGCTGGGCGCGTCGTCGTCGAGCGGTTCC
TCGTCGTCCGGGTCGTCGGGCGGCGCGCAGTGGGGCAACTCGGGCGGCAGCTCGAAGTTC
AACACCGCCGACGAGGCCGACAAGGGCGGCGTGATCCCGGTGTGGGTCGAGAACTGGCCG
GCGCTCATGGGTGGCGGTGGCGGCGGTGGGTCGTCGTCGACGTCGCTCGGCGGGACGACC
GACCCGGCGCTCGGGTTGACGGGCACCCCGGCGGCGTCGACCGCGACCGAGGACACGATT
CCACTCAAGAAGAACCCGGACGGCACGTACTCGTCGACGGACCCTGCGTGGGATCACCTA
CTCAAACGCGAGTCGGGCGGCCGCATGGACCGCAAACAGGAGATCATCGACGCGAACAGC
GGCGGCAACGAGGCGTCGGGCGGGTTCCAAATCGCGCTCGGCACGTGGAAGGCGAACGGT
GGTTTGAAGTTCGCGCCGACCGCGGGGCAGGCCACCCCCGAGGAGCAGGCGATCGTCGCT
GCGCGCATCTTCAACAAGTCCGGCGGGCAGCCGTGGGGCGCCGGCCTCGCGGGCCGCGAG
GACGAGGCGAAGCTGCGGGCCGGCATCGTGCGTAAGGGTTCGCCGCTGCCCGGCGGTGCA
CCCGCACCCGCGCCGGCGGCACCGACCGAGGCGAACCCGATGCCGGTGTCGGTGACGAAC
ACACCCGAGGTCACCCCGACGACCGACCCCGCGGGGGCGCCGGCGAACGCGCCGAAGCGG
CCGGAAATGGCGGCGATCACCCTCGGCGGCGGCCCGGTGTCCGGGCAGCTCGGCGGCGCC
GCCAAGTCGGCGATCGCGTACGGCGTCGATACGACGCTGTTCGACAACCCGGGCGCGCTC
GGCAAGTTCGACAACTCGAAAGCGAAGACAACACTCGGCGCCCGGGCTGGTGACGTGGCG
AACTCGGCGATCTCGGGGCAGCTCGGCGCGGCGCTCGGCATCTTCGGTCTCGACGTGCAG
CCGCCGGTCGTCGAGGCGATCGGGCAGTACATGACCGACAACCCGCTGACGGGGCCGCCG
AAGGACGGCGAACCGGTGACGCAGAAGAACCTCGTCGACCTCGTGTCGGATCTGGCGCGT
CAGGCGTGGGAGGCCGGCAGCGTGAGCGTGGTCGTGCAAGGCAACGCCGACGGCGACGAT
GTGGCGAATAAGGTCGACAACGGGCGTCGCCGCAGGATGCGCCGCTACGTGAAGCCGGGG
CCGTCGTGAGAGGACAACACCAGTGACCGCACCATGCCTACCCGAGGGTTCGCCGGTATC
GAATATCCGGCTCGTCGGTTGCGACGGCGGGCAGACGTTCCACCTGTACGGTGACCGCGC
CGGCGAGGAAGGCGTCGAGCTGGCGTGGGACGGGCTGGAAGAACTGTACGAGCCGCCGGT
TCGGGTCATCGAGCGCACCCCGATCCGCATGGACGGCGGCGTGCTGCGCGCAGTGAAGAC
GGCGATTATGGAGCCGGTCGTGACGCTCGTCGTTCACGGTAGCCACGTGAACCCGTTCGG
TGTGGTCGACGGCGCGATCCGTGAGGCGTTGTCGTTCGAGCTGGACCCGTACTACGAGAA
CTCGACACTCGCCCGCATCGAGTGGGAAACGACCGAGTCGACACGGTTCATCGAGGTAGT
GCTCACCGCTGGCACGAAGTACGACGCCGAGCACGTGCCGGGCGACCATCCGCGTAAACG
CTGGTGGACGTGGGAACTGCACCTGAAAGCGTATATGCCGTTCTGGCAGGAAGACGACGT
GACGATCCCGGTGCAGTTCGACGAGGACGGCACGCAGACAGCGGTCATCTCGAACCCGTC
GGGCGTCGACATGGAGCACAAGTACGTCGGCACCGCGGCGACGTACACGCTGCCCGACAA
CACGTGGTCGGGGCCGCCGTGGAAGCGTGAACCGGGCGGCATGTTCCCGAACCGGAAACT
CACCTACCCCGACATCGACCCCGTCGAGAACGTCGGCATCACCGTCGACTACTCGCCCGG
CGAGATCCCGGTACGCGACGCATTCGATCACAACATGGTCGCGCAGATGCCGTCACCGGG
CGACTACCCGAAGAACCCGATACCGCGGTTCTGCCAACCCGTCGAGATCGAAGTGACAGC
GACGAACGTGCCACCCGAGGGCGCGGTACTGATGATCCACCAGGTGCGCAGGTTCCGCCG
CGCGTGGGGACGGGTCTAGGGCATGGGCGCGTTCGCGACGAAAGAAGCCAAGGCGTACGT
GCAGGCGCGGGCGGCGCGGGCGGCGTCGGTCGCCGGGCTGGACTCGGCCGACCTGCTCGA
ACGCTGTAACGCGATCTGGGAGGCCACGAAGTCGGCGCAGCGTGACGAGGCACGCATTCG
CCGCGAGGTGCCGATCATGCGTCTGTGGGACGCCGAGTGGCTGCTGCAGCACGTCGTCGG
CAACCCGATCGAGTACGAGTTCGAGTGGATCGACAACGACGCCGGCGCCGGCATGGTCGT
CGTGCTCGCCGAGGACCCGGTCGGGCAGTGGGCGCTCGACTTCGAGGGCCGCGACCTACG
CGAAGAGGGCGTGAACGTCCACATCACCGCCGACTATGTCGGTGCCCGTTGGGGCGGCCG
CATGGAAGACGTGTCGTCGGAGCTGACGTCGACCGGCGACGAGATCGTGACGATCACGTT
CATGCACGACATCGAGAACTTGAAGTGGATCGAGTGTTTCCCGTCGCCGTTCCTGCCGGC
GATCACGCAGTTCAAGGCGTGGATGCTGCTCGGGCCGGTCAACTGGTGCGCGCTGACTAC
CCTGCACGTGAACCTCATGCGGGACGAAACGCCGCTGACGCTGCCCGACGACCCGCTCGA
CCCGTCGGAATACCTCGAAGGGTTCGACGTCGACAACTGGCAGATCGCGGTCAACCCGAT
CAGTTTCATGGAAGCGATGAACTCGGGCGTCGTGTGGGGCCTGCCGATCATCCGCATGAA
GTACTGGTACGACGCGTTCATCGCGATGATCGAGGACGCCGAGCTGTCGATACAGGCCGA
CCGGTGGCTCGAAGGTGACGACCTGCCGTACCCCGGCGCGGATCCGCGCAACGGTCAACT
GATCATCTCGCTCGCCGACAAGTCGGGCCGGTTCAACTCGGGCACCAGCCACGGCGGCAA
CCTGTTCGGCGGGCTGGTCAACACGATCGACCAGTTCACCGAGGACTTCCTCGACACGAC
ACGGTCTGTGATCACCGGGCAGCCGATGCCCAACGAGTACATGCGCATCGGGTACAAGTC
GACGAACAAGGCGCTGCCGTACGTGGTGCTGCGCCCGGGCGTCACGCCGGGCGTGATCAG
TGCGAAGTTCACCCGCACCCCGGAGAAGACGGCGAAGATCATCACCGGCGGTAAGTCGGC
GCCGGGCGTCAACGAGGGCATAGGGGCGCTGATCCAGGCGATCGGCGACATTGTGGGCGA
TAACATTTCGTTCGCCGGGTACGGTGTCGGGTCTATCGGCGGCGCGATCGACACGCTGCT
GCGGCCGATCTACGAGCACACGATCCTGGCGTGGACCGATACGAAGTCGTTCCCGCGTGC
ACAGAAACTCGGCTGGTCCCGGTACGTCGAGTTTTTCCAAGAAGGCGCCGACCAGGCGTA
CACGCTGAACTCGCTCATGGTGATCCGCACCGGACTGTGGGCAACCCGCCGGTGGTCGTC
GCACGAAGTGAAGATCGTCGACTCGTGTCCGTGGATGCTCGGCGACAACGGTGTCGGGCA
CATGTGGGTCGGTGACCGCATCGCCTCGACGAGGCCGCGCGACCAGTCGGGCATCGTGTT
CGTTGAGCGGATCAAGAAGGTTGTACTCGGCGCGTCGGAGGAAGAGTTTCACCCCGAGTG
GACTATTACGATCGGCTCGGACGCGAAGAACCGCGATCCGTTCGAGGAAGGTCTCGAACG
TATCCGCAGTCTGACCAGTGGGCTGCACGACGTAGGGATCATCTGATGGGCCGCAAGCCG
TCACGTAAACGTCAGGACCGGGGGCCGCGCCGGCCGAAGATCACGGCGCCGGAGTTCCCG
ACATTCGACAACTGCGACCCCGACGACCCCGACAACTTTGCTGTGCCGGCGCTCGTCGGG
CTGCCCGGTATGACGGGGGCGCCGCTGCCGATGATGGTGAAAATGCTTCGCAAGGTGTCG
CGCCGATTGTGGGACTGCGGATTCCGGTATCACCCCGAGCTGCGCACCATCCGATACAAG
AAGCCGCTCGTCGGTGACCCGAACTGGCTGCAGAACCCGGGGACGTGGGTGCCGATCGAC
GAGCCGGATGACGTCGAGCGCAAGGCGAAGACGCTCACACCCGAGCAGAAGGCGGCGATC
CGTAAACGGTTCCACCTCGACGACGAGGACCGGCCCGACCCGGTCATCCCGCACGAGGAC
GGCAAGGTGCCGTATCTGACCGCTGACGGCCGAACAATCCTCGTCACGCCGGCGCAGGCT
GCCCGGTATGCGGCCGCGAAGCGGGACGCGAAACGTGCACGCAGACAGGACGAACGACGA
TGACAGCACCGAATCTGGGGCCGGGTTCCCTCGCCGACTACGACGACGTCGCGAACGCTG
TCGGTATCGCTGCGTCGCAGGGCCGCACCGCGCAGTCGTGGATCGACGAGCAGGTCGGCC
GGGTGGCCGGCGAGGTGAACGGCGTCGTCGGATGGATCGTCGACGGACTCGAAACGGTCA
TTGAAAACATCGTCGACTTTATGACGACCGGCGAGACCCGCAACCTGCAGTCGGCGGCCG
CATTCATCCACGACAAGATCAGCGATTTCGTGTTCGATGTCATCGAGAACCTGCGTGATC
TGTGGTTGGCGCTCACCTCGAATTACACCGGCGACGACGAGTGGTTACTGAACATTCAGT
CGTGGCGTGACAGCCTGTTCGGGTGGGTCGACGACGTCGCGGAGTTCATACAGAACCTGC
TCGACGCGATCCTGCGTGGCATCCGCGGTATCCCCGTCGTCGGTGGAACTATCGCCGACA
TCATCGGCGGCGTCGGTAAGGTCGCGTCGACGGCGACCGAGGCGCAGCAGGTGTCGTCGT
CGGCGATCTCGGTCGGGCAGACGACGATCATGAACATCGCCACGAACCGGCCGCTGTGGG
AGTCGCCGGACCCGACCGCCGATACGTCGTTGAACTGGGGCGACACCGCGGTATCGACGG
GCGCGGCGCGGTCGGTGCAGACGACGACATCGACGATCGCGCGGATCACGAAGATACGGT
GCCGCGAAGACCAGGTGAAAAACACCATCACGTTCTGTGCGTTCGCGTCGTCGACGCCGA
CGCTGTACGTCGACCTGTTCAAACTCGACCCGGACACCGGTATCTGGTCGCTGCTGTTCT
CGTCGCCGAACATCGGCGCGCAGGTCGGTGTGACGATGCAGCACATCACGTACGAGTTCT
CGCCGACCGGGCTGCCGGTGTCGTCGGGCGACGTGTACGCGCTGCAGTTCCGCAGCAGCG
GCGCGACGGTGACGTTCCTGTCGAAGACGTTGGAACTCGCGCCGATCCCTGGGATCATCC
CGGGCGCGATCGGCGGGTCACGCAACCCGACGTCGGACCCGGCGCCGGCGACGATCTCGA
CTGCGCTGATGGAAAGCTACAACGACGGCAACACCCTGTATGCCGGTCTCGGCTCGAACT
TCGGGCAGCTCGCGATCCCCCGCTCGTACTATGTGTCGTTCGACAACTACTCGTGGCAGA
ACTGGGTGCGCAACGATGTCGGCGGGCAGCTCGCGATCGAGGATGGGTACGTGGTGCGCA
CCGGCACCAGCGACGGTCACCAGGCCGCCGTGTACGGGTCGCAGACGCTCACCGACAAAC
AGGCCGTGCAGTTCACCGTGCGGGAGTCGAAGACGCAGCCGACGCTGCTGTACATGTCGT
CGGGGCCGACGCCGGGCCCGGCGAATAACGTGGCGTTTCTCGGCGTCACGAGCGTCGGTA
TCGGTCTCGGTTACGGGACCACGATGCAGTCGGAGATCAACCCGGGCAGTAGCGACTGGC
GCACCGGTTCCGGCACGTACCGCGCCGAGTACAACCCTGCCGACAACACGTTCCGGGCGT
ACAAGTGGGACGGCGACGAGTTCATCGAGATCCTGTCGTGGGTCGATTCGTCGAACCGCA
TCCTGCACGGCGCGGGCCGCCGCTATGCCGGCGCCGCGATCTACCGGGCACTGTTCCTGC
CCGGCTCGTCGTTCGACAATTTCGTACTAGAGGACTGGTGACCGACCATGCAGACTCACG
CCAAGCATCCCGCCGACGTCCGCGATCTGACGTTCGGGTTCACCAAGTTCCTCGGCCGCA
CCGGCGACTCGATCGCGTCGGCGTCGTTCACCGCTGACCCGGGTCTGACGCTCGGGTCGA
ACACGCACACGCTCGGCGTTGCGACGGTGCGTGTGTCCGGCGGCGCGGTCGACACGGACT
ATCGGGTGACGTGCTCGGTGACGACGTCGTCGGGGCAGATCGTGAACCGGTCTGTGATCG
TGCAGGTGCGCGACCTGTGATCGTCGGGCGGCTGTACATCGAGGTGCCGGCGGATGACTT
CGCCGACACCGATGTGCGGGTCGCCGACATGGTCGTCGACGTCGCCGCCGACGACTTCGC
CGACTCCGATGTGCGCGTGTCGTCGATGATGGTCGACGTGCCCGGCGACGCGTTCGGTCC
GTCGATCGCCGAGCAACTGTATCCGGCGCTCACGCTGTTCCCCGCCGACGATCTGTACCC
GACCGGACCACCCGACTAGGAGACCTGCCGTGGCATATGCAGCGCAGACGTGGCTGAACA
AGCCGGCGACGACGACGCCGATTTCGGCTGCCCGTCTGAATCACATGGAGTCGGGTATCT
CGGGGGCGCACACGATCGCTGAGGGCGCGGTGGCGGCGCTCGCCGGGAAGGCCGATCTCG
ACGGGAATGGGCGGCTGCGTGCCGACCAGGTGCCCGACATCGCGATTGTCGACTACCTCG
GGTCGGTCGCGTCGCAGGCGGCGATGCTCGCGCTGGTCGGGCAGAAGGGCGATTGGGCGA
TCCGGTCGGACCTCGGCACGGTGTGGATCATCACCGGGTCGACACCGGCGAACCTGTCGT
CGTGGACGCAGACGGCGTATCCGGCGTCGCCGGTCGCGTCGGTCGCTGGGAAGGTCGGCG
CCGTCGAGCTGGTGAAGGGTGACGTGGGACTCGGCGCGGTCGACAACACCGCGGACTCGG
CGAAGTCGGTGGCGTCGGCGGCGAAGTGGACGACGACCCGCACGATCCGTACGAACCTCG
GGTCGACGGCGACGTCGAACATCGACGGCACTGCGAACGTCACCCCGGGCGTGACGGGCA
CCCTGCCGATCGGTAACGGCGGCACCGGCAGTACGACCGCGGCCGGCGCGCAGACGGCGC
TCGGTCTCGACCCGCTGTTCGCTGCGAAGGCCAACGCGGCGGACGTGTCGACGGCGCTCG
CCGCGAAGGCGAACACGACCGACGTGCAGGCGGCGATCGACCTGCTGCTGCCGCGCCGGT
CGGGCGCGAACGTCGTCTACGTCAACGGCGCCGACGGCAACCCGTCGGGGCAGAACTACA
CCTCGGCGGCCACAAACTTCACGATGGTCTACCGCAACGGGGCGGGCACGTTTTCCATCG
GCCAGCCGACGGACAACGCGCACCCGGCGACGAGGCTGTACGTCGACGACGCTGTCGCGG
CCGCGCAACGCGCGATCGTCAACGCGCAGCCCGCCGGGTACACACTCGCGCTCACCGACG
CCGGCAAGGCAATCGAAGTGACCTCGGCGTCGGCGGTCGCGGTCACGGTGCCGCCCGACT
CGGCGGTCGCGTTCCCGGTCGGCACGGTTATCGAGATCGCGCAGACCGGCGCGGGGCAGG
TGTCGGTCGCGGCCGGGTCGGGCGTCACGCTGCGCACCGCGGCGTCACTCGCAGCCCGGG
TGCAGTGGTCGACGATCACGCTGCGCAAGCGGGCGGCGAACGACTGGATCGTGGCGGGTG
ACCTGTCGTGATCCCGGGCGTACGGTTCCGGGCGACACGGCGGCGGCCGTCAGGGCTGAT
AACGTTCGACAACTCGACCGTGCTCGACGGCTCGGCCACGACTAGTTTCGGTCTCACCGT
CGGTGGTTCCAACGCGACAATCATCGTGTTCGCCGCCGGCAACCTCACCAACGCGGCGAC
CGTCGACGGCGTCGCAATGACGCTGATCGGCAAGTCGAGCAACGCCGCCATGTGGGCGAT
CACCGGACTCGCCGCAGGCGCCCGCAACGTCGTCGTGACGAGGGCCGCGGCGACCTCGTA
CATCGTGTCAGCCATGTCCTACCTCGGCGCGGCATCTTTTGCCGGCGGCGTCGTCAACAG
CGGCACCGGCACCGCGATGTCGTCGGCGCCGACGGGCGGGCAGTTGAAGGTCGCCGGGTT
CGACTTCAGCTCATCGTCGGCCGACTTCGCCGGCATCACTACCGACGGCACTCAGCGTGT
CAAGTACCGGCGCGTCAACGGAAACAACGTGCTGGTGGCCGATAAGCCGACAGGGCCGAT
CGGCGCGACGCTTGTCGGGTCGTCGAGCTGGACGAGTATCGGCGTGTCGCTGGCGGCGTA
GCAGCCGATCGCAGCGGGTTACCCTGTAGTCGACAGAGTCGCGGGCTAGGTGCCGGGCAC
AGCCACCAGACAAAGGCGACCCCCCACGATGGCACCCCGCTACATGCCGCTACAGGCCGG
TACGCACGTCACCAGCCCGTTCGGGCCGCGCGACGGCGGCTTTCATGGCGGCACCGACTT
CGGCAAGACCGGTGGTTCGGCCGGGCTGCCCGTCTACGCATGCCAATCAGGCACAGTCAT
CCACGCCGGCGCCGCATCAGGGTACGGCGGCCCGGACCCCGCCGGCTGGCTGGTCATCGA
CTCGTCTGACGAGCAGGGCGCCGGGTGCGTCGAGTACGGGCACATCATCCGCGAGGTCGC
CAAGGGAGCGACCGTGCGCGCCGGGCAGCGCATCGGCCGGATCAACCCGAACCGCGACAC
GAACGCCGGCGTCGCACCGCACCTGCACCTGACGGTGTGGGCGCGCGAATACGGCGGCAC
CCGCATCGACCCAGTGCCGTGGCTGCGGGGCAGCCCACACCCGGGCACCCCAACCCCGCC
ACCACCCGCACCAGCACCAACACCGGAGGTACCGAACATGCCCGTCGGATACGGCGTCAC
ACACACCATCCCCGCCGGGTCGGACGGCCCGCGCCGGTCGCACGACTACATCGGACTGCA
CACACAAGAAGGCGGGAAAGGCGACGCAATCGACCTCGCCAAGTTCTGCCAACGCGCCGG
CGTCTCCTACAACGACGCCGTTGACGACGTGCACACCGTGCGCATGGTGCCGCCCCGCAA
CGCGCCGTGGGCGGCGGTGCAGGCCAACGCGCGCGGCTACCACATCGTGTTCGCCGGCAG
CTATGTCGCGTGGTCGCGGTCGCGGTGGCTGTCCAAGGATGCATCCGACGGACTCGACGA
AGACGCGATGCTCACCCGCGGCGCCCGCTGCGCGGCCGCAGCGTCGCAGGATCTCGGCAT
CCCCGCCGTGTGGGTCGGCAACAACGGTGCGACCGGGTGGCCGCAGGCGCGCGGCGTCTG
CGGGCACAAAGACTTCGGCGCCCGCGGCGGCGGCCACACCGACCCGTACCCGAACTTCCC
GGTCGACGAGTTCATGCGGCGGGTGCGGGCGTTCCTGTCGCCGCCGTCGCCGAACCTGAT
CGACGCCGAGGCGAAGGTCGCCGCACGGTGGATCGGGAAACGCATCACCGGCGCCGACAC
CCCGACGACCACCGACGACGAAACGCCGTTGTTCCGCGACGGCAAGAAGATCGGCGCGTT
CGCACGGTTCGAGAACGGGCACGTCTACTGGCGTAACGGCGCCGCGTTCGCCTACGCGAT
CCCCGGTGGCGGACTGTTCGAGGCGTACGCGAAACGCGACTGGGAACGAGGGCTGGGGTT
CCCAGTGCTGCGCCACGAGGTCGTCACCACCCCTGGCGGGAAGACAGCCGGCGTGCAGTC
ATTTGAGCGGGGCGTGTTGTTCACACCTGTTGGCGGTCCTGTGGATGGATTCGTCGTGCA
CGGCGAGATCGGCAAACGGTACGCGGCGATGGACTGGGAGCAGGGGCCGCTGGGTTTGCC
GACGTCCGACGAGGTCCGCGTCAATGGTTCTGACCTGATCGAGCAACGGTTCGAGTTCGG
GAAACTGACCTACGTTCCGACGGGCGTGCTCGTCGAACTGGTCTCCAACTGAGGAAAGGC
ACCACCATGACACACCGTGATCCCCTGACCGGCGTCGTCGCCGAATCACCTGCGGCCGGC
AGCCCGTTCACGTTCGGCGGGTTCGTCGCCGACGTCGCCGAGAAGACGAGCAAGACGTTC
GCGCAGAACCTGCTGCTGTTCCTCACCCTCGGCGTCAGCATCACCGCCGTGCCGTGGACG
ACCGCGCTGCAGGGCGCCACCATCGCCGCCGTGTCGACCGCCGGACTGGCTGTCGTGCAG
TCGGCGTGGACCGCGCCGAATCAGTACGTCGAGACGTTCGCCCGCGCCGGCCGCACATTC
ATCGCGACCGGCATCGGCGCGCTACCGGTCGTCTCACCCGACCACGTGCTGACGTTCGCC
GACGTGAACCTCGCAGAGTTGGCCGGCGTCGCCGGCACCGCAGCCGCCGTCAGTCTCCTG
ACATCGGTCGCGTCGTGGAAGCTCGGCGCGGACAAGGCGTCACCGAGCCTCGTCCGGTGA
CGCTGCCGGAGCACGCCTCACTGCAGTCGGCGGCGGGGCTGGTGAGGCTGCGTATCCAAC
TCGTCTACCCCGAGGTCGTGCTACTGCAGGCAGGCATGTTCCTCACAATGATCTGGCGTG
GACTCGACTACGCGATCCCACCGAACGATGCGCCGGCGTCGCTGTCGGCGATCGAGCAGG
CCGCCCCGTTCAACGTGTGGGGCGGGCTGTTCCTGCTCGGCGGCACCGCGGGGCTGCTCG
GGTTGCGGTGGGTGCGGTGGCCGCTGACAGTGTTCGCGCACGGTCTCGCCGTCGCGCTGT
ACTTCGCGTTCGCGCTCGGGTCACTCGTCTCGATCATCGTGCGGGCCGGGCACCCGCCGA
CGCTGCTCGCGGTCGCGTGGATCGCCGCGCTTATGGGGGCGGCGTTCATCACTGTTGGCG
TCGTGTCGTGGGCGTGGCCGCAGTATCAGGCAGCCGCGTGGGTCGGTGTCGCGATCGCCG
CCGTCGCATCGGTGGTCGTCATCGCGTCGGCGTCGGACGTGTACGGGTGGCGCACCGCGA
CCGGGTGGCTGTTCGTGCTGTGCGTCGGACATGCTGTCATGGCGAGTGCGTCGTCGGACG
CGTGGAAGGACTACACCGGCCGGGGGGCCGCAGAGATACGTCGGCGGGGGCCGCAGAAAG
AAGCGATCACCAGTGGACCCCAATAGCCTGCCCGACAACACCCCGGGCTGGATCGTGCTT
GCCGCGTTCGTGCTCGTCGGGTTGAAGTACCTCGGGCAGTTCCTCGCCGAGGCGTCGGAA
ACGTGGGCGAAGATCCTCGGGCCGCTCGGCCGGCGGTGGCGGGCGCGTGGCGCGCGCCGT
CAGGTCGAGCGCGCCGAGACCGCCGGCGGGCAACTCGCATCCCTCGAATCTGACATGAAG
TTCTACCGGGCGCGGGCGCACCGATTCGAGCGTCGGCACGGCCGGTTCCTCGAATGGTAC
GAGCAGGTCGACCAGCCGTTCCACGACGATCTACACATCACTGCGGCTGAGGCGCGGCTA
CGGCTACCGGAGTGGCAGCGGCTGTCGGACTGGATGCGGGCGCACCCCGAGCAGATCGAC
CAGCCAACCAACGACGACAGGGTGGGCAGCAATGACTGAACCGATCTACGTGTTCACGTT
CCGCGGTATCAGCGAACCGTTCGCAGGACCGACAATGCTCGACCTACTGCCGCTGCCCGA
GGACGCGCACCGTATCGAGGTGCCGTGGTGGGCATCGTACGGGCCGATACCGGACCCGTT
CGGCCGGTCATTCCACGACAGCCTGGCCGCCGGCATGGCGCTCGGTGAGCGCATGATCCG
CGACGTACTCGTCGAGCATCCGTTCGCGCGGGTCGTGCTCGTCGGTTACTCGGGCGGCGC
CGTACTCGCCGGAGACCTCGCGGCGAAACTCGGCGGGTCACTGATCGACGCGTGCATCCT
GGTCGCCGACGCGAAGGCGCCCGGCACGTCGAATGTGTTCGGGATCGTGCGGCGCCGCGA
AACCGGGCTGGCGACGTACTGGCTGTCGAACCCGAACGACTGTATCTGCGCGTGCCCGAA
GTACAACCCGCTGCGCATCATCGCCCGCACGACGCCGTTCATCGCGTTGGACCGGCGTGC
GTGGGGCGCGCAGGGCGCCGACGTGTGGCGGCAGTTGTCGGACCCGAAGACGCGCCGCGA
CATGGCCGCCGAGATCGGGCCGCCGTGGTCGCCGGTGACGTGGGCGCGGTGGGAGCGGGC
GCTGCAGTTGGCTGACGGGTATCTGTCGCAGCGTGAGCACGTGCAGTGGTACCGGCGGGC
GGGCCGCATGGACGCCGCCGGGGCGTGGCTCACACGCACCCTCGCGACACCCTGAGTTTG
CACACGCGGGCACGTTCTAGGCACATGGGGGCGCAGTCGTGTTACGGTGGTCGGGCACTG
TAACCGCACACACAGAAGGGGCCGCACCCCATGACTGACGCACCACTCACCAACCGACCC
GCGCACGCCGTCGCTGACGACGAGTTCGACAGCGATCTGCAGCCGACCGACCAGGTCATG
CCGCTACTCGACGTTCACGACATGGACCGGCTCGCCCGCATCCCCGGCGCACTCGCCGCG
CTCGGCATCCTGATCGACACACTGCGCGCCGAAGCCAACGTCAACGTATCCGCGGGCACC
GTCGCCGTCACCGGCAACCGCACACCGATCGAACTGCAGCACCGACTCGTGCAGCGGCAG
CGGCAGTACGACGAGGGCCGCGACATCTATCAGCGCTACCTCGACCACGTCGACGCCGGC
GACGACGAACAGGCCGCCACCATCGCGACCGTCAGCAAATACCGGTGGCACTACTACCTC
GGCCGCGAAGGCATCGAGCAGGTCGGCGGCGTCGACGTACCGGAGTTCACCGCATGACCA
TCACAGTCAATCCGTGGGACGACACGACCGTCATGCTGCAGGCGTTCGACGTCACCACCT
ACAGCGGCCGGATCGGGTGGCTGCAGCAGCGTCGCAACGGCATCGGCTCGTCGGAATGCT
CGTCGGTGCTCGGGCTGAATCCGTGGCCGGACGCGACCGCATGGCACGTGTGGATGGACA
AGGTCGGACTACTCCCCCTCGACGACGGCCGCGACTCGGAGCAGATGGAGATCGGCCGCG
AAGTCGAGGGCGCGATCACTCGCATGGTCGCGCGCCGTCTCGGCGTCCAGCACTACGGGA
TACCGGCACTCGCCCGACTCGACCGCGGGTGGCAGCGCAGCAACATCGACCGCGTGTTCG
TCACCGACGACGGGCCGATCCCGTTCGAGGCGAAGAACACGAGCGAGTACCTGCTGCACG
AGTGGATCGACCAGGTACCCGACCACGCCGAGCTGCAGATTCTGCACACCCTCGCCGTCA
ACGGCGCACCGTATGGCTACGTCGGCGGCATGGTCGGCGGCCGGCGCATCGTGCACCAGC
GCATCGACCGCAACGAAGACCTGTTGCGCCACATCACCGAGGTCGAGTCGGCGCTGTGGG
ATCGGGTGCTCGGCTACCGGGCGGCGATCGCGGCCGGCGCGGATCCCGACGAGGCGCGCG
AAGAGTTCGAGCCGACCGTCACCGAACGCGACACCGTCGACAGCATCATCGGCGCCGCAC
CGCGCCGCGACGTCGACGAGATCGTGCTCACCGACGAACAGGCCGAGCGGGCACGTGCAC
TCGTCGAGCTGTACCGAGACGCGCAGGCCGACGAGAAAGCGGCGATCTCGAACAAAGCCG
ACGCACGTAACAAGCTGGTGCAGCTCGCGGCCGGGCATACCCGCATGCTCGCCGAGGTCG
GCACCGACGACGACGGCAAACCGGTACACGAAGTCATCGCCACCGTGCAGCGGGGCAACT
TCGCGAAGGCACGTTTCATCGAGGCGCACCAAGACATCGCCGACGTCACCATGAAGAAAA
TCGAAACGCTCGACGTCGACGCGTTGAAAGCCGAACACCCCGACCTGTACCGACAGTTTC
AATCCCGCAGTATCCGCACACCGAAACGCAAGGAGAACTGACCATGCCCGCACAGACACC
CCGAAACGACCGCTACGTCGACCACCTGTCCGCGCAGCAACTCGCCCGCGTCGAGGCACT
GCACGTCTCGCGCGGCGTGCTGCAGCAGACCGGGTTCATGTCGTCCAGTGCGGGCGCCGC
ACCCGACGGGCTGATCGACGTCGCCGAGTACATCATCGCCGGCGTCACCGCGACCGTCCG
CGACATGGTCGCCGAGTCGCCGGTCGATGAGCCGGACGTCGACGTCATCACCGACGAGCC
GCCGTTCACATGACCGACACCGACCACTACGCCGAAGCCGTGCGGCTACTCGCAGCCGCC
GGACGAACACCACGAGAGGACATGACACATGGGTAAGGGACTCGCCGAGCGGGCAACCGC
CGACGTGCAGCAGGGCGACGAGCAGAAACCGCCGACCCTGTTCAAGCAGATCGACAATAT
GCAGGTCGAGTTTCAGCGTGCGATGCCGCAGGGCGCCGAGGCGCGGCAGCTCGTGCGTGA
CGCGCAGACCGCGCTACGTCAGGTGAAAGATCTCGGCAAGTGCGAACCGTCGACCGTGCT
CGGCGGACTGATGACGTGCGCGCAGCTCGGGCTGCGGCCCGGCGTCCTCGGGCAGGCGTA
CCTGCTGCCGTTCTGGGACTCGAAAGATCGCGTGCACAAGGCGCAACTGATCATCGGGTA
CAAGGGTCTCCTGTCGCTCGTGTACCGGTCCGGGATGGTGGAGACCGTCGCCGCCCGCAT
CATCTACGAAAACGACGAGTGGCTGCTCGAATACGGACTCGGCGAAGACCGGCTGATCCA
CCGGCCGCCGGCAGGGTTCGCTGACCGCGGCAAGCCGGTCGCGTACTACGCGATCGCCCG
CATGAAGGGCGGCGGCTACGCGATCACCGACCCGATGGGCGTAGAGGCGATGGAGGCGCA
CGCAAAGAAGCACTCGAAGGCGTCGAGGTTCGGGCCGTGGAAAGACCACTTCGACCAGAT
GGCACTGAAAACGATGCTGCGGAAACTGTGCGCGACGCTGCCGCAGTCGACCACGATCGA
GCAGGCGATCATGCACGATGGTGCAGTGCGTGCTGACGCGTCGACAGCAGCCGTCGACCA
CACCCCCGAGTACGTCGACAGTGAGATCGTCGACGACGACGAGCCTGCAGACCAGCCGGG
CGAAGCGGCACCGCACGAGCAGCCCGGACGCGCGATCACTCCGCAGGAACAGATCGCGAA
CGGGCTGCAGTCCGAAGGGATCACCGACCCCGACAACGTCGCGAAGTGGCTGCAGAACAT
ACTCGGCGACCCCAACGCACCCGAGACGCCGGCCGGACTCACCGACGACGAGGCCAATCA
GATTCTCGACGCGATCCGCGCGTCGAAGTAGTGAAGGGACCAGAACCCCATGACCGAACG
CGGTAAGAAAGTCACCAACGCCAACGGCACCGAACCCGGCACCGACGGGTCACTCGTGAA
ATACATGTTCTCGGGTTCGCCGCAGGACATGTTCGAGTTCGCACCGCAGGCCGGCGAGGT
ACGCGTGATGACCGTCGTCGCCGAATGCACCCGCGACACCAGCCGCCGACTCACACACGA
CGGCAAACAGATGGTCGCGCCGTGGGCGATCCGCGAGGTCACCCTCGGACGGCCGACGAC
GCTGCGGGACGACGATGCGGATCCCAATCAGACCGCGATCGACGATCCCGACCAGACCGG
CGACGACACCCCACCGGACGACGACACCGCGACCGCCGAGAAGGCCGCGATCGCCGCCGT
CCCGGACCCGTTCACTGTGGCGAAGGATGACGGCACCGCCGAAGCGTGACCGGCGCTGGC
GGCTGCGGTACGAGATACCAGGCACCGCAGCCGCCGGCACCCCGGTCACACCCCTCGGCA
CCAGCCTTACCGACCCCGACGAACACGTCGTCACCGTGCTCGGCCGCGTCTACACGCTGC
CCGCGTACTGGCTCGACGTCGACCCGACTGACAGTTGGACACCATGACCGAACCCGCAGC
AGCACCCGCCGACCAGGGCGCACTGAACATCGACGACACCGCCGTATACCTCGGCCGCAT
CTCACGCCGACAGGTCTACCGCCTCATCGAGGCCGGGCACCTCGACCGCATCCACATCGG
TCGCCGCGCCGTCGTCACCCGCGCATCCTGCGACCGATACCTCGCCTCCCTCGTCGACAC
GCACAAGGCCGCACAGTGACGTGGTTCAAGGTCGACGATTCGTTCTACGACCACCCCAAG
ATCGCGAACCTCGGCATGGCTGCGCGGGGTCTGTGGGTGACCGCCGGAAGCTACTGCAGC
CGGCACTTGACGGACGGACACGTCACCAAAAAACAGGTTCGGGCGTTCGGTGGGACACAG
GTGCAGGTGCGCGATTTGATCGCGAATCGTGTGTGGATCGTGTGCGAATCGCACAACGAT
TGCTATGTGTTTCACGACTGGATCGACATGCAACCCACACGCGAATCGGAACTGGATCGA
CGCGCAAAGCAAGCCGAACGCAAACAGCGATCGCGCGGCCGTAAACCTGCTGACCAGCCG
CAACCCGAAAATGTCACGCGTGACCAGGGTGTGACTGTCACGCGTGACGACCACGTACCC
CTCGCGCGCGTGGCCGCGCGCGGGCGTAGACCCGACCCGACCCGACCCGTAACTACTAGT
TCTCTCTCTGTCTCACCTGAGCAGACGCGCGCGACCGAAAACGAGAGCGAACCCGGCACC
GAAGTCGTCGCCGTCGGCGGCACCCTCGTCGTCCTCGACGACGCACGACCCGACCCACGA
CGCCGCATCGAGATCCCCGACGACTGGCACCCCAACGACATGCACCGCGCCCGATTCCCC
AACGTCGACCACACCGAGCAAGCCGACGCGTTCCGCGACCACGCGATCTCAGTCGGCCGC
ATGTGCGCCGGCCGCGCCGGATGGGACTCGGCATTCATGAGCTGGCTACGCAAAGCACCG
ACCACCCGCCGCTCGACCACCGACGACCGGATACGCGACGCACTCCGCGTCGGCGAGAAG
TACCACGAACCCGACGACCAGCCCGACCAGCAGCAGCCCGCGATCGACTACCGGAGATAC
CTGCAATGAACCGCAAAGAGACCTCGCAGCTACTCGCGAAGATCGCCGCATTCGACCAAC
GCACCGTTGGCGACGGCGACGTACTCGCCTGGCACGAAGCACTGTCGGACCTGCCCTACG
ACCTCGCCGCCCAAGCCGTCAGCCACTGGCACGGCCACACCGAAACCACCCGCCGCATGA
TGCCCGCCAACGTCCGACGCGTCGCCGACGACATGCGCCGCGGACTCGTCGAACGCGAAC
ACTCCGCACGCGTCACCGGACACACCACCGACGCCGCACTCCTCGCCCAAGCACGACGCG
CCGCCGTCATGGTCTGCGGATTCTGCGACGACGAAGGATGGATCAACGGCCGACAACTCG
GCGACGACGGCCAAACCCGCGAAACCGTCATCCGCTGCCAACACACCGACCACACCCTGC
CCACCGGATTCATCCCCGACCGAGAGTGAGGAACACAAACGCGACCGTCGATTCCCACCC
GCTGGCGAGAACACACGCCGCACAACAGGGCAACCCGAAGGTAGTTACACCCCCAAACAC
GCACAGACGATCTCAGCCCCGAAATTGAACACGATTGAACAACCAACCAGACAGGCACAA
ACCAGACATGACCGACCACCGCACACCCGCCGAACAGACCCTCGCCGACGCACTCCTCGA
CCTCGCCGACGCCATACGCGAAGGCATCGCCACCGACGACGAGCCGGACAACACGCCGAC
ACCACCCGAGCAACTGCTGTGCCTCGCCGAGGGCCTCACCCCGCGAGGTAACCGCGTCGT
CTGCGGCGACCAGGCCGGGCACAACGGGCCGCACTCGGCCGGCGGGTTCTGGTGGTCCGA
CGACGGCAGCGTCGGCGTCTGCACGACGTCGGGCATCTTCGCCACGTACAGCGACACCAC
CGCGGTCGCCCGCGACGTCCCGGACGGGTCACACATCGCCGGCAGCGCGCCGGCACCCGA
GCCTGTCAGTTCCCCGGTGCAGCCGCCGAACGGTGACGCCGATCCGCTGTGGCGGCTACG
GCTACTCACTGGCCGCGCTCGGCGCGCTGTCGGCCGCGCGCCGCTGCCGCCGAGCAGGTA
CACACTCGGCGCGCTCGTCGACGACCTCGACGAGACCGTGCAGCAGCTCATCAAGTCACG
CGACAACTGGGCCGACGCCGCCAGTGCGCCGACGCCTGACGTGTGCGGCTACCCCGGCGC
GAACGGCACCTGCCGCCGTGAACCCGGGCACAGCGGACTACACCACGACGAGTACGGCGG
CGTGTACGTCGACGATCTACGCGTCGCACGGCAGGCCGAGCAGTGAACGCGTGTGGCGCG
ATCGCGTGGCTGGCGTCCATCGGCTCAGCGACCGTCGTGTGCAGCCTCGACGAGGGCCAC
GACGGGCCGCACCGCGACGACTACCTCGACGTCGAATGGAGCGGCGCATGAACTGGCGAG
CGGCGACGTGCACAGCCGCCGTCATCATCGCGTGCATAGCGTTCGTGCTGCTGTGCGGCG
CCGTGCTACTCACCCGCGACGACCCCAACACTGGCGGCCGCGGCGTCGTCGTGTTCGGGT
CGCTGTTCACCATCTCAGTCGCGTACGCCGTCGGCGTCTGGACCGCCGTATGAGGGCGCA
GCAGAATTGCCCGCAATGCACGGCGATCATCACCGTCAACGCCGTCGACGCGCTGCTGTG
CCCGGCATGCGGCGCGATCGCCGTCGTCACCGCACAGGGTTTGCTCGCCGTCCCCGACGT
CGAACAGCTCGACCTGATCCTGCTGCGCCCCGAGGTACGCCGGCTGATCGAGCAGGCGTC
GGCGATCCGGCAAGCCTTGTTCGGTGGGCAGTTCACCCTCGCCGACCCGACCGGGCTGCT
CGACCCCGAACCACACTCGACGCTCGCGCAGGCGATCGCGCGTGCACAAATCGCGCCGTG
GCCGATCACAACGTGGGTCATCATTGACCCAAGCGGCCACGTCGCCGCCCACCGCACAGC
ACGGAAAGGCCAGACAGCATGACCGACCACATACCCGCACAACCGATCAACCTCGATGAC
GCCGTCGCCGGCATCACCGCAGAGATGCGCACACAGCTACGCAACCTGATGCACGCGTTC
GGCATCCCCTACACCGAACACACCGCAGCTGCCCCGGCACCGCACCACCTCGACGCGATG
CGTGAGGCATGGGCCGAGGGCTACGACGACGGGCACGCCAACGGCAGACGCAAATACGAC
GGCGACCCCGGCAACCCGTACGCGAAGCTGCTCGACGACCGGCGGCAGTTCGTGCGCGAG
CAGGTCGAGAACGGGTACGGCGCGCTCGTCACCGACGACGACGAGTTCGTGCTCGGCGAC
GACAACGCCGAATGGTTCGACGCCGTACTCGACGCACACGACGAATGGCTCACGCTGGCC
TCGAAATCGTGTGTGAAACCGGAACACCAGCAGCACACCCGGGCCGAGGCGCGCGTATCC
GAACTCGACGGCGTGCTGCACCGGATCGCCGACATCGCCAACCTGAAACCTGGCAGGGTG
CCCGTCGAGGACGGACTCGACGACGTGCGTACCGTGCTCGAACGCGCCGGCTACGGACGG
CAGCCCGGCGGCTGGGTTCCGCCGTACAGTGCCGACGAAGCGCTCGGGAAAATCTGGCGT
GTCCTCACCGAAGGCACGCTCGACCGCGACGATCAGCGGCTGAACGGCGTGCGCGACATT
CTCGCCGAGATGGGCTACCACGAGCACGTACACACCCGGCTAGCCACCGCCGACGAACAG
CGGCCGCCGTATACCAGCCCCATCTGCGGCGCCGTGCACGTCGGCCACAACACCGAGATC
GGGTACTCGTGCACCCTCAACGCCGACCACGTCGGCGACCACCAGGAGTACGCCGGCGCG
ACATGGTCCGACGCAGACGGCGACCTGCCGGCCGCGTTGTGTGGTGACCCGCTCACGATC
GGCGTCGTCACGTACGCGTGCAACCAGCTCGCAGGGCACGAGGGCCGGCACCTCGACGGC
GCGTACGGCATCGCATGGGCGCAGCACGCCGATGGTTCGGTGTCGTCGTGGAGGTCGCTG
TGATGATGCGGCAGTGGAAGCGGCCACACCGCGCGTACCGGGTCTACGCGTACCGGTGGC
GCAACGGCCGCGCACACCTACCGAAGTGGCGGCGCTGGCTGCCGTGGGGACAGTACGTGA
ACAACCTGCACCTGCTGTACGGCGAGCTGTATCTGCCTGGCGTCGGCGGTGTCTGCGCGT
CCATCCACCACAAGACGTCCGACCTGATGTCGCCGCATCACTGGCACACGCTGCGGAACA
GTTGGCTCGCCCGCGCAGACAAGAAACCACGATGACCGGGCAGCAGGAGTGGATCGAGCA
CATCGTCGCCGAGATCGACGTACTCGCCCACGACGCGAAACTCGGCACCGAGCACGAGCT
GCACGACGGGTGGCGATTCGAGGGGGACGTGCCGAGGCCGATCGACGTCAGGCCGCCGCG
CCGCGTGCTCATCTGCGGGTGCGGCACACTACTCGTCGCCTCGCCAGTCACCGAGCCTGC
GTCGGGCGGCGCATTCCGTGTCGTGTTCTACCCCGCCGACGGCCAGCCCGACGGCATGCC
CGCGATACCGCAGGTGCTCGGCGGGTACCCGAACCGGTCGCAGGCCGAGACCGCGCTCGA
CGACGCGCGCGCTCGGCAGACACGCCGTGGGCAGTGGCGAATAGAGCCGGTGTGAGTAGC
GGGCAGCGGCCACGGCGTCGCGAATACTTCCCCCGCATGAAAGTCCGCGGCCGGCACCGA
CCACGCCGACCGCGCATCACCGTGTACGACGCGAACTGGCGGCCGGTATGGCCGCAACCG
TTACACATCGAGATCGTCGCGTGGACCGACCCGAACCTGATGGGCGGCGTCGACGGGCAC
CTGCGTATCGGACGCAAGGTGCAGTTCACCAGCGGCGAGCAGGCGCACCTGATTACCGAC
ATCGGAACACCAGCCACCGAGAGGACCCGCCCATGACCGACTATGCGATCGCCGAACGCA
CCGACCTCACGCAAACCATCATCGAGCGACCCGGCTCGATCGGTGAGATGCGGGCGCGGG
TCGCCGAGCTGCGGGAGCAGCGACCGCCGGAGCCGCGGATCGTCGGGCTGATCCGCCGGC
CGAACTCGCCGATCTGGGAACTCGCCGAGACCTGACCCACCGTTGACCGTAGCCTCACGA
CGAGGCTACGGTTACGGGGCAGTTCCCCACATTCCCCTACCGCACCAGGGAGACCCCTAT
GACAGTCCATCCCAACGTGTTCGCCGACACGCAGAACCGGCTATGCGTCCACGCACCCCG
GACGTCGCTCGACAAGATGCCGTACGTGCTCGGCGCGTTCAACGACGTCGGACATTTCAT
CGAGTACGAGTGGGTCGGCGAGATCCCTGACGGGTTCTACTGGGCTGGTGCCGGCGCGCG
AGACCTCACCGCCGAACGCCGACGCCGCATCGAGAAACGCGAGAAATGCGCCGGACACAC
CGACGACCAGGCGTTCGACAGCCTGATCGCCGGTCTCGGCATCCTCGCCGACGTCGTCGC
CTCACTCACCAACCGGTACACCGCAGCATGCGAGGACCGCGACCAGCAGCGCGCACGAGC
AGACGCCGCCGAGGCAGACCTCGCCGAAGAACGCAGGCAGGCCACGTGACCGTCGTCCTC
GGTATCGACCCGAGCCTCACCTCGACCGGACTCGCCCGCATCACCGTCACACCGCCGACC
GTCGCGGATCACCGCGGCGCCGACGACGTCACCATCGCGACCGCATGCGTCGGCGAAGCC
GGCTCAAAAGGCATGACCGTCGAGCAACGCCGGGCACGCATCCAACGCGCACGACGCAGC
ATCCTGCGGGCCGCGCAAGGCGTCGACCTCGCCGTCATCGAGGTGCCGTTCTACAACCGG
CAGACCACGCAGGCCGGACTCATGGACCGGTCGTGGTTGTTCGGGTCGGTCGTCGACGGG
CTGCACGCAGCCGGCACACCGGTGACGTTCGTGTCGGCGGCCGGTCGCGCGAAGTTCGCC
ACCGACAACGGCAACAGTGGGAAAGCCGCCGTGGCCGAGGCGATCGGCAGACTCTGGTCG
CAGGTGCTCGTCGAGAACGGCCGGCACCGGCAACTCCGCAACGACGACGAGTACGACGCA
CTCGTATGCGCAACGATCGGCATCGTCAAAGCGCACCCTCGGGTGCGGCTACCCATACGT
GTCCTCGAACACCACCTGCAGATCGTCGCCGGTCTGGACTGGCAGTCGTGGGACACCTCA
GAGCAAGGCATCACATGGTGAACACAACCGTCATCACTGTCCGACCGTTGCAGCGGCCGC
TACGCGCGATCCGTTGGGACGGCGACTACCGCAGCGGCGTCGACATCGCGCGGGCACTGA
ATGGCCGGGTGATCGTGTGGCCGGTCCCGAAGGGCTACGAGCACGGTATGCGCCGCGACT
ACGAACACGACCGCAGTAGCGGCATGGTGCTCAACCACGCCGCGGCGTTCCTCGTCGTGT
ACCGGCACGGCGCCGACAACGACCCGCAACGCGTCGACGCCGGCACATGGTTTGTGTGGG
ACGACGACGAGGTGAAGATCATCGAGGGTGACGACGAGTTCGACGGGCAGTACACCGTCG
ACGACGAAGACGCAGCCCCGCGATGACCGACGACCCTGCCCGCAAGACAGCCGACGCGAT
CGCCGCGCGACTGACCGAAACCATCCTCAACCGCTACCAAGGAGACCAGCCGCACATGAC
GAAACAAGCCGACCCGAACGGCCGCCCACCGATCGGGAACCCGCCGTACCCCGACCTCGC
CGACGTCAAGCCGCCGCTGCACGTGCAGGCGATGCTCGAAACCGCGCGCGCCGAAGGCCG
TGCCGACGCGCTCGCCGATCAACTGTCTGACCTGTCCCTCGACCGTATGGCGCTCGTCGA
CCGGCTCGTCGACCGGGAACGCGAAGCGGCGAACGTCATCGTCGGGCTGATCGAGGACCG
CGCGAAAGCTGTCACCGAGGCGGCGAACACGCGGGCGCTGCTCGACTCGGCGACCGCGAA
AGTCGTCGAGCTGCAGGCCGAGTGGGACGGGGACGACCCGCGGGCGCAGGTTCTGCAAAC
GATCTGGGACACGGCGACGAACGCGATCACCGAGATCGGTGGCCGCAACCTGACCGCCGC
GGACCTCGTCGCCGACCGTGTGTCGTTGCTCGCCGAACGCGCGATCGAACTGCATCTGGC
CGCCAATCGGCACACCACCGAAGTCGACCAGGTCCGCGACTTGGCGATCGACACGCTCGT
CGAGCACCACGAAGACGTCAACGGCGCCGACGCACCCCCGGCGGCGATGCCGCAGAACAT
CGTCGACTTGGTCGGGGCGCTGCGGTCGACGCTGCGCCACACCCGCGACCGCATGCAGCA
ACTGCAGTCGGCGAACGACGCACTGCAGCAGACAGTGAACGGCCGGCACACCGTCGTCGA
CGGAGACGTGCGGTCGCACGCCGAGCCGGCACCAATGGGCAACCTCGTATCGACTGTCGT
CGCCGACCTGCAGGCCGCCGCTATCGCGTCGGAGCCGAACGGCGCGTCGGGTGGGTTCGA
CGTCGGCGCACCGTACGAGCAGACCATCGAGGCGGCGCCGCTACCCGCCGACGTGACGCA
GGCAATCGACGTTGCGAAGGATGCGGCCGCGACCGGCGGCGAGTCGCCAGCGACGCCGTG
CTTGAACTGTGGGCACACCCGCGCAGCGCACGACCCCGGCTCGTACTGGAACGCCGACCA
ACGCGCGATCCACCAGTCATGCAAACCGCCGTGCCCATGCAGCGACTACTGCGACCGCCG
TATGTCCGATGGGTGACGACGACCACCTGTACGGCGACGACATCTGTCAGGGCTGCCTCA
TGCGTGACGATCTCTGCGAGTGTGCCGAATGAGTGACGACGACGAGGTGCTGTCGGGCGA
GCTGGTGCCGGCCGACGCGCCGATCGACGTGCAGCCGGTGCCGGACGTCGAGCCGCCGAT
CGTGCGGCCCGGTGACCCACGCTGCGACGCCGAGACCCGCGCCGAGGGCGCGAAGATCGG
GCGGGTGCAGCTCACCGTCAGGGCGCAGTGCGACATGCCACCCGACCACGCCGGCAAGCA
TCGGGTGACCATGACAGACAGGGTCACCACCTACCGCTGGTAGACCAACACGAAACGGCG
GGTACGCGTTCATCGCGTACCCGCCGTTCGGCGTTGTGTGGGCGGTCGTGCAGCTACGGC
ACCCCGACGTCGATTCCGGTTACTTGGCTCGCCCCGCGGTGGAGTGCTAACACCGCTGAG
CATCGTGCTTGCCCCGCGCCTCATGTGGAACGCGAGTACACGACCAACCCACCGAACAGC
CTAGTGCGTAGACGCCACCAACGCGTTACTGTAGCCTCGTAATGAGGCTATAGCCTCGTA
TCCCGCACACCCCTTTTGAAAGGCCACGCCATGACCGAACCCGTCCTGTGGGTCATCCGC
TACAGCATCGAACCGATCGACCCGAACAACACCAGCGGCGTCCCCGAGCTGTCCGTGATG
CGTGTCCTCGACCCGATGAACGCCGACCCCGACGAACAGCACGAGGTGATCGTCGCGCCG
TCGACCGCGACCGGCGCGCTACTGATCGACCCCACCGACGCCGGCAGCCTCGCACTGCTG
GCGACCGCGCAACTCGTTCCCGACGTCGACCCGGTGCGGCCGGTGCTGCTGCTGCAGGCG
ACGCAGGTATCGGCGTCGCCGGCGAAACAGTGGCCGCTGCACTTCGCGAACCTCGACCCC
GACGACCCGCGCGCCGGTGTGTGCGCGCACGTCAACACCGACACCCCCGACGTCAAGGTC
GCGTTCATCGAGGGGCACCTACTCGGCGACGCCGTGCTCACCGTCGAAGACCTGCTGGGA
GGGCCGACCGGTGGCTAGTGACGACATCCGCAACTACGACCCCGACACCGGCATGCGGTA
CCGGTGGGAGATGCCCGACAGTGAACGTGGGTTCGTCGTCGAGATCGACAACGACGACAC
CGGACCGATCCTGTGTGGCTGCCTGTGTGGTCCGGGGTATTCGAGGCCGGCGCCGTTCCT
GTATCCCGACGAGGCGCGGTGGTTGGCCGAGCACATGCCCGAAATGCTGGCCGCCGTCGA
GGCGTACGAGCTGCGGGCGAAAGGTGCGTCGTCGTGAAGGTTGTGGAGCTGACCGCCGTG
TCAGCGTTCGGCACGAAGATCGGGCGCATCGCGATCCCGCTCGACAAGATTACCGCCGTG
GTGGAGGAAGACGACGGCGACCGCGAGTGCACGACGCGCGTACACATGGGCGCTGTGCAG
CAGGGCGTCAAGGAGTCTTACGAGACCGTGCTGTCTCGGATCGGGGCGAAGCGATGATCG
TCGAAGTGCTCGTCGAGCACCAGCGGCACGCCAACGATCCCGCACCTGCCGGCATGCTGC
GCGTGTGCTGCCGCTGCGGCTGGTCCCGCGTGTACCTCGAACGGGGCAGCGGCTACCAAC
TGTGGGCCGAGCACGTCGCGCAGGTTATCGAGGGGAGGCTGCAGAAGTGAACGTGTACGA
CTTCGAGGGCGGCCGGTTCCGCAACGACCCCGAGTTCGAGACGTGGCGCGAGGACATCGC
CGAACGCCGCGCGAACGACCCCGGGCCGCCGGTCGACGACTTCGACACCAATCCGTGGAT
GAACGACTGAGAGAGTGAGGGCACCGCACATGCCGAACAGCCGATACCGAATCCCGCTGC
GACCAGCCGCGCCGGGCGTCGACTCCGCGCACGAGCCGAACGCCGAGATCCGCGTCGACT
ACGACGCCGACACCGACGCGCTGACCGTGCAGCCGCTGGGCTGCGCGGTCCCGCTACGCA
ACCTCGACGACCTCGACCGGTACGTCGACGCGCTCGTCGTCACTGTGGCGCGGATACACG
CCGACCGCAACGCGAACCGCCCGCGGTACGTGAGCACGACGTCGGCCGAGTGTAAGCAGG
GCTGCGGTCGGCTCGTGCACGTCGCCGTCGGGTTCGAGAAGTGGGCCGAGTGCGACCGCT
GCGCCGGACTGGACGGCGGCCGCGATGAGTGACGCCGCCGGGCCGCGCGCAGACGAGTGT
TCGTGCCCGATGACCGACCCCGGCGTGCCCGGCATCCGACCGGCCGAGTTCGAGCAGGAC
CCGCTGTGCTGGCATCACCCGATGGACGGCGGCACGTTCCTCGACCCGGTGCAGTCGGCG
CCGATCGGATGGATGCAACCGCGGTACTACGTCGAGACGTTCGATGCAGCACCGTCGTCG
GCGTGGCTGCCCGTCGCCGACCTGCCGGACCTGCACCCGTCCGACGACCCCGTCATTGTC
GGTGGCGACGGCCGTCCGTGGCATCCGCTGCCGGACGGCACGTGGGCGCCGATCGAGCCG
ACATGAGTCGCCGTCGTCCGCCGGTCGGGCCGGCGTGTTCGGCAGGGTGCGGGCAGCCGG
TGCTCGCCGCGGCCGGTGGCCGGCACCTGTCCTGCTCGCCGGTCTGCACCGACTGTCACC
TACCGATACCGGGCGACGACCCGCTCGCCGACGGGCCGGCGCACGGCGCATGCCACGACA
AGAAACGGCGGCGGCGATGACGAACTCTGTGAAGTCGAAAGTGTGGCGCATCATCACCGG
GCAGACCCGGCTCGTGCAGATCGACGCCGCCGCACTGGGAGGCGTGTACCTGACGGCCGA
CGCCGACACGACGCGCGCGCTCGAAGACGCACTCGATCCCGAAGTGCTCGAAGCGTGCGC
GCACCTCGCACTGCACGGCCCGATCCCGCAGCGGGGCAGCGGCAACCGGCTACGATAGCC
TCACGATGAGGCTACAATCATCGCACCATCAATCGAGAGGACTCCCGCACATGTCCGAAC
ACATCAACTACTCAGGCCGGCTCGACGAGCTGGACGTGGGCACCGTCATACGCAACGGCG
AAGGCGGCACGACCTGCCATTTCGTCAAACAGGATGACGGCCGTTGGTATCCGTCCGACG
TCGCCGGCGCGCGGGTGCACCTGCCGACCACATCGAGCGTGATGGGACATCTGCCGTCGC
GTGTGTTCCTGCCCGCCGTGGTCGTCGACGCCGCCGAGATCACCGTGCAGCTCGCCGCCA
ACGTCATCGCCGAGCAGTTCGGCGACGACGACGTGTACGACCACACCGACCCGACCGGGC
ACGACGTCGCCGAACGCATCGCCCGCCGACTGTCCGAAGCCAACCTGCTACGCACCAACT
AGGGAGACCGCACCATGACGAACCCTGACCAGCCCGCAACGAACAGCCGCGACGGCATCA
CCGACGACCAACTCATGCAGGTCTACCTGTCCGGCATGATCTCCGGCGTCGCGTCGATGC
TCGCGCAGGGCGGCATGCCGCACCAGATCGCCGAGGTCGTCGGCCGCAACATGGCCGAGA
CGATCGTCGGCGACCCCGCCGCGTATCAGGAACTGTCCGATCAAGTCGCGTCGTGGGTCG
ACAACCCTGACGGGCCGAAAGCGTCGGTTGTTGTCGAGGCGTACGTCGGGCCGAAACAGT
GAACGGCAGCGACGTCGTCGTCGTCAGTTCCACCGCGCTCGCCCGAGTGAGTGACGTCGC
CGAGCGGGGCGTCGTGCTGTACCCGAGACGCACCAGTGACGACGGCAGCACCGTACGGCT
GTGCGTTGAGTTTTGGACCGGCGCAACCGTGGTCGGCCGGTACATCGACGTGCCTGCCCA
CTTCAACGCCGAACTGATCGACGTCACCGAGCAGGCACTCGTCGTTGAGATTTACACCGA
GCAGACCGGGCGCGTCGTCTCCGATTCGTGGACCGTGCAGCTACCCGAACACGAGGTGCG
CACATGAGCATGACGCCGCTGTGGTGGCGGCTGCTGAACCCGGTGCACACCCGCCGGCCG
CCGGTCGCCGGGTCGGCACCCGAGGTCGTGCTGTCGCAGTACGGCACAGCGACCGACCCG
ATCTACGTGAACGACGACTGGGAAGAAACCGCGAAGCAGCGCACCATCGCCGTCAACGAC
GGATTGCGGCAACAGATTATCCCGCTCGCCCCAGGGCCGCCCGGTGACGACGATTGGCTC
GTGTTCCTCGGCAACCCGACCCGGCTGTGGGTGCGCACGTTCACGCCGCCGCTCGTCGGG
TCGTGGCTACCGCAGCCACCCGAACAGGAGACACGCGAAGCCGAGGACCGGCAACGCCTC
CCGATCCGCCGGCGGCTGCGGTGACCGCGACCGAGCACAGTCACCGGTCGTTCCTCGTCG
TCGACCCGGTGCAGGACTACGAGCAGTCCGACGAAGTGCTCGGCGTGTATGGGTCGCTGA
AAGCGGCGCTGCTCGCGTTGCCCCGGCTGCGCCGTATCCGCGGCTACCGGGCGAACGCCG
ACTATCCCGAGGGATACCTCGAAGTTCAGCACTGGCACGGCGACCAACACCTGAGCACCG
TCACTGTCCGCAACGACGGCCGCATCTCGTACGAGGTGAACTAGTAGCCTCGTCGCGCGG
CTACAATCAGGGCACCCGTCCGCACACGAAAGCAGGAAACACCGATGACAGAACAGCCAC
TCAATATCGCCGCGTTCGCGAAACTCGCCGGCGTATCCGAGGGCGCCATGCGCAAGTATC
ACCAGCGGGCAACGCAGCGACGCAAGGAGATCGCCGAAGGTAAGACCGAGCTGCCGGTCG
CCGACTGGATGCCACCGGCACCCGACATCGCCGTCGGCCGCACCCCGTTGTGGTATCCCG
AGACCGCGCAGAAATGGGTCGACTCCCGACCCTCGCGGCGACCAGCCGCGTCGGCCGACG
CATGACCACGACCAGTGTCGGTGCCCGCGGCGAGAACAACGCGACGGGCACCGATACATG
GTTGACGCCGCGGCGTGTCCTCGATGCGCTCGGCGAGTTCGACCTCGATCCGTGCGCGGC
GCCGCAGCCGCACCGGTGGCCGACCGCGCAGCACCACCTCACCTACCTCGACGACGGGCT
GTCGCACGAATGGTTCGGCAGGGTGTGGTGTAACCCGCCGTACTCGCGGGCGTGGCGATG
GATCGACCGGCTCGCCGACCACGGCAACGGCATCGCGCTACTGTTCGCCCGCACCGAAAC
CGAGCAGTTCGCCGAACAGGTATGGCGGCGCGCCGACGGCGTGTTGTTCCTGCGGGGCCG
GCTCACGTTCCACGAGGCCGACGGCCGCCGCGCGAAAGGTAACGCCGGGTCGCCGTCGGT
GCTCGTCGCGTACGGCCGCCGTAACGCCGAAACGCTCGCCTCGTGTGGGCTGCCCGGCGC
GTTCGTTCCCGGGTGGCTGAACGTTCGCGCACCCGACGACGGGCAGTATCTGATCGACCA
GCTCTGAACGGCGTTCGGCCGGCATCCCCGCACGGATGCCGGCCGAGCTGCCCGAAGGGG
CACCGTTCCTGTCACGTCGGGGGGACCAGGACGGGAGACGCAGCGACCAGAACACCGCGC
TCGATGTCGAGTGTAGAACACCACCGATCGCATAATGGTCTGGTAGACACCCCGCACACG
TGGAAGGCCGGACATCATGCCGAGAGGAACATCGAAACGCGTCGACGCCGCGAACGATCT
GCGCCGCGGACGAATGGTCGACATGTGGCTGCGTGGCCACACCTATCAGGAGATCGCGAA
GGAACTCGGCGTGCGCAGCCACGCCGGCATCTATCGGCAGATTCAGAAGGAGCTACGTCT
ACGCGCGCAGGAACGCGCCGAACTCGCCGACGAGGCACTAGAGCTGCAACTGCAGCGCAT
CGAGGCGATCCTGCAGACACACATGAAGATCGCGACCAACCCTGCCGATCCGCTCGCCGC
AGCCCGGTCGGCGCGTGTCGCGCTCGAAGCGATCGACCGTCTGAATCGTCTGCTCGGCGT
CGACCAGCCGCAACGTCACGAGGTGACCGTCACGACCGTCGACGCCGTCGACCGCGAGAT
CGCCCGACTGACCGCGAAACTCACCGGTCACGCCGAAGAAAAGGGCATCGACGTCAGCGA
CCTGACGGCGCTGCAGCAGATCGCCGCGCAAGCCGAGGCGTGACCCG