##gff-version 3
##sequence-region Gordonia_phage_Paries 1 60127
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	1	1593	200.8	+	0	ID=Gordonia_phage_Paries_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	1634	1894	52.7	+	0	ID=Gordonia_phage_Paries_CDS_0002;transl_table=11;phrog=34768;top_hit=NC_031239_p3;locus_tag=Gordonia_phage_Paries_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	1928	2200	44.2	+	0	ID=Gordonia_phage_Paries_CDS_0003;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0003;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	2197	2598	8.4	+	0	ID=Gordonia_phage_Paries_CDS_0004;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0004;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	2595	3395	93.2	+	0	ID=Gordonia_phage_Paries_CDS_0005;transl_table=11;phrog=33939;top_hit=MG812487_p7;locus_tag=Gordonia_phage_Paries_CDS_0005;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	3392	3835	53.5	+	0	ID=Gordonia_phage_Paries_CDS_0006;transl_table=11;phrog=21555;top_hit=MF919514_p7;locus_tag=Gordonia_phage_Paries_CDS_0006;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	3863	4024	23.8	+	0	ID=Gordonia_phage_Paries_CDS_0007;transl_table=11;phrog=21387;top_hit=MF919514_p8;locus_tag=Gordonia_phage_Paries_CDS_0007;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	4086	4481	72.6	+	0	ID=Gordonia_phage_Paries_CDS_0008;transl_table=11;phrog=22356;top_hit=MF919514_p9;locus_tag=Gordonia_phage_Paries_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	4478	5221	16.3	+	0	ID=Gordonia_phage_Paries_CDS_0009;transl_table=11;phrog=23085;top_hit=p397789 VI_04029;locus_tag=Gordonia_phage_Paries_CDS_0009;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	5320	5862	102.4	+	0	ID=Gordonia_phage_Paries_CDS_0010;transl_table=11;phrog=4980;top_hit=NC_005355_p2;locus_tag=Gordonia_phage_Paries_CDS_0010;function=moron, auxiliary metabolic gene and host takeover;product=superinfection exclusion
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	5950	6258	27.2	+	0	ID=Gordonia_phage_Paries_CDS_0011;transl_table=11;phrog=781;top_hit=NC_005885_p3;locus_tag=Gordonia_phage_Paries_CDS_0011;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	6272	7894	177.9	+	0	ID=Gordonia_phage_Paries_CDS_0012;transl_table=11;phrog=776;top_hit=NC_029005_p52;locus_tag=Gordonia_phage_Paries_CDS_0012;function=head and packaging;product=portal protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	7891	8364	53.5	+	0	ID=Gordonia_phage_Paries_CDS_0013;transl_table=11;phrog=14528;top_hit=NC_031112_p14;locus_tag=Gordonia_phage_Paries_CDS_0013;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	8352	10652	324.2	+	0	ID=Gordonia_phage_Paries_CDS_0014;transl_table=11;phrog=18477;top_hit=MF919514_p16;locus_tag=Gordonia_phage_Paries_CDS_0014;function=head and packaging;product=head morphogenesis
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	10649	10867	12.8	+	0	ID=Gordonia_phage_Paries_CDS_0015;transl_table=11;phrog=17748;top_hit=MG812487_p18;locus_tag=Gordonia_phage_Paries_CDS_0015;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	10937	13516	383.6	+	0	ID=Gordonia_phage_Paries_CDS_0016;transl_table=11;phrog=18402;top_hit=MG812487_p19;locus_tag=Gordonia_phage_Paries_CDS_0016;function=head and packaging;product=head maturation protease
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	13518	13691	1.8	+	0	ID=Gordonia_phage_Paries_CDS_0017;transl_table=11;phrog=23855;top_hit=MG812487_p20;locus_tag=Gordonia_phage_Paries_CDS_0017;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	13681	14148	20.0	+	0	ID=Gordonia_phage_Paries_CDS_0018;transl_table=11;phrog=10553;top_hit=NC_028801_p10;locus_tag=Gordonia_phage_Paries_CDS_0018;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	14151	14264	3.7	+	0	ID=Gordonia_phage_Paries_CDS_0019;transl_table=11;phrog=14225;top_hit=NC_028665_p19;locus_tag=Gordonia_phage_Paries_CDS_0019;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	14374	16281	312.7	+	0	ID=Gordonia_phage_Paries_CDS_0020;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0020;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	16379	17209	134.0	+	0	ID=Gordonia_phage_Paries_CDS_0021;transl_table=11;phrog=779;top_hit=p304239 VI_00054;locus_tag=Gordonia_phage_Paries_CDS_0021;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	17226	17738	81.3	+	0	ID=Gordonia_phage_Paries_CDS_0022;transl_table=11;phrog=14463;top_hit=NC_028665_p22;locus_tag=Gordonia_phage_Paries_CDS_0022;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	17843	18538	121.0	+	0	ID=Gordonia_phage_Paries_CDS_0023;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0023;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	18665	19147	60.3	+	0	ID=Gordonia_phage_Paries_CDS_0024;transl_table=11;phrog=35351;top_hit=MG812487_p26;locus_tag=Gordonia_phage_Paries_CDS_0024;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	19144	20007	147.5	+	0	ID=Gordonia_phage_Paries_CDS_0025;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0025;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	20007	20519	96.2	+	0	ID=Gordonia_phage_Paries_CDS_0026;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0026;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	20523	21446	150.5	+	0	ID=Gordonia_phage_Paries_CDS_0027;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0027;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	21594	22367	73.0	+	0	ID=Gordonia_phage_Paries_CDS_0028;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0028;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	22364	22912	72.3	+	0	ID=Gordonia_phage_Paries_CDS_0029;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0029;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	22909	23325	89.5	+	0	ID=Gordonia_phage_Paries_CDS_0030;transl_table=11;phrog=901;top_hit=MG812487_p30;locus_tag=Gordonia_phage_Paries_CDS_0030;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	23306	23740	26.8	+	0	ID=Gordonia_phage_Paries_CDS_0031;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0031;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	23780	24391	110.1	+	0	ID=Gordonia_phage_Paries_CDS_0032;transl_table=11;phrog=14331;top_hit=NC_031112_p29;locus_tag=Gordonia_phage_Paries_CDS_0032;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	24400	25008	67.9	+	0	ID=Gordonia_phage_Paries_CDS_0033;transl_table=11;phrog=13927;top_hit=NC_031112_p30;locus_tag=Gordonia_phage_Paries_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	25103	29926	684.3	+	0	ID=Gordonia_phage_Paries_CDS_0034;transl_table=11;phrog=6090;top_hit=MF919510_p42;locus_tag=Gordonia_phage_Paries_CDS_0034;function=tail;product=tail length tape measure protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	29937	30893	154.5	+	0	ID=Gordonia_phage_Paries_CDS_0035;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0035;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	30896	32659	253.0	+	0	ID=Gordonia_phage_Paries_CDS_0036;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0036;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	32672	33145	24.1	-	0	ID=Gordonia_phage_Paries_CDS_0037;transl_table=11;phrog=959;top_hit=NC_019516_p145;locus_tag=Gordonia_phage_Paries_CDS_0037;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	33265	33822	70.1	+	0	ID=Gordonia_phage_Paries_CDS_0038;transl_table=11;phrog=8122;top_hit=JF704115_p20;locus_tag=Gordonia_phage_Paries_CDS_0038;function=tail;product=minor tail protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	33819	35744	259.1	+	0	ID=Gordonia_phage_Paries_CDS_0039;transl_table=11;phrog=2689;top_hit=NC_031251_p25;locus_tag=Gordonia_phage_Paries_CDS_0039;function=tail;product=minor tail protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	35750	36028	21.1	+	0	ID=Gordonia_phage_Paries_CDS_0040;transl_table=11;phrog=4137;top_hit=NC_005262_p61;locus_tag=Gordonia_phage_Paries_CDS_0040;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	36025	36210	5.5	+	0	ID=Gordonia_phage_Paries_CDS_0041;transl_table=11;phrog=23538;top_hit=NC_031239_p42;locus_tag=Gordonia_phage_Paries_CDS_0041;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	36296	36949	13.4	+	0	ID=Gordonia_phage_Paries_CDS_0042;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0042;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	36946	38766	218.6	+	0	ID=Gordonia_phage_Paries_CDS_0043;transl_table=11;phrog=13480;top_hit=NC_029060_p22;locus_tag=Gordonia_phage_Paries_CDS_0043;function=lysis;product=endolysin
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	38781	39248	68.9	+	0	ID=Gordonia_phage_Paries_CDS_0044;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0044;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	39245	39928	62.3	+	0	ID=Gordonia_phage_Paries_CDS_0045;transl_table=11;phrog=1298;top_hit=MF919510_p54;locus_tag=Gordonia_phage_Paries_CDS_0045;function=tail;product=minor tail protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	39918	40367	41.2	+	0	ID=Gordonia_phage_Paries_CDS_0046;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0046;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	40360	41094	67.6	+	0	ID=Gordonia_phage_Paries_CDS_0047;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0047;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	41181	41627	76.0	+	0	ID=Gordonia_phage_Paries_CDS_0048;transl_table=11;phrog=17370;top_hit=MF919514_p46;locus_tag=Gordonia_phage_Paries_CDS_0048;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	41624	41878	20.5	+	0	ID=Gordonia_phage_Paries_CDS_0049;transl_table=11;phrog=5984;top_hit=NC_031249_p49;locus_tag=Gordonia_phage_Paries_CDS_0049;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	41875	42996	206.4	+	0	ID=Gordonia_phage_Paries_CDS_0050;transl_table=11;phrog=434;top_hit=p212641 VI_05731;locus_tag=Gordonia_phage_Paries_CDS_0050;function=DNA, RNA and nucleotide metabolism;product=RecE-like recombination exonuclease
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	43000	43191	30.9	+	0	ID=Gordonia_phage_Paries_CDS_0051;transl_table=11;phrog=38185;top_hit=MG812487_p51;locus_tag=Gordonia_phage_Paries_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	43194	43460	54.5	+	0	ID=Gordonia_phage_Paries_CDS_0052;transl_table=11;phrog=27530;top_hit=NC_031239_p53;locus_tag=Gordonia_phage_Paries_CDS_0052;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	43460	43723	35.5	+	0	ID=Gordonia_phage_Paries_CDS_0053;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	43720	44727	149.4	+	0	ID=Gordonia_phage_Paries_CDS_0054;transl_table=11;phrog=34786;top_hit=p381215 VI_06799;locus_tag=Gordonia_phage_Paries_CDS_0054;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	44745	45176	83.5	+	0	ID=Gordonia_phage_Paries_CDS_0055;transl_table=11;phrog=14395;top_hit=MF919514_p52;locus_tag=Gordonia_phage_Paries_CDS_0055;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	45154	45354	8.2	+	0	ID=Gordonia_phage_Paries_CDS_0056;transl_table=11;phrog=24531;top_hit=MF919514_p53;locus_tag=Gordonia_phage_Paries_CDS_0056;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	45351	45563	6.7	+	0	ID=Gordonia_phage_Paries_CDS_0057;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0057;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	45563	46675	101.5	+	0	ID=Gordonia_phage_Paries_CDS_0058;transl_table=11;phrog=27344;top_hit=MF919514_p56;locus_tag=Gordonia_phage_Paries_CDS_0058;function=DNA, RNA and nucleotide metabolism;product=replication initiation protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	46672	47175	46.8	+	0	ID=Gordonia_phage_Paries_CDS_0059;transl_table=11;phrog=6055;top_hit=NC_031061_p73;locus_tag=Gordonia_phage_Paries_CDS_0059;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	47293	48150	87.6	+	0	ID=Gordonia_phage_Paries_CDS_0060;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0060;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	48147	48326	9.9	+	0	ID=Gordonia_phage_Paries_CDS_0061;transl_table=11;phrog=19496;top_hit=NC_031112_p55;locus_tag=Gordonia_phage_Paries_CDS_0061;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	48323	48715	19.7	+	0	ID=Gordonia_phage_Paries_CDS_0062;transl_table=11;phrog=16769;top_hit=NC_031112_p56;locus_tag=Gordonia_phage_Paries_CDS_0062;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	48712	49932	167.4	+	0	ID=Gordonia_phage_Paries_CDS_0063;transl_table=11;phrog=21374;top_hit=NC_031112_p57;locus_tag=Gordonia_phage_Paries_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	49929	50228	19.5	+	0	ID=Gordonia_phage_Paries_CDS_0064;transl_table=11;phrog=26886;top_hit=NC_031112_p58;locus_tag=Gordonia_phage_Paries_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	50270	50509	7.9	+	0	ID=Gordonia_phage_Paries_CDS_0065;transl_table=11;phrog=22035;top_hit=MF919514_p64;locus_tag=Gordonia_phage_Paries_CDS_0065;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	50552	50740	12.4	+	0	ID=Gordonia_phage_Paries_CDS_0066;transl_table=11;phrog=23432;top_hit=MF919514_p65;locus_tag=Gordonia_phage_Paries_CDS_0066;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	50817	51212	56.1	+	0	ID=Gordonia_phage_Paries_CDS_0067;transl_table=11;phrog=31047;top_hit=NC_031239_p70;locus_tag=Gordonia_phage_Paries_CDS_0067;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	51325	51618	43.6	+	0	ID=Gordonia_phage_Paries_CDS_0068;transl_table=11;phrog=32335;top_hit=MG812487_p72;locus_tag=Gordonia_phage_Paries_CDS_0068;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	51615	52253	54.6	+	0	ID=Gordonia_phage_Paries_CDS_0069;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0069;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	52247	52612	72.7	+	0	ID=Gordonia_phage_Paries_CDS_0070;transl_table=11;phrog=33917;top_hit=MG812487_p74;locus_tag=Gordonia_phage_Paries_CDS_0070;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	52609	53658	109.8	+	0	ID=Gordonia_phage_Paries_CDS_0071;transl_table=11;phrog=26185;top_hit=MG812487_p75;locus_tag=Gordonia_phage_Paries_CDS_0071;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	53655	53918	37.8	+	0	ID=Gordonia_phage_Paries_CDS_0072;transl_table=11;phrog=21901;top_hit=NC_031239_p76;locus_tag=Gordonia_phage_Paries_CDS_0072;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	54254	54721	89.7	+	0	ID=Gordonia_phage_Paries_CDS_0073;transl_table=11;phrog=17794;top_hit=NC_031239_p77;locus_tag=Gordonia_phage_Paries_CDS_0073;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	54714	54977	43.6	+	0	ID=Gordonia_phage_Paries_CDS_0074;transl_table=11;phrog=13001;top_hit=NC_031239_p78;locus_tag=Gordonia_phage_Paries_CDS_0074;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	54974	55270	37.6	+	0	ID=Gordonia_phage_Paries_CDS_0075;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0075;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	55365	55616	6.5	+	0	ID=Gordonia_phage_Paries_CDS_0076;transl_table=11;phrog=3472;top_hit=MG872841_p86;locus_tag=Gordonia_phage_Paries_CDS_0076;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	55742	55885	17.5	+	0	ID=Gordonia_phage_Paries_CDS_0077;transl_table=11;phrog=24143;top_hit=NC_031239_p79;locus_tag=Gordonia_phage_Paries_CDS_0077;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	55900	56277	36.9	+	0	ID=Gordonia_phage_Paries_CDS_0078;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0078;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	56270	56470	4.9	+	0	ID=Gordonia_phage_Paries_CDS_0079;transl_table=11;phrog=35348;top_hit=NC_031239_p80;locus_tag=Gordonia_phage_Paries_CDS_0079;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	56640	56861	30.0	+	0	ID=Gordonia_phage_Paries_CDS_0080;transl_table=11;phrog=26914;top_hit=NC_031239_p82;locus_tag=Gordonia_phage_Paries_CDS_0080;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	56916	57290	60.1	+	0	ID=Gordonia_phage_Paries_CDS_0081;transl_table=11;phrog=26813;top_hit=NC_031239_p83;locus_tag=Gordonia_phage_Paries_CDS_0081;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	57304	57591	59.3	+	0	ID=Gordonia_phage_Paries_CDS_0082;transl_table=11;phrog=15181;top_hit=NC_031239_p84;locus_tag=Gordonia_phage_Paries_CDS_0082;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	57588	57905	61.4	+	0	ID=Gordonia_phage_Paries_CDS_0083;transl_table=11;phrog=3848;top_hit=NC_028653_p58;locus_tag=Gordonia_phage_Paries_CDS_0083;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	57902	58288	37.2	+	0	ID=Gordonia_phage_Paries_CDS_0084;transl_table=11;phrog=17681;top_hit=MG812487_p86;locus_tag=Gordonia_phage_Paries_CDS_0084;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	58285	58551	45.8	+	0	ID=Gordonia_phage_Paries_CDS_0085;transl_table=11;phrog=17380;top_hit=MG812487_p87;locus_tag=Gordonia_phage_Paries_CDS_0085;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	58612	58875	32.9	+	0	ID=Gordonia_phage_Paries_CDS_0086;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0086;function=unknown function;product=hypothetical protein
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	58872	59423	59.8	+	0	ID=Gordonia_phage_Paries_CDS_0087;transl_table=11;phrog=111;top_hit=p64666 VI_08735;locus_tag=Gordonia_phage_Paries_CDS_0087;function=other;product=DNA methyltransferase
Gordonia_phage_Paries	Pyrodigal-gv_0.3.2	CDS	59615	60124	74.2	+	0	ID=Gordonia_phage_Paries_CDS_0088;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Paries_CDS_0088;function=unknown function;product=hypothetical protein
##FASTA
>Gordonia_phage_Paries rotated=True rotated_gene=terL
GTGCCGGTGCATTCCGAGCGGCTGCAGAAGCTGCTGCAGGCGCGGCAGCTCGCCGAGCTG
TGCGCGAAGCTCGACATACCGCTCGGCGACGCATCGTCACCCGGACAGCTCGCCACGCTG
CTCGACCCCAACAATCAGGTACAGCGGCCGCACCTCGAAAAGATCGACGACGCGCTCACA
CACCTACTGGCGACACCGCAGGCGCAGCTCATGATCTGGACGCCGTCACAGGTCGGCAAG
TCGACGCGCGTGTCGGTGTACTTCCCGTTCTGGTGGATGACGAAGCGGCCACGCGACCGC
ATCCTCAACGCCTCAGCTGAGGAACGCCTCGCCCGCCGCAACGGGTCCGCGGTGCGCGCA
CTGGTGCAGGAGTTCGGCCCGGCGTACGGCCTGAACCTCGTCGCCGACGAAGGGTCGAAA
GCTGACTGGGCGATCCGCGCCGGCGGCAGCCTGCGGTCGCGTGGTCTGCGAGGCAACTTC
ACCGGACAGCCGATGGATCTCGGCATCATCGACGACCCGTTCATCTCACGCGCACAAGCC
GAGTCGCTGAATCAACGCGACTTCGTGTGGGACTGGTACAGCTCGGTGTGGTCGCAGCGT
AAGTCGCCGACCTACCGCGAGGTGCTGGTCATGACGCGCTGGCACGAGGACGACCTCGCC
GGCCGGCTACTCGCCCGCGATGGCCGCGTCGAGGACGGCGGCAAGTGGATCGTTGTGCAC
CTGCCGGCGATCGCGATGCCCGAGGACCGGGTACGCGGTATCTATGCTGACCCGCTCGGC
CGGGCGCCGGGCGAACCGCTCACGCACCCGCTGCTCGACCCGGACGACGTCGACGGGCTG
CTCGCGTGGTGGGCGCAGAAACGGGCGATGTCGACCGCGCGTGACTGGGCGGCGATGTCG
CAGGGTGTGCCGTCGGATGCGACGACCGCGCTGCTGTCCGAGGACGCGATCCGTACGCAC
ACGAAACCGGCGCCGGTGCGGGACGACTTGCGGCGCGTCGTGATCGGTGTCGACCCGTCC
GGCGGCGAGGGTGAGAAACACGACAGCGTCGGTATCGCGGTCGCCGGCATCGACGGCAAC
GGCACCGCGTGGGTCCTCGACGACAAGACCGACACGCTCGGCCCGATGGAGTGGCCGCGC
CGGGTGTGCGCCGCCGCGCACCAGTACCGGGCCGGCAGCATCGTCTACGAGAAGAACTAC
GGCGGCGGCATGACGAAGGTACTGATCCAGCAGGCGTGGGCCGACCTGCAGCGCGAGGGT
GACATACCGGCGTCGGAGAACTGCCCGCACGTGACGGGCGTATCGGCGCGCGTGTCGAAG
GTGCTGCGCGCCGAACCGATCGCGCAGGCCGTGCTCACCGACCGCGTGTACTTCGCGCAG
CTCGCCGACCTGACGAACCTGACGAATGAATGGCGGCTGTGGCAGCCCGGTTCGACGTGG
TCGCCGGGTGCGCTCGACGCGAACGTGTACGCGCTGACCGAGGTTCTGCCGCCGGTCAAT
GCGCAGACCGAGGTGTCGCGTCCGACGGGTGGCCGGCAGCAGGGTGCGCGTGGGTCGGGG
CAGTTCGCGGGTGTCCGGCGCCGCGCATCCTGACCGCTTGACTGTAGCCTCGTCATGAGG
CTACAGTTGCGGCATGACCGCACGCATCGACACCACCGCCGCCTACAACGAGGCGAAGGC
AATCGTCACCGCCGCACTCGCCGGCACCGACCGCGACAACCGCATGACCGCCGAGCAGGT
GCACGCGATCACCGGGGACCTTCCGCTCACCATGCACGCCGGCGTCATCGAGCCGATGGA
CATGATCGACCTCACCAGCCGCGGCGCCGAGGTCGCCGGCGACGACACCCGCGGCTACTA
CCTGCGACGCGTCCGCAACAACGGCCGCAGCTGACCATCCATCCCGCCACCCGAGAGGAC
ACCGCACATGTTCCCCACCTGCGCAGTATGCGGACAGACCGACGTCGAGGACGCCGGCGA
CCACGCCGAATCGACCGGGCATTGGCCCTACACTCCCGAGGCTGCGGCCGCCGGCCGGAT
CGTCGGCCGCGTCGGACACGAGCACATCATCGCGAACGGTGTCGACACCGAACTGTGCGC
CAAGTTGATCGCCCGCGAGGTGCGCCGCAACCCCGGCATGACCACCGGCGAGCTGACCGC
GGTCGTCATCCGCCGCGCCGAGCAGCTGGCCGCCCGATGACCGCGGCGTCGTCGTTCGGC
CGGGTCGCGTGGTTCGGTGGCGACCTCGTCGAGGTCACCGGCTACACCGGCGGCGGCATG
GTCACCGTGCTCACCAGCCACCGCAGCCCGGCCGGCGAGCTGGTTCGTGTCGCCGGCACT
CGCATCGGTCGCCGACGTCATCGTGTCAACGGCGCCGATCCCGCCGCGCCGACGCCGGCG
CCGCACCGTGCCGACCACGGCCGGCGACCAGTTCCTACTGTTCGACACGGCGAGCTGATG
GACACGTGCACGTGCGGGCATACCGCGCTGTGGCACCTCGACCGTGACGGCGAGTGCACA
CGCCTCGTCAGTGGTTCCTATGCGACGTTCGATGCCGACTACTGCGGATGCCCGCACTTC
ACGAGGGAGCAGCGATGAGTGGATACCGACCGAAGCCGTCCCCCGGTGGCGTGACGCCGT
CCCGGATCCCGCCCGCCGGCGGTGGCGGCGTCGCCCGACCGAACGACGCGCGAGGGCTGC
GTGCGGTACCGCGCATCACTGCGGTCGTGCATGTCGGCCGCCGCGAGGTCGCCCGGTTCG
GTGACCGTGGTGACCTGATCGCCGCGTCGTCTCGGTTCTGGGACACGCTGCGCAGTGAGG
ACCCCGACACCATCGAGGTGTGGCTCGCACCTGACGTCAGCGACGCTACGCGCGACCGGG
TCACTGATGTGCTGCGCGACGCCGAGCAGCACGCACAACGCCGACGTGAGGCTGAGCGCG
AAGCGGTGGACGAGGTGGCCGCGGCTGCGGTGATGGACGTCGACACCGCCGAGCGGTTCG
ACGCGCACCTGATGGGCGCCGGTGTCCTGTACGACCCGAACGCGCACGCCCGACGCGCAC
GCATCGGCGAACCGGAGCAGGTCGACCTGATGCTGCGGATCTTCCGAGCGCTGGTCGCGT
TCATGGTCGCTGTGCCGCGCGTGATCCGCGAGCACCCGCGCACGTACTTCGCTGTCGGTG
TGCCGGTCATCCTGATCGGCACCGGGCAGGTCGGGCACTGGGTCGGCGGTATCGACTGGC
CGGTGGTCATCGTGTCGACACTGATCGTGCTCGCCGGCGTATTCGTTGTGGCGCTGAGCG
TGTCACGCCGTAACTACCGGCGCGAGATCGAGGCAGAACGGGCCGCGCTCGCCGAGCGCG
CGCAGAAACAATACGAGGAATGGTTGAAAGAATGAGCGCAACGATGGTCACGTACGGCAG
CCCGGAGATGGTCGACGTCGAAGTGACGGCGACCGTGCGGACGATCAAGACGCGCGCGCG
GCCGCAGGACGAGAGCCGCATCGTCGACAGGTTTTTCGACCCTGTCGTGATAGAGGGATT
CGAGGTGAAGGTCGGAGACACCTACCGGATCAGGGTCGGCGGGCAGTTCGTGCACGAGTT
CGACCACGACGTCGACGACACTGACAGCCCGTTCACGATGACGGAGCTACCGGACGGTAC
CCGCCACATGTCGACGCGCGACGGGCTGTTCGCGATGGTGCAGGGACGCGCTGGTACGCG
GGTGACGTTGCGCGATCAGGCAGAGTGGTCGCGGTTCGGTTGGCATGTGGAGGGTGACCG
TGTCGGCTGGGCGATTGGGTCGGGCGTGTTCGATTCCCGCAAGGTCTTGCAATAGCCTCG
TGACGAGGCTACAGTTAGCGGCATGACAAACACCGCACTCGCCGCACAGCTCAACATCGA
CGCCGCCACCATCACCCCCGACGCGCACCGCATCATCAACACCGCGCTCGGCCCGATCGG
TCGGCACGCACGCCTCACTGCCACCGAACGCGACACCGCACTCGCGATCATCGCGCTGAA
CTGACCACCCTCGCGGGCCGGCCACCCGGCCGGCCCGCACCAACCAGCCGAAGGGACCAG
ACCCCATGAGCTTCACCGACTCCGACCTCGACCCGACCCTCGACGCCGCATACGCCGAGA
TCGCTGCCGAGCACGTCGTCGACGAGCATTTCGACCGCATCATGCGCAGCGTGTTCATGA
CCGGGCCGGGCGTGTGGATGCGCGCCGGGATCCTCGACACCGCACGCAACCACGACCTCG
ACCCCGCCGTGTACGCGGCGACGGTCAAGCACTACGCCGAGCGTGCCCGTCAGCGCGGCG
ACGTCCGTCACGACTACGACCGCATCCTGCACAACCTCGCGCACACCGACCTCACGTTCG
ACCCCGCCGAGGTCGCGTTCGACGACGGCACCCGCGCCGTGTGGGATGAGTCGGTGCGTG
GCTGGCAGTTCGTCGGCGACCCGATCGCGATCGCACGATGAACACCCCGTACTACTCCGA
CGGCTTCGTCACGCTGTACCACGGCGACTGTCTGTCCGTGATGGAGACCCAAATAGCAGA
ATGCTCGATCGACGTAGTGCTGACCGACCCCCCGTATTCGTCTGGTGGTCGCCGCGAGAA
CGCCCGATCGCTGCGTAAGTCGATGACTCGCACCACCGCAGATGATGCGTGGATTCGTGG
AGACGCTATGAGTACCAACGGGTTTATGCACTTGATTCGACTATGTGGCATTGAGTGGCG
ACGAGTCCTGAAACCCGGTGGACACGTTCTGTCGTTCATCGACTGGCGCATGGCGGCAAC
TCTGGCCGCGGCACTAGAAACCGCAGACCTGCGGCAGCACCCGACCCTTGTGTGGGATAA
GCAGAGGTTAGGCATGGGTGCAGTGTTCCGCAATCAGCACGAGTTCATCGTTCACATGAG
CGCCGGAAATCCCGCATCACCCCATCGCCGAGACGTGCCTAATGTGATTGGCGTACCACC
TGTTCGTAATGGAGAACACCCCACCGAGAAGCCCGAACCGTTATTGCGCACACTGCTGTC
TGTTGTGGCTACGGCTGGCGATGTGGTGCTCGATCCGTTTGCGGGTAGCGGAGCAACGCT
GACCGCTGCGCAGTCTTTGGGCATTAAGTCCGTAGGCGTCGAGGCGGATGAACGGTATTG
CGAGGTGATCGCGAAGCGACTGAGTAGACAGACGATCGCGTTCGACTTCGGGGGCAGCTG
ACCGTCCCGGTCCGGCAGCCACCCCGCACCGGTGGCTGCCGGCGCCGAGTCGACCAGACC
CGTTCGACTGACCGCACATCACAGAGAAGAGACCAGACCATGAAAACTCGATACAAGGTG
CTCGCCGGCGTCGGCGCGTTCGTCGTCACGCTCGGCGTCATCGGCGCTGTCACCGACGAC
GGCGAGGCCACCGTGCGCGGCAACGACGTGCAGACCGCCGCGGTGCTGCCGTCGACGACC
GCACCCGCTCACACGACCGTCGAACTTGACGAACCGTCGACCGTCGAGACGACCACCACG
ACCGAGGCGCCGGCCGTCGAGACTGTGGACACGCCGTCGGCGACCGTGTCGCAGACGCAG
GCACTCGAATCGGCCGAGCAGTACCTCGCCTACGTCGGCGGGTTCTCCCGCGCCGAACTG
ATCGACCAGTTGGTCTACGAAGATTTCTCGCGCGCCGACGCCGAGTGGGCCGTTGACAAC
GTGACCGTGGATTGGTTCGAGCAGGCCGAGAAGTCGGCTGCCGACTACATCGAGTTCGTC
GGCGGGTTCTCGTATCAGGAGCTGGTCGACCAGCTCGTCTACGAGCAGTTCACGCAGGAG
CAGGCCGAGCACGGCGCGAAGTCCGTCGACCTCACGCCCTGACCTGATACAACCTGATAC
ACCTCGCCGCCCCGGCATCCCCTCGCGGGTTCCGGGGCGGTGTGCTGTCTGCGGGATACC
CTGTCAGTCATGCCGCACATGGACCCGCTCACGCTGCTACTCACGATCCTGTTCGTCTGG
CGCGTCACTCGCCTGATCATCGCTGACGCGATCCTCGACCGGCCGCGTAACTGGATCGTG
CTGCGGTACGGGCCGGAGCAGTGGTTTGCGTACCTGATCACGTGCGCATGGTGCGTGTCG
GTGTGGGTCGCGGCCGCTGTGTTCGTCGCGTCCTACTGGTGGGCCGATACGGCGTGGTGG
TTCATCATGGTTGCAACGGGCGCCGCATCGCTCGTCGCGGGTGTCGGGTCACGGTGGCTC
GACCCGATCGACGACTGAGTGAGGGGCGCACATGCCGAGGTCCGATAGCCGAGCACTCGC
GATCGCGCGCCGGCACACACCGACACCGCAGAGCATCATCGCGGCCGCGCGTGCAGCGGC
GCCGACCGCGCAGACCATCACCACCTACGAGGTCAACCGGGACCGGCCGTCGGCGCGGTC
GCAGCGATCGGTGACCGCCGCCGTTGAACCGCTGCACGGTTCGCAGCAGATGGCGTCCGG
TCGGCCGCAGCGACGGAAACGGCGCCGGCAGGCCGAACGCTGGCAAAACGAGGTGTGGGA
GCTGCGCCGCGAATCGCCTGAGCTGCGGTTCCTCGCCGACCGGAAGGCGCGCGCAGCTGG
GCAGTGCCGGCTGTACATCGGGCACATGCCGCCCGGTCACCGTGGCGAACCGATGCGCGT
CACCGAGGGGGTCGCCGCGGAGCTGTCCGACGTGCTGTTCGGCAATCAGCCCGACGTCGA
GCAGAAGATTCGCCGGTACGCGCAGCACATCGAGTACAGCGGCGAGTCGATTCTGAACGC
GCGGGATAACCCGGAACGGCCCGGTGAGCTGTTGTGGTCGGTGCACTCGTCGCGTGAGCT
GATCGGTTCGCAGGCAGGGCAGTATCAGATCACCGACGGTGTGACGCCACGCAAGGTCGA
CGACGACGCCGAGATTCTGGCGCGGTCGTGGATCCCCGACCCGGAACTGATGGCGCTCGC
CGACGCGCCGGTGCGGTCGCTGCTGCCGGTGCTACGCGAGCTGGTGCAGATGACGAAGTA
CGTCGGCGCACAGATCGACTCACGCCTCGCATCCGGTGGCGGTCTGCTGTTCGTGTCCGA
CGACGTCGAGATATACGACAACGAAGGCAAGAAACTCGGGTTCGCTGACGAGTTGCATTC
GTACATGCTGACCGCCGTCGAGGACCGCGGGTCGTCGGAGTCGTTGGCGCCGATCGTGGC
GCGTGTGCCGTTCAAGGAGAACCGGCCGCTGTCCGAGGTCGCGCACCTCATGACGTTCGG
CGAAGTTCTCGACGCGCACATGCACGAGCGTCGCGCCGAGGCGATCCAACGTGTCGCGCT
CGGCATGGACTCTGACCCTATGGTGCTCAACGGTGGCGGGTCGGCGAATCACTGGTCGAT
GTGGGCTGTCGACGAGGGTGAGCAGAAGTTCGGTGTCGCGCCGGTCGTGACGTCGATGTG
CCACACCCTGTCGAATGAGCTGGTGCAGCCGCTACTCGCGGCGAAGGGCGTCACCAACTC
GCATGAGTTCGTCGCATGGTTCAACGACGACGAGCTGAAACTGCGGCCGGACCGGTCGAA
GGATGCGCAGCTGCTGCACGAGCGCGGGATCCTGTCCGACGAGGTCGCGCTCGCCGAGTC
CGGGTTCGACAAGACGGACATGCCGTCGCAGGGCGAGATCACGGCGCGGTGGCTGCGTGA
GAACGCTATCGCGCTTATGGGTATGAATCCGGCGGTCATGGGTCCAATCCTCGAAGGTAT
GGGCGTGAAACTACCGGCGGCACCGGCCGCGCCGATCGAGGTGAAGGGACCGGCCGAGCC
GCCCGCCGTGACCGCGCCAGCACCAGACAACTCGCCGCCCGACACACTCAACGACCCGCC
ACCAGCCGCGCAGATCACCCCGGAGGGATCATGACCACACCCCACGAGGCGCGACGGGCC
GCGTTCAGCGAGCAGCGGAACACCCGCCGAGGTGTGCGGCAGCGGCACCTGACCGGCGAC
GAGATGCAGGAACTGGTCGAACAGCAGCAGCCACGCGACAGCATCGACGCGATCGAGGCG
GTGTGCATGTTCGCCGTCGTGCGGGCGCTGCAGTTCGCCTCGATGCGGTCGAAGGCGTCG
GGCCGCAACTCGGGACCGCGGTACGGCGTCCCGCAGCACCTCGTGCACACGCGCGTCGAC
CTGCTGTCCGCTGGCGACGACTGGCCGGTGCTGCTGCGCGGTGCGTGGGACACACTGCCG
GCGGTGCTGCACGGCGACACCGACCCGTACGCGAGTGTGTGCGAAACGTACGTGCGGCAC
CTCGTCGTCGAGCAACGCATTCCCGACCGCAAGGCGCTGCGCCGCCGACTGCTCGACGCT
GGCGTCCCGGCGTGGCGGGCGTAACTCGGCGCCGCGCTGAACATCAGCAGCTGCTGCGCC
GCGCCGAACGCGGTATCGACGCCGCCGTGCTCGCCGCGATGGACGTGTGGCTGACCGCTG
TCCGGTTCGCACTCGTCGACGAGCTGGTGCCGCGTCGTATCGTCGCTGACGCCGAGTACG
CCGTCGACGCCGCAGTTCAGCGCACGTGGGGCGTGTGGCAGAACCAACTCGAAAATCAGG
TGCTGCCGACCGTGTCGGTCGCGTTCGGCGACGCATTCCAACAGGTGCGCCGCGCCGACC
CGCAGGGCGCGTTCGCACACCAGCAGCAGTACCTGGCCGAGGTGTCTGACCGGCTGCGTA
TCTGGCCGGCCGGCGCGTTCGAGGACATCCGCCCGGAACTGCTCGAATCGCTGTCGGATG
CGGTGACCATCGACGAGATGACCGAGCGCGTCGGCCGGGTGCTGAACATCGACGCGAAGT
CGCGGAAGCTGCGCGCGCAAATCAACGACGTCGAGGCGCAGCTCGCCGACCCCGATCTCG
ACCCCGCGGACCGGCCGGCGCTCACGCAGTGGCGGCGTGACCTGTGGGAGCAGCACGACG
AATCGTTGAACGAGTGGCAGTGGAAGGCGCGCCGGATCGCGCGGACGGAGTCGCACGGTG
CGGTGTCGGCGGGGCAGCTCGCCGCGGCGCGTGTCGTCGAGCAGCAGACCGGGCTGCGCA
TGTGGAAGCGGTGGTTGTCGACCGAGGATCAGCGCACCCGCGCGTCGCATCGTGTGGCGG
ACGGGCAGACGTGCCCGCTTGACGAACCGTTCCGTGTGGGCGGGTTCCTGCTCGAACACC
CCGCCGACTCGATCTCGGTCGCGCCGCATGAGGTCGTGAACTGCAGGTGCACCATGCTTG
TGTATGACGACAACGAGCTGCAGGACGAGTTCGACGACCAGGGCGGCAAAGGGCCGGTGG
AGCCGGGCGCGGTGCGGATCGGGCCTGACGACCCCGACGCCGCCGATGCCGCGATCCTGC
AGGTCGCCGAACGCGAGAAGCGGGCAACACCGCAGGTCGGGCAGCGCGGCGAGGATTACG
GACAGCAGCTGCCGGCGCAGCCGCTCGACGTCGAGCTGACCGACGAACGCACCCCGATAC
CGGTGCCGGACCTCGAAACAGCGTCCGATCAGCGACTCGCCGACTACCTGATCCGCACCG
ACGAACGTGACGGCGACCCGACGCTGCGTGACGAGGTCGACGCCGAACTGTCACGCCGGC
GCGAGGCCGAGGCGTTCGAGGTGCAGTTCGGGCAACCGGAGTACGCCGACGACGTCATCG
AAGTCGACGACGACGATGCGTGGCTCGACGACCCAAGATTCAGGGATCCCGGCGACGACG
GCACTTATGAGTCGACAGACGTAGAACCGGATCCGGACTATGACCCTGACCTGTCGTTCG
ACGAGTGGGCGGCCGAGCCGGACGAGTCGCGGCTACCCGACGACGCTGTGCCGGCCGACC
CGCCGCTGATCCCCGAACCGCTCGACTTCGACGAGGGTGACGAGGACTGGGTCGCGCTCA
ACGATGAGTGGGAATGGGTCCGCGGTGCGCTGCACGAGACCATCGCCGAGGGCAGCACCG
ACTACGACCTGCAGGAGTTGATCGAGTACGTCGCGACGCTCGAATCGGCGCGCGCTGACC
TGATCGCGAAGGCGGCGACCGTCCCCGACGTCGACCCGATCGCCGCCGAACGCGCCGAGT
ACGTCGAGTTGTGGGGCGAAGCTGCTGCGGTCGCCGAGTTCGACCCGCTGCACGCGCCGC
GCGAAGAGACCAGCGAGGACCGGCGCCGGCGGGCACTCATGGAGCAGGCCGACCAGCTCG
CCGAGGACCGCGGTATCTCATATGAGCAGGCGCTCGCCGAGATTCAGGGACTCGACCCCG
ACCAGGTGCGGCGCCGCGAGTTCGTCGCCGAGGGTAAACGGCAGGGTTTGGTGTCGACGA
GTTACGCGTCGATGCTCGACGAGCTGCACAACAATCTGTCGTTCGACTGGCTACTCATGT
GCGAGGACGCGACGAACGGGCAGACGTTGAAACCGCGGTCGCGGGACCTCGGGCAGTTCG
CCGCCGACATGCTGTGGAAAGTCAACGACAACACCGCGCGCAAGCACATGTCGGACGAGG
CTGCGCTGTGGTTCGACCAGAACGGCCGGATCACAAAGGCCGACCTCGGCGCGATGATCG
AGGACGGCCGATGGGCGTTCGACGCGCAGGCGGTGCTCGACCTGTATGCGACGTGGCCGG
GCCGGCGTCTCGGTGGAGACTATCTGGCATGAGCGCACACGACCGCACTGCAGAGCAGCC
GCTGCCGACGCACGAGGCGACACAGCACGCGTACCGGGAAGGGATGCAGGCGCGGCCGGG
TGCGGCTAACCCGTACGCCGGCGTGCGTGTGCTGGCGTCGGTGTGGGCGGCCGGGCGTGA
TTGGGCGAAGCGACGCGCGTTCGCCGAGCTGCAACGCCGCGAATCGGAACGCCGCCGCGC
ACAGTAGGCCGAGACGTCGTGCCCTGTCGGTCATACTCAGGTGAGGCCACCACACGACGA
GCAGAGGATCGGGCACGTGTCCAAGCACATCGGCGCCGCATTGAACGCGGCGAACATCGT
TTACGACCGCGACGACTTCGCTGACCCGAAACTCGACCGGCTGACCCCGATCCAGGTGAC
GAAAGATGGTCGCGTGTTCGGGCACCTCGCCGGGTGGAAGTCCGAGCACATCGGCCGGCC
GGGTGTGAAACCGCCGCGCGGCACCGACTACCGCTACTTCCATCAGGGTCTGGTGCCGAC
ACCTGACGGCGACCTCGCGGTCGGGCACCTGACCCTCGGCACCGGGCATGCCGGCGCCGG
AAACATCAACGCCGCCGCCGAGCACTACGACAACACCGGCGCGCAGGTCGCCGCGGTGCG
GGTCGGTGAGGACGCGCACGGTATATGGTTCGCCGGCCGCACACACCCCACGACCGACGA
CCTGCAGCGGCAGACACTGCGCCGCTCGTCGCTGTCGGGTGACTGGCGCAAGGTGAACGG
GCAGTACGAACTGGTCGCGGCGCTCGCCGTCAACGTGCCCGGATTCCCGATCCCGCGTAC
CGAATCGCTCGTCGCGTCCGGTGACGACACGATGCTCGTCGCCGCCGGCATGGTCCGCAA
CGGGCCGATCACATTCGAGGAAGTGCAAGCGATGGTGACCGCCGCCGGCATCGACGCGCA
GGCACGCGTGAACCGGGCGATCGCACGTGAACGGCTGCGGCAGCGGGCGCTGCCGGTGCT
CGACGAGATCGTGGCGTCGGCGCGGGTACAGAAGCGACGCGAGCTGACGGCATCGGCGCA
CCGCATCCGCCGGCAGCAGGCCACCGACCGGTATCTGTCGATCCTGGCCGCCGGTGTCGA
CACGTCGGGGCGGATGCCGCCGGAGCTGCACCGGTACTGGACGAAGGGTCCGGGGTTGGC
GCGGTGGGCGTCGACGGGCACGCCGTACCGGTCGCTGGTGTCGGCGCTCGAATCCGAGAT
CGCCGACATGTCGCCGGAGCACATCAAGGGACTCGCCGCGAACCTGTATCACGACGTGTT
CAAGCAGTGGCCGGGCGACAAGTCGAAGGGTGGCGGCGCGATCGCGGCGTCGGCGGCGCC
ACTGCCGGCCGAGCGGGCGCAGGCGTGGCTAGACGACCCGCAGGTGCAGGCACTGCTCGC
GGCGCTGCCGGTGCCCGGCGCAGACCCGGAAGTCATCGACGAGGCCGAGGACGAGGTCGA
AGTCGAGACCGCGCCGCACACCGGCGGCATGATCGCGCTGCTGCCCGTCGCGCCGCACGC
GCTCGCGGTGCCCGGTGGCGAACCGGAAAACGAGCTGCACCTCACGCTCGTCTACCTCGG
TGACGACCTGACCGAGACGCTGCCCGAATGGCGCACCGGTGTGCAGACGTCGGTCGCAGC
GGTGGTCACCGAGTTCGGCGAGATGCACGGCGCGAACGGCGTCGAGGGCGCGATTATGGG
CCGCGCTGCGTTCAACGAGGGCAGTGACGGATCGTGCGCCGTGTACCTCGTCGAGGCGGA
TGGACTGACCGTGCTGCGCGACAAGCTGTACGCCGCGCTCGGCGACCGGGCGCCGGCGCC
GACCTATGACGCATTCATCCCACACATCACCGCCGGATACGGCGTCGATACGGCCGCGCT
GTACAACAGCGTGGGGACGCCGGTGCAGTTCGACCGGGTGCGTATCGCGATCGCCGGCGA
CGTCATCGACCTGCCGATAAGTGAGCACGTCGGCGAGGCGCTACTCGGCGAGGTGCAGAG
CGATGTCCCGGAGGTCGGCGACCCCGACGAGGCCGAGGACGCTGTCGCCGCGGCCGGCGA
CAAGCGCAAGGTCAAGACGCAGGCCGGAGCCGACAAGTTCGGAGTGTCCATCGGCGACGT
CATCGGCAAGGGCATCGACGACGCCGTCGACAACGCGAACGGCGCAGTCGACCGGGCGCA
GGCCGACGCCGCGAACCTCGGCAAGTCAGTCGCCGAGGCGCTGTTCGGGAAGCGACCCGA
ACCGAAGGACGCACCACCGCCGGCCGAGCCGGCACCAGCCGCACCGCCGGCACCGGAGCC
GAAACGCGCCGCACCGGAAGCGGCGCCGGCGCAGGTCGTCGAGGCACCGACCCCGTCGCG
GAACTACGACGAGACCGACGCCGCACCTGTCGAGAACCATGCCGGCGAACCGGAGACGTC
GACGCCGTCCGATGTCGACGTGCGGGTGACGTCGGACGTGCAGCCACGCATGGACGTCGG
CGCGGGCACCGATCACCCGATGGCCGAGGATGAGGCGCCGATGACCGGCGCGGAGGGCGG
CGAGCTTGTCGAGTTCGGTGACGGCGTCGCCACTTACAGCGACGGCACGCAGACCGACGG
CACGGTGTGGACTCGGTCGCCGGTGCTGCCCGGCATGGGATACGACGGCGTCACGCTGCT
CGAAGATCAGGCGCCGTTGAAGGGCGCCGAGGGTGGCGACCTCGTCGAGTTCGACGGCGA
CCGTGGTGTCGCGGTCTACTCGGACGGCACCGAGACCGACGGCAAACAGTGGACGCGCAG
CGGGCAGGCGCCGCCGGTGACGGCGTCGGGTTTGTCTGTGTGGCAGGTGATCACCGCGGC
GGGCCGGGTGCGGTGACATGGGCTGGCTGCTGTTCGGCGCCGTGTTCATCCCGGTTCGGA
TCGCGAAGATCATCGAGGACGCCCTGTCGCCGCGCCGGCGGCGTGAACTGATCCAGCAGC
AGACACGCGACGAGGTCGCCGCGGCCGCCGAGCGGTCAGAAGAGTATCGGAGGACACGGT
ATGGGTTGTAGATTGCACCGCATGGCAGCTACTCCCCCGATCGAACGGTTCATGCGGCAC
GTGGACAAGTCCGGCGAGTGTTGGATATGGACGGGCGCGACGGCAGGGTCAACGCGCCGG
TACGGCTATTTCCGTGCGACGACGGATCAGAACGACCCGAAGGTCTATGCGCACCGCTGG
ATCTACGAGCAAACAATCGGGCCGATCCCCGCCGGCTACGACATCGACCACGTGCAGGAC
CGCGGGTGCACGTCGCCGCTGTGCGTGAATCCGGCACACCTCGAAGCAGTCCCTCACGCC
GAAAACATGCGGCGCGCACGGCTCACTGTGTGCCGGTCCGGCCGCCACGATCTGACTACC
GACGACGCTGTCGTGTGGGACAAACTCGGCCGCCGCCGCGGATGCAAGGTGTGCCAACGC
GAAAGGGGGCGAGTCCGATCGGATGCAATTGCAGGCGTCGGGAGATAGTCGTGTTCGAGG
TGACGAAACGCGACAAGACGGTTCAGCGGTTCCTGACCGAGGCCGAGGCGAAAGAGAACA
CCGACGTCGCAGCCGGTGATGTGTGGCGCAAGGTTACGCGCTGACCTGTACGGGCTGCGC
TACCCTACTTGTCAGGTGGGTTTGCATCGCTGGCTAGGGGCCGGAGTACCCAACGGGATA
CGGCACTCTAATCACGGAAGGTGATCCCCAGCGATGAAGGTAACTCTCGAATCCCTGATC
GAGGCAGCGCAGGCGACCGACGCCAACGGCAACACTCTGTCGGCAGCTGACCGGCAGTCG
AAGATCAGCGAGCTACTGCAGGACGCCGACCGCGGCGACGTCGACGCAATTCTGAACGAG
TCGATCGAGAAGTACCGTGACCTCGACGCGACCGACCCGCAGGACGACGCCGAGCTGTTC
GGTCTCGAACTGCTCGTCGACACCATGACCGCGGCGCGCGGCATGCAGACCAAGTTCGCC
GAGGCTGATGCCGCGAAGCAGCAGCAGCGCGCCGAGCTGGCTGCCCGCGTCAACGAGCTG
ACCGCCGAGTCCGAGCCGGCCGGCGAGAACGGCGAGCAGCCCGGCGAGCAGCCCACCGGC
GAAGAGACCACCGGTGACCCGACCGTCACCGAGGGTGAGACCACCGAGGGTGGCGACCCG
ACCACCACCGAACAGGATCCCGACAACGGCGGCAGCGACCAGTCGGCAGAGAACACCGAA
GGGGCCGAGATGGTCGCAGCATCGGGCAAGCGTTCCCATTTCAGCGTCGGCGCCGTCGCC
GCACGCAAGGCGACCGGCGATGTCCGGTCGCCCGATAACCCTGCCGAGCAGGCGCCGACC
GGTGTCGTCATCACCGCATCGTCGGGTGTGCGCGGCCACAACACCGGGCAGCAGCTCGAC
GGCATCCCGGCGCTTGCGCGTGCCGCTGCCGCGTCGGTGCGCGGTCTGCCCACAAAGGGT
GTCCGGGCGATGGCGAAGGCCGACATCGCGTCGCTCGCGATCCAGTTCCCCGACGAGCTG
GTCGCGTCCGCTGACCGGGACCTCGCGCCGATCCTGCGGAACGCTGTCGACGAGTCGCGG
CTGCCGCAGGGTTCGATCACCGCGGCGGGTGGCTGGTGTGCCCCGTCGGAAACCCTGTAC
GAGATCCCCGGTAGCCTGACCGACGCCAACGCCGGTCTGATCAATCTGCCGGAGGTGCAG
GTGCACCGCGGTGGTCTGCGGTTCCGCCGGCAGATCGACTTCGGCACCATCTATGCCGGC
GGCATGGCCGGTCGGGTGATGACCGAAGCGATGTCGGAGTCGGCCGAGCCCGAGGACTAC
ACGAAGGCGTTTTACCGGGTCGACTGCCCCGACTTCGTCGAGGAACGAGCCGACGCTGTG
TACACCGGCGCGTCCGCCGGCATCCTGCAGAACCACGCCTACCCCGAAGAGGTGGAGGCG
CAGATCGCCGAGCTGATCGCGGCGCACTCGCACCGCATCAACGAGATCAGTCTCGAACGC
ATGGAAGCGATCTTCGCCGGCGCCGGACACAATCAGGTGAACTTCACCACCACGTTCGGG
CCGTCGACCGTCGGCGCGTCGCTGAACGCGATCGAGTGGGTCATCACCAACGAGCGCACC
CGACTCCGCGCGTCTGAGTCGCTGCGGTTCAAGGTCGCGATCCCGCAGTGGTACAAGACC
GTGTTCCGCGCCGACTACGCGAACCGCACCGGCGTCGACGACGCGCTGAGCGTGTCCGAC
GGGCAGATCGAGCAGTGGTTCAACCAGCGCGGCGCGTCGGTCGACTGGACGTACGACTGG
CAGGATGCGCTGTCACTCGGGTCGGCCGGTGTCGGTGGCGCCACCACCGCCAACCAGCTG
CCCACCAGCGTCAAGGTGATGGTGTGGCCGGAGGGCACGATCGTTCGTGGCCGCGGCGAC
ATCATCAACATGGAGGCGATCTACGACTCCGCGGGACTCGAAACGAACGACTTCCTGCGG
CTGTTCATGGAGGAGCAGCTCGTCGTTCTGTGGCGCGCGTACCGCGGTTCGCTGCTCACG
CTGCCGCTGTCGGCGTCGGGTGCGACCGGCGCGGCACGTGACCTCGACGGCAACGGGAAG
ATCATCGTCACGGCACCGTGATCGGCTGACAACAGAACATCGAACACCGAGTTAGGGCAC
TCGTGCGACCCGCAGTCGTGCGGGTGCCCTACTCGCATTTTCAGGAGAGGACCGGCCGAT
GCCGACCATGCTAGGACCGAATGCGCGGCTGTTCGTCGAGACGCAGCGGCGACTGACCCC
ACCGAAATACGGGCTGTTCTCGGCGGCGAGTTTCGTCGAGGGCGAGGACCACGTGTACGC
CGGCGGCGTCGAGTATTTCCTGCCGATCGACCCGACCGCTGTCGGGCACACCGCAATCGA
ATGTCTCGGGCAGGGCGGGGCGATGGGTCGCGACATTCCGAAGGGTATGCCCGCCGGTGT
CGGTGACCCGTTCGAGGTCTATGCCGGCGCTACGTGCGACATGACCGGCACCAGCGAAGG
TGAGATCCGGCAGCGCGCGATCGACACGCTGCAGGCCGGTGAGATGCAGGCCGTCGAGCG
GCGGCTGTGGTCGGAAGAGAATCCGGCGATCATGGCCGGCGCCGACACCGAGGTCGTTGT
GTCGACGGCGGCGTCGCTGGCGCTGGCTGTGGGCCGGCTCGAACACTGGCTGTACACCGA
CTATGCGTCGGCTGGTGTCATCCATCTGCCGCGGTTCCTCGGTGCGCTCGCCGACAGCCT
CGACCTCGTGCAGGCTGACGGGGCGCTGCTGCGTACGAAGCTCGGCACGCCGGTCGTGTT
CGGCGATTACCCGAACACCGGCCCGGACGGCACCGCGCCGACCGCGGGTTCGGTGTGGAT
CGCGGCGACCGGTGACCTGCTGGTGCGCCGGACGTCGGTCGATGCGCTGACCGACAAGTC
GCAGTCGTGGTTCGACCCGACGACGAACAACGTGAGCGGCATCGTGGTTCGCGACTATCT
GGTGACGTTCGACGAGGTGGCCGGCGCCGCGCTGGTCGACCTGCCCTGATTGGAAGGATG
AAGCTATGCCCACGGTGATTGTGAAAGACGGCGACGACGTCGCAGAGGTGGCGGCCGCGT
TGCTGCGGGCTGCGGCGCCGGACAAGTGGCGGGTCCGCAAGGTGACGTCGGGGCGCCGCC
CGGCGTTCGACGTCCCGGACGACGTGTACGCGAAGTTCGCCGGCGAGAACGACGTCGACG
ACGACGGGGACGGCGCCGAGGGTGACTCGGACGCGCCACCGCCGGAGCAGCCGACGGACC
ACACCGGCACGCCTGCTGACGGCGTGGGCGACGACCCGCTGCCGACTGGCGACTTCGCGC
CGGCGGGCGATGCTCCGCTGGTGTCCGGCGAACCGGTCATCGAGACTGGCGACGACGAGC
AGCCGGCCGGCCCGGACTGGGCGTCGCTCGGCGAGGCACCCGACCGCAACGACCGAACCG
ACGACTGGCGCGAGTTCCTGCGGCCGGTGCTCGGCGACGACGTCGACACTCTGAACCGTA
CGGCGCTGATCGAGGCGTACGACGGTCGCGACGCGTAACCACGCGACGCACCTGCGGCGG
GATACACTCGTCGCAGCAGATCATTGCTGCTGGCTAGGGGCCGGGCGGTTAGAACAGCAC
ACCCCAAGAGAGGCAGCAGCTAATGGCAAACGTGCACTGGGCATCCGTCCGGGCGAAGAT
CATGCGTCTGACCCGACTCGACGAGTGCGGCGCACCCGTCACCGGCCCGAAGTCGACCCT
TGTCACCGACGGCCTGATTTCGATCGACGTGTCGGCCGAGTACGAGGACGGCACGGAGAA
CGCGCCGAAGAACGGTAACGACAAGTTCTGTTTCATCGAGACCATGCCGGACGAGTTCAA
GTACTTCACGCTCGGCATCGCGTTCTGTGGTGTCGACCCGGAGGCGTGGGAGATCATCAC
CGGCAACCCGATCTACGAGGATGCTGCCGGCAACGCGGTGGGTATCAAGTTCGGTCGGTA
CTCGGAAGAGATCGAGACGGCGTTCGCGCTCGAAGTGTGGTCGGACGTGCCGGGCACTGC
GTGTGGTGTGGGCGGCAAGCGGTACGGCTATCACCTGTGGCCGTACATCGGTTCGGGTCG
TCTCGACGAGCTGACGCTCAACAACGAGACCGCCGAGTTCACCCTCGGCAACGCGAAGAC
GAAGGACGGCAATCAGTGGGAGTCCGGCGGCTACGACGTCGTGCTCGACAACGCTGCGAC
GCCGGCACCGGGACCGCTGAACGATCCGCTGACGCCGGAGGATCACTACCTGCCGATCAC
CACGCAGGTTGCGCCGCCCACCGCTACGGCGGGGGCTGTGGCGTACCCCCCGGTGTGACG
CCGGCGCCGATCAGTGAGGATCTGGTCGTCGGCAGCGGGTTCGTAATCGAGTGAGACGCG
CGGCGAGGATGCCACCTCGCCGCGCGGTTCGCGTCTCTGCACCATCAACGGGAAGGGCGG
CGTCATGCCGTACACACGACCGAACATCGTCAGCGGCGTCACGCGGGCGACAAAAGCATT
CTTCGACAACCTGCTCGACGGCATCGACGAACGCGTCACGAAAGTAGCCGCCGACGCCAC
TTATGCCCCGAAGTCGCTCGAGGATGGACTGCCCGCGGCGATCTCGGCCGCGCTCGCCGA
GGACGAGACGGTGGCCACCGCAGCCGCGGCGGCGGTTGGGGATGCGATCTCAGATGCCGA
CCTGCTCCAGGCCCTCGAGTCCGCGGGGTCCGCCGACGACGCTGCGGTGGTGTTCACCGA
CGCCGACGGCCGCCGCGGCTGGCTGGAATGGAACGCCACCGGCGGCCTGACCAACCTCGC
CAAGCTCCTCATCTGCGCAGCGATCGGGTTCTGGCGCGGGCCTACCGAACCAGCGTTCCC
GTGTGTGTGGTTCAAGACAGACCCGGTCACGGGTGAACTCCTCGACATTCTGGATGTGAC
AGCATGACCATTCGCAGCCTCTTCAACGGCATCGGCCAGGACCCGCGCACCACCCGAGCC
ATGGCCTTCGACCGCCTGCACCGCGACGGCGGCCTGCTGCGCAGCCGCGGCACAGTCCTG
TTCCACTCCACCTTCGACGACGGATTCGACGGCTGGCGCGACCACTACGGCGCCTTCGAG
CCCCGCCCACCGATCGGGCTGACCTCCTATCCGGTGATGGCCGGCAAGCACGCGCTGAAG
ATCTCCACCGGCGACGTCCCCTACCGCGCCAACGCGATCTCCAACGGCTCAGGCACCTAC
AAGAACCTGTCCCAGTACCACGGGGTGTCGGGGCTGGTGTCGCTGTCGGCGTGGCTGTGC
GTCGGCTCCGGTGTCGACTCCTACGCGTGGGGCAACTTCGGCCTCGGCTTCGATATCCAG
AAGTGGGACAACAGCACTCGCGGATTCTTCAAGGCCACCTGCGTCAACCCCTCCACCGGT
GAGGATGACCGGCGGTGGGTGCTGACCAACGACTCCGACAGCTACGTCACCGTCCCCAAC
TCGGGTGACTCGGTCGGTGTCACCTCGGGGCAGAACGAGAACAAATTCAACTTCGACTAC
GTCCGCCTGACCTGCGACCTAGCCGCCAATGGCGGCCTGGGCGGCTACCACGAATTGCAG
GTCAACAGCCGGGTGTTCGATCTGCGCGGGCTCGGCGCCGGCCGTGGCGCGCAGACCCCA
CAGGCCGGCACCCCGAGCGCGGACTACCGCGGCGGGTTCAACGCCGGACTGTTCCTCGCC
CGCTCCGGGAAGTACCCCGAGCGCTACCCATCCTGGCTGATCGCCGACGAGATCGTGTGC
ACCACCGATGATGAGAGGGCCGCATAATGCACGGCAAGACCCACATCCTGCTCAGCGAGC
ACTACACCATCAAGCCGTCGGGCACCCCGGGTGAGTTCCTGTGGAACGGCAAGCCGGTCG
ACCTCGTCCAGCCGGCCAACCCCGTCGACTTCGGTTCCTACGCCGACGAGCTCACCTGGA
TTCTGTCGGTGCAGGGCGTCACCGGTTCACCCACAGCCTGGTCGCTGGGCGCGAAGTTCC
AGTACTGCCAACCGAACACGTCGGGGTACCAGTACACGAACTCCCGCTGGTTCGACCTGC
AGGCCGAGAACGTCGCCACCAACGTCGTCGAGGGCGTCGGCTTCTACGGCGGCCCCAACT
CCGCGCCGTCCGGCGGCGCGTTCGGCGTGGTCGCCAAGTTCGGTGACACCGTGCCGGTCA
CCGTGCAGCGCACCATTCGCAACTTCGGTCTGCGGTGCCGCGTCGCGCTGGATCTGTCGA
TCTCCGGCGGCACCGACCCCGGCATCAAGGTGTCGCTGACCGCGATGGCGAAGGGCTGAG
TCATGGTGCAGAAGATCGTCCTTCCCGTCGCCGGGTTCACCGGCCCCCAGGTCGTCGAGA
CCCCCGCCGATGTCACCGCCCCGACCGTGCCGACCGGGCTGACCGCCACCCCCGCGGTCG
GGCAGATCGCGCTGTCGTGGGCGGCGTCCACCGATGCGGTTGGGGTGGTCGGCTACCGGG
TGTACCGCGACAACACCCTGATCGCCTCACCGACCGGCACCAGCTACACCGACACCGGCC
GCGTCGCGACCACCGGCCACGACTACCAGGTGGCTGCGATCGACGCCGCCGGCAACGAGT
CGGCGCGCACCACAGCGGTCGCCTCGAGGTCACTACCGGTCCTCACCGTGCTCACCTCCG
ACGGCTTCTCCGGGACCAACGGCAACATCGCGACCGGCCGCGCCACTGACCTCGAGTTCG
GCGGATCGGCGATGTCGTGGACCGCGTCGCCGACGTCGCGGCTGGCGATCTCCTCGAACC
AGCTCACCAACGGCTCCGTCGACGGGCTCGGCGGCATCTACCTGCCCGTGGCAGCGGCCG
ACGTGCGCCTCACCCTGCACGTGCGGGCGATCGACTCCACTGCCGAGATCCTCCACCTCG
ATATCCGCCGGCAGACCGCCTCGCACGTCATCGACTCCACCGACAACGCTTGGACGCTCG
TCACCGGCGCCGGCAATGCGCAGCTCGCCAAGAAGGTCGGCGGCGTCCGGACCCCGGTCG
GCGACGTCATCGCCTACGCCGCAGAGTCCGACGTCGCGATCCAGGCATTGGGGTCGCGGA
TCTCGCTGCTTGTCAACGGCGTCGAGCGGGCGGCGGTCACCGACACAGCGGTGCCGTCGG
GCAACTACATCGGCATCTACAAGACCGGCGTCGGCAACATCCGCAACCCGAACTGGATGC
GCGTCGACTCCGTCGCGGCCGCCTGACCGCCGGTAAGCCTGGCTGGTGCGCGAGTTGTCA
TCGAAGGTTCGCTGCAGGGGCGTTGAGAGGGTCGCAGCTTTCACCCCCAGGAAAACGCCG
TTTCACCGGTCGGCTGCCGGTGGGGCGGCGTTTTTCCGTGAGACCATCGACGCATGGATG
ACATCGACTGGCCGATCGACATACCCGACGACAGCGCGGCCGTGTGGGCCGCGGCGTCGG
CCGAGGCGCGCGAGCAGGCGTCAGCGTGGGCGATCAGCGTGCTGTGGGCGCTGTCCGGGC
GCACGTTCGGCACCGTCACCGAGCACGTGCGGCCGACACCGCAGCCACGCGTCACCGGCT
CGACGTACGCCGGGACGCTGTCGTCGACGTATCCCGGTCGCCGCGTCGCTCCACCATTGA
CGACCGGCTACGACCCCGGCGCCGGCCGCGGCTGCCGGGTCGCCGGCATCAGGTTGTATC
TGCCCGGACCGATCGCCGACGTCACCGCGATCGGCATCGACGGCGTGACGCTCACCCCGG
ACGCATACCGGGTCATCGACGGACAGTATGTGCGGCGCGTCGACGGCCAGCATTGGCCGC
TGCGGCAGGATCTGGACGCCGACGACAACGAGGTCGGCGCGTGGTTCGTGACCTATCGGC
GGGGCGTGCCGGCACCGACAGCGGCGCGGCTCGCGGCGGGTGTCATGGCTGTCGAGTATC
TGAACGACCGCGCCGGCCGCGAGTGCCGACTACCTCGCGGGATCACGCAGGCGTCGCGGC
AAGGGCTGTCGATCGAGGTCGACTCGCGAGCCTACTTCACCGAGGGCATGACCGGCATCG
ACGAAGTCGACCAGTGGCTGCTGACGGTCAATCCACACGGCATCGCGCGGCCGGCGCAGC
TCGTCGGGACGAGACCGTACACCGACGTCGTGGAGCGTCGACCATGATGGGCTGCTCGCC
GTACGCGCTGGCGCGGCTGCTCGTCGAGCGCGCCGAGCACGAACTGCAGACCGCGCGCGC
CGGCGTGCCGGGACACGTGGCGGTGATGTCGGACAAGCCGCCGGGCGAGTTCTGCGCGCA
GCTGTGGGCGTGCGTCGTGTCCTACGCGCCGAAGCCGCAGAAGATGCCGCCGACGCTGCG
GGCATGCGCGGCGACGGAGTGGCGTGTGAACCTCACGATCGGCGTGTACCGCTGCGATCC
GTCGATCAACCAGTCGCACCCGGAGCAGGCACCCGACCCGGTGCTGCTCGACTCGGCGGC
GCGGGACATGCTCGACGACGCCGAGGCGCTGCGCCGGGCGATCATGGAGGCGAACTGGTC
GGTCGTCGACGTCGCCCCGGATCAGGTGCAGGTGGGTGCGATGCGCGTCGTGCAGCGGTC
GGGTGGCGCGTACGGCGTCGAGCACGACGTCATCGTCGATACTGAACTCGGGCGGTTCAC
CGATCAGGCGGTGCCGATGCTGCCGGCCGACCCGCGGAAGGATGCACCATGAGCGAGGAC
ATCGAGAACGTGACGATTAAGGCGGCGCAGACGTTCGGCGGTCTGCGGGTCGGCGAGGTC
GTCACCGTCGGCCGCACGAGCTACGTCGAGGGTCTGATCCAGCGGGAGCGGGTGACGGTC
GTCGAGGACGTCGAGGGCGAGCAGCTGACGCAGCCGGCGACCGCCGACGACCGTCCGGGC
GAACCGGTGATCGGCGAGGGGTTCATTATCAACGATCCGGCGGCGGCGGGGCCGCCGAAG
CGCAACGCCGAGACGACCGAGTGGGCCGAGTACATGGCTGCCCGGTTCCCCGGCTACGAC
CCGACCGACAAGACACGCACCGAGTTGCAGGCCGACTACGACGAGCGTGTCGGCGTCACC
GTCGACGAGGGCGGCGCGGCCGGCGATGACGGTTCGACTGAATAACGCGGTCATCGCTGC
CGAGAAGTCGCGTCTCGGCAACGAGTGGGGGCGGCGGGTCGGCCGGCGCGTGCAGAACGC
TGCGCGCCGGCGGGCACCGGTCGACGAGGGCACGCTGCGCAACTCGATTGAGTATGTCGT
CGACGTGCGCGGCGACCGCACGCACATCGTGATCGGGTCGCCGCTGACCTATGCGCGATA
CATTCACGAGGGCACCGGTATCTATGGGCCGAAGGGCACACCGATTGTGCCAGTCACGCG
GCAGGCGTTGAAGTTTCAGGTCAAGGGGTCGTCGGGGCGGCGTCGTGGCGGCGACGCGCG
GTGGGTATTCGCGAAGTCCGTGAAGGGTATCCGGCCGAATCCGTTCCTGATCGACGCGCT
GACAGACGTCATGGGTTCGCTCACTCGGCGGTTACGCTGAGCAGTGCCACCCGTACCCGA
CTGCTAGGAGCAGCACACAATGGCGACTAAGACCAAGGCACCCGCAGCGAACGCGTCGGT
TCATACCTGGCGCAAGTTCATTGCCGAGGCGTACCCCGACGTCCCCGCCGATGAGATCGA
GCAGATGAACCGGCCGGACATGCGTGAGCTGCACAAGCTGCGCACCGAGACCGCGACGGC
GAAGTCGGTCGACGAACACAGCGAGTTCGAGGCGCCGAGCCTCGACGAGGTGCCCGAGGA
ACTGCGTTTCTCGACCGACACCGGCGAGGACCGCGAGGTCGAACGCATGCCGTTCGCGAT
GGACGGGATCCCGTTCTGGCTGTACCGGCCGTCCGATGCCGCGATGACGCTGTACATGAA
TCAGCTGCTGTCGGACGACCCGCGGCTGCGTACGAACGCGATGACCACGCTGGTGCAGCA
GTCGGTCGACCCGGCCGCACTCATGTACCTGCAGGAACGCATCACCGACCGGGCGAACAA
TTTCGACGACGGCCTGTACGGCAATGTCGTCGCCGCCGTGCTGCAGCGGTGGGGTGACGA
GACCGCGGCCACCCGGTTCAAGCAGGCGCAGGAAGGCGAGGCGAAGAACCGTCAGCAGCG
GCGCGCTGCTGCCCGGTCGAAGCGTAAGTAGGTCCGGCGGTGGCTCTCGGGCCGCCGTGG
GGCGAAGTGCCGTCGGGTTTCATGCTCGACGGCACGTTCATATCCACGTCGATTCCCGAC
ACACGCAAGCTGGTGCCGGCGCTACTCGTCGACGACTCGACGAACACCGCCGGCCTGTAC
CTCGTCGGCACGTTCTGCACCACCGAGGCGTGGGGCAAGCTGCTCGCCGCGATCGTGGCG
CCGTCGTCGCCGGTCGACCTCGACACGCTGCAGATCATGGCCGACCGCATCGTCGAGACG
CACCTCGGGATCGCGCGGTGGACCGTCGAGCGACTGTGGCAGCAGGCGGCGGGGGCGTGG
ATGCTCGTCGACGGCGAGTTCACGATGCGCGGTATCGACCTGTTCGAGCTGCCGGCGCAG
CGGGCGACGCACGCCGTGTACGCGCTGCTGCGGAACTGGCGATCGCGGGGCAAAGAAGAC
GAGCTGCGGGCGTGGCAGCGCAAGCTCGAACAGCCACCGCTGCGGGAGATCCAGCGGTGG
AAACGTGAGGACGTGCCCGTCGAGTCGACGCCGATGGATGACATCGCGCAGCGCATGGCT
GATTTGAAAGCGGGCCGGATCGGCTCGCGGTCGCAGGCTGCGAGCTGAGCAGACGATACC
CTGAGACTCGACACCAACCCGACCGCACTCGGGCGACGTCGCCGGCGAGCACCCGGCGCG
AAACCGATGTGAGGCGGGCAGCGTGACAGCAGGCGGCGGGCAGTGGGCCGAGGCCGAGGT
TGGCGTCACTCTCAACTGGGACAACGTCGAGGGTGAGCTGCGGCAACGCCTCGAACAGGC
GTCGGCGAAAGCTGCTCAGGCTGTCCGTAAGAACTGGGCGAAACTGTACATCGCGACGCG
CAACGCGTTCGACCGCATGGCTACGGCGTTCGCCCGGTCGATGCAGGAGATCGAGACGCG
CGCTCAGCGGGCCGCGCAGAACATCAACCGGTCACTCGCCTCGATCCGTACTCCACGGAT
CACGCTGCGCATCGACTACACCGACGCGCTGCGGGACGCGAAAGCTGCGCACCGTGCGAT
GCAGGCGTGGCTCAACGCGAATCCGCTGATCGTGCGGCTGTCGGTGCAGCCGGACATGTC
GCAGCTGCGGGGCGTGCACATACAGATGCAGTCGTGGCTGCTACGCAACCCGCTGCATCT
GAACCTCGGCATGCGTGGCGGCGTCAACGTCGGGAAGATCGGGAAGTCGATCCTCGGGCT
GGGTAGCACGCTGGCGAAGTTCACCGCGATCGCGGGCGCGGCGACCGTCGCTATCGGCGG
GATGCTGCCGGCGCTCGCCGCGCTCGGTGTCGCGCTCGGCGGCGCACTGTTCGGTACCGC
GATCGCCGGCGCCGGTGCGTTCGCCGCCGGCCTGACCGCGATCGCCGGTGTCGTCGCCAC
GTTGAAAACGGCGACACTCGGTGTGGGCGAGGCGATCAAAAACGCGTTCGACCCGGCGAA
CGCCGAGAAATTCGCCGAGGCAATGGCGAAGCTGTCGCCGGAGGCCAAGTCGTTCGTGCT
CGCCTTCCAGCAGCTCGGCAAACAGTTCAAAGAGATTGTGCAGCAACCGGTTCAGGACGC
ATTCTTTGCCGGGTTGGCGCCGCAGATCGCCGGGCTGCAGACGAAGCTGGTGCCGCTGCG
CGACATGATGCTCGACATCGCGGACGGATTCAACGAGGGCGCGAAGTCGGCACTCGGGTT
CATCAACTCGGCGACCGGCACACGCGTCGTCGGCGACCTGCTCCGCGAGGCCGGGAACAT
GGGCGCCAACCTCGGCACCGCGCTCGGCAACCTCGTGCCCGGTCTGGCCGCGATCGGTGC
CGGCGCGTCGCAGGTATTCGGGCCGATGACCAACGGCATCGGTGGCGCGGCACGCGAGCT
GTCGAACATGCTCGTCGCCGCGCAGCAGTCCGGTTCGATGCAGACATTCTTCCGCGAGGC
GATCGCCACGGCCAAACAACTATGGTTCGTGCTGCAGCAGGTCGGCGGCATCATCTCGGC
TGTGTTCTCGGCGGCGGCCGAGGCCGGCAACGGCGTGCTCGGCGGCATGGCCGAGAAGCT
GCAGCAGATCAACGCCTACCTGTCGGCGGGCGAGGGCCGCGACGCGCTGATCCAATTCTT
CACGGCGATGCAGTCGGCGGTCGCGACGGTGCTGCCGATCGTGCTGCAGCTCGCAACGAT
CATCGGCACGACGGTCGCGCCGGCACTGGCCGGTCTGATCACGCAGATCGGGCCGTCGAT
TTCGGGTCTGGTCGACATGCTCGGGCAGGGTATGGCGAACCTCGCGCCGGCGATGGCGCC
GCTCGGCGCTGCGATCTCGGCGATCGCGACGGCGATCGGGCCGGTGCTGCCGGTGCTCGG
CACGCTGCTCGCGACGTTCGCGCAGCTCGCCGGGCCGATCATCGCGGCGCTCGCGCAGGC
ACTCGGGCCGGTGCTGGTCACCGTCGGCAACGCGCTGATTTCGATTCTGCAGGCACTCAT
GCCGGCCGTGCAGCCGCTGTCGGAGCTGTTCATCGCGCTCGGCCCGGTCATCGGGCAGCT
CGCGCAGGTGCTCGCCGGTGCACTGATCGGCGCGCTGAACACCGCGGTTCCTGTGTTCGT
CATGCTCGTCAACGCGGCTACGTCGCTCATGCCGGTCGTCGTCGGTCTGCTGCAGATGCT
GGCGCCGCTCGCGCCGGTGATCGGTGCGATCGCGGCGGCCGTCGGGATCCTCGTGCTCGG
GTTCAAAGCGGCGGCGATCATCACCAAGATCATCAACGCGATCAAGACGGCGTGGCTGGT
GCTGCAGATCGCGTTCGCGCTGTCCCCGATCGGCATGATCATTACCGGCATCGTCGCGCT
GATAGGCGCGCTGGCGCTGTTTTTCACCAAAACCGAACTGGGTAAACAGATTTGGGAAAA
GGTGATGGGCGCTTTGAAGGCGACCTGGGACGTGATATGGCCGGCACTGAAAGCCGGGTT
TGACGCGATCGGCGCGGCGGCTATGTGGTTGTGGCAGAACGCGATACAGCCTGCGTTTTC
CGCGATCGGCTCGATTTTCTCTTTCCTGTGGGGCGCGGTCAAGGTCTATTTCACGATTTG
GCAGACGCTATTTAAGCTCGCCGGCGCGGTCGTTATGTGGCTGTGGCAGAATGCGATACA
GCCCGCTTTCCAATTCATCGGGCAAATCATCGGTGCCGTCTGGAATGGCGTGATCAAACC
GATATTCGACCTGTTCATGGGCGGGCTACGCGCGGTCGGCGATGCTGCGATGTGGCTGTG
GCAGAACGCGATACGACCAGCCTGGGATTTCATACAGGGCGCGATCGAGAAAGTGTGGAA
TTTCGTCCGACCGATTTTCGGGAAGATCGGCGACGCGTTCCGAACAATGGGCGACATCGC
GTCCCGGATCGGGTCGTCGATCCGCGACGCGTTCTCAGGTGTCGTCGACGTGATCAAGGC
GCCGATCCACGCGATCGGCCGGCTGCTCGCCGCGCTGCCCGACTCGATTCTCGGTGTCGA
TATTCCCGGCGTCGCGTCGATCAAGGCGTTCGGGCAGACGATGCAGGGGCTGCGTGACGG
CGGTCCGGTGCAGATGAAACTGCAGTCGTTCGCCGGCGGGTCGCACGGACCTATCCAGGG
GCCGGGCACCACGACGTCTGACTCGATACTCGCGCGGCTGTCCCGCGGCGAGTACGTGCT
GCCGGCGGTGGCGGTCAACCCGCGCACGCTGCCGTTCATCGAGGCGCTGCGCGCCGGTTG
GGTGCCGCCGGCAGGTCTGCTCGCCGCGATGCCCGCATTCGCGACAGGCGGCCCTGTGGG
TCGCGAACCGTACGGGCTGCCCGCCGGGTCGTCGGTGTCCTACGGCGACAACGACGGGCT
GTTCCCGCAGTGGGTTCGTGACATCGAGAAGCGGTTCGGTGTGCAGGCGTCGACGTACGC
CGGGCATCAGGAGAAGTCGGGCAAGAACAAGGGCATCGACTGGTCGGGGCCGGTGCCGAA
TATGCAGCGGCTGGCCGAGTACTTCCGGTCGATCAAGGGTGACCTAGAGCAGGTCATATG
GATGAATCCGAACACCGGCGAGAAGATCGGCGTCGCCGACGGGCAGATGGTCGGGCCGGG
CACCTCGCAGCCCGGCTACTACTCGGCCGACTGGTCGGGTCACACCGACCACGTCCACAC
CCGGCAGTCGTATTCGCTGGGCGGGACGCCGTCGCCGCAGAAGGGCATCGCGACGCCGGG
CAGCACCGCGAGCGCAAGTTCGGGACTCGGCGGTACGACGCCGATCGGGTCCGGGCTGGG
CGCGTCGACGTCGTCGGGCAGCTCGTCGTCGGGCACCTCGGGCGGCGCGCAGTGGGGCAA
CTCGGGCGGCACGTCGAAGTTCAACACCGCGGACGAGGCCGACAAGGGCGGCGTCATTCC
GGTGTGGGTGGAGAACTGGCCGGCCATGATCGGCGGTGGTGGTGGCGGTGGCGCGGCGAC
GCTCGGCGGCACCACCGATCCTGCGGTCGGCCTGACCGGTACGCCGGCGAAGCCGTCGGG
TGTGGCGACCGAGGACACGATCCCGCTGGTCAAGAATCCGGACGGCACGTACTCGTCGCC
CGACCCGGCGTGGAATCACCTACTCAAACGTGAGTCGGGTGGCCGGATGGACCGCAAGCA
GGAGATCATCGACGCCAACTCGGGCGGCAACGAGGCGTCGGGCGGTTTTCAGATCGCGCT
GGGCACGTGGAAGGCGAACGGTGGTTTGAAGTTCGCGCCGACCGCGGGGCAGGCGACGCC
GGAAGAACAGGCGATCGTCGCCGCGCGCATTTTCAACAAGTCGGGCGGGTCGCCGTGGGG
CGCTGGTCTCGCGGGCCGCGAGGACGAGGCGAAGCTGCGCGCCGGCATCGTGCGCAAGGG
CAAGCCGCTGCCCGGTTCCGCACCGGCACCGGCACCCGCGCCGGCACCGACGCCGGGCAA
CCCGATGCCCGTCGAGGTGACGAACACGCCGGAGGTCACGCCGACGACCGACCCGGCCGC
TGCACCCGCGGCGCCGGCGAACGCGCCGAAGCGTCCCGAAATGGCTGCGCTCACCCTCGG
CGGGTCTCCGCTGTCGGGGCAGCTCGGCGGTGCCGCGAAGTCGGCGATCGCGTACGGCGT
CGACACGACGCTGTTCGACAATCCAGGTGCGCTCGGCAAGTTCGACAACTCGAAAGCGAA
GACGAGTCTCGGCACACGCGCCGGCGACGTCGCGGGCGCGGCGATCTCGGGGCAGCTGAG
TTCGGCGCTGGGCATCATCGGTCTCGACCTGCAGCCGCCGGCCGTCGACGCAATCGGGCA
GTACATCACCGACAACCCGCTCACCACGGCACCGGCCGCGGGTGAGCAGCCGGCGACGCA
GAAGAACCTCGTCGACCTCGTGTCCGACCTCGCGCGGCAGGCGTGGGAGGCGGGCAGCGT
GTCGGTGGTCGTGCAAGGTAACGCCGATGGTGACGACGTGGCGAATAAGGTCGACAACGG
ACGTCGCCGCAGGATGCGCCGCTACGTGAAACCGTCGCCGTCGTGAGGGAGAAACAATGA
CCGCAGCGTGCCTACCGGCCGGGTCGCCGGTATCGAATATCCGACTCGTCGGCTGCGACG
GCGGCAAGACGTTTCACCTGTACGGTGACCACGCCGGCGACGAGGGTGTCGAACTGGCAT
GGGACGGTCTCGAAGAACTGTACGAACCGCCGATCCGGGTCATTGAGCGCACCCCGATCC
GCATGGATGGCGGTGTGCTGCGCGCGGTCAAGACGGCGATCATGGAGCCGGTCGTCACCC
TCGTGATCCACGGCGATCACGTCAACCCGTTCAGCATCGTCGACGGCGAGATCCGGGAGG
CGTTGTCGTTCGAGCTGGACCCGTACTACGAGGCGTCAACGCTCGCCCGTATCGAGTGGG
AGACGGCCGACTCGACCCGCTACATCGAGGTGGTGCTGACCGCCGGCACGAAGTACGACG
TCGAGCACGTGCCCGGCGATCATCCGCGCCGCGGCTGGTGGGTGTGGGAACTGCACTTGA
AGGCGTACATGCCGTTCTGGCAGGAGGACGACGTCGTCGTGCCGGTGCAGTTCGACTCGG
ACGGCACCAAGACCGCGGTCATATCCAATCCGTCGGGCGTCGACATGGAGCACAAGTACG
TCGGGACCGCGGCGACGTACACGCTGCCCGACAACACGTGGTCGGGGCCGCCGTGGAAGC
GTGAACCGGGCGGCATGTTCCCGAACCGGACGCTGACCTATCCCGACATCGACCCCGTCG
AGAACGTCGGGATCACCGTCGACTACTCGCCCGGCGAGATTCCGGTGCGCGACGCGTTCG
ACCACAACATGGTCGCGCAGATGCCGTCGCCGGGCGACTATCCGAAGCACCCGATACCGC
GGTTCTGTCAGCCCGTCGAGATCGAGGTGTCGGCGACGAACGTTCCGCCGGAGGGTGCGG
TACTCATGATCCACCAGGTGCGCCGGTTCCGCCGCGCGTGGGGGCGGGTCTAGGTATGGG
TGCGTTCGCGACGAAAGAGGCCAAGGCGTACGTGCAGGCGCGTGCGCAGCGGGCGGCGTC
GATCGCCGGTCTCGATTCTGACGACCTGCTCGAACGCTGTAACGCGATCCTCGAAGCGAC
GAACGCGGCGCGTCGGGACGAGGCGCGGATACGCCGCGAGGTTCCGATCATGCGGCTGTG
GGATGCCGAGTGGCTGCTGCAGCACGTCGTCGGCAACCCGATCGAGTACGAGTTTGAGTG
GATCGACAACGACGCCGGCGCCGGCATGGTCGTCGTGCTCGCCGAGGATCCACTCGGGCA
GTGGGCGCTCGATTTCGAGGGCCGCGACCTACGCGAAGAGGGTGTGAATATCCACATCAC
CGCCGACTATGTCGGCGCGCGGTGGGGCGGCCGCATGGAAGATGTCACCTCGGAGCTGAC
GTCGACCGGCGACGAGATCGTGACCATCACGTTCATGCACGACATCGAGAACCTGAAATG
GATCGAGTGCTTTCCGTCGCCGTTCCTGCCGGCGATCACACAGTTCAAGGCGTGGATGCT
GCTCGGGCCGGTCAACTGGTGTGCGCTGACGACTCTGTTCGTGAACCTGATGCGCGACGA
GACACCGCTCACGCTGCCCGACGACCCGCTCGACCCGTCGGAGTACGTCGAAGGGTTCGA
CGTCGACAACTGGCAGATCATGGTCAACCCGATCAGTTTCATCGAGGCGATGGAATCGGG
TGTCGTGTGGGGTCTGCCGATCATCCGCATGAAGTACTGGTACGACGCGTTCATCGCAAT
GATCGAGGACGCCGAGCTGTCGATACAGGCTGACCGGTGGCTCGAAGGTGACGACCTGCC
CTACGAGGGCGCCGACCCGCGCAACGGGCAGCTGATCATTTCGTTGGTCGACAAGTCGGG
CCGGTTCAACTCAGGCACCAGCCATAGCGGCAACCTGTTCGGCGGGCTGGTCAACACGAT
CGACCAGTTCACCGAGGACTTTCTCGACACCACCCGGTCGGTGATCACCGGGCAGCCGAT
GCCCAACGAGTACATGCAGATCGGCTACAAGTCGACGAACAAGGTGCTGCCGTACGTGGT
GCTGCGTCCCGGTTTCACGCCGGGTGTGATCAGCGCACGGTTCACTCGGACGCCGGAGAA
AACAGCGAAAATCATCACCGGAGGCAAGTCGGCACCAGGCGTCAACGAGGGCATAGGGGC
GCTGATTCAGGCGATCGGCGACATTGTCGGCGATAACATTTCGTTCTCCGGATACGGCGT
CGGATCTATCGGCGGCGCAATTGACACCCTGCTCAGGCCGATCTACGAGCACACGATATT
AGCTTGGACCGATACGAAGTCGTTCCCACGTGCACAAAAACTCGGCTGGTCACGGTACGT
CGAATTCTTCCAAGAAGGCGCCGACCAGGCGTACACGCTCAACTCGTTGATGGTGATCCG
TACCGGGCTGTGGGCGACGCGCCGCTGGTCATCGCACGAGGTGAAGATCCTCGACTCGTG
TCCGTGGATGCTCGGCGACAACGGCGTCGGGCACATGTGGGTCGGCGACCGCATCGCGTC
GACGAGGCCGCGGGACCTGTCCGGACTCGTGTTCGTCGAGCGGATCAAAAAGGTGGTGCT
CGGCGCGTCGGAGGACGACTTCCATCCTGAGTGGACGATTACGATCGGCTCGGACGCGAA
GAACCGCGATCCTTTTGAAGAGGGCTTGGAGCGTATTCGGTCGCTGACGTCTGGCCTGCA
TGACATCGGGATCGTGTGAAGAACGATGGTGCTACGTCCGACGTCGCCGCGACTGTTCGT
ACGCGCGCTTGCACGTGCGGCATGTCCGCTGGCCGTTCGGTCGCGTGTACGTGTTGGCTG
CAGTGAACTCGTGGCCGGCGTCGCAGCTCGTCTTCCGTCCGTTGCGGTGTCGGCCGTGCC
GCCGCATGTCGTCAGCGTTGTCGAGCGAAGTGCCCCACCGCAGATTGGCGGGCACGTTGT
TCAGGCCGTCGCCGTCGGCGTGGCACACCTGATGCCGTGGTGTCGGCGGCGTGCCGTGGA
ACGCGAGCGCGACCAGGCGGTGCACGTTTCTCGGCGCGTACTTCCCGTCGAGCGTGATCA
TCACGACGGCGTAGCGTCCGACTGTTCGTTGGGTGAGGATGCGCACACGGCCGCGCTTGA
CGGACCTGATCCGCGCGAGAGTCGATGCCTCGTACTCGCCGCGCAGACCGGGGATCGGGC
GCCACTGTTCGGTAGAGTCGTCCATGTCGAACCTCGTCTCAGGTTGGGCCATGCCCCGGA
ACGGTTGCAGCCGTTGCCGGGGTTCCCCTTTGCGGGGCATGACCGACACTACAGTGCAGC
TATGACCTGCAGGGAGGCGATCTGATGGGCCGCAAACCGTCACGCAAGCGTCAGGACCGG
GGGCCACGCCGCCCGAAGATCACCGCGCCGGAGTTCCCGACGTTCGACAACTGCGACCCC
GACGACCCGGACAACTTCGCTGTGCCGGCGCTCGTCGGGCTGCCGGGTATGACGGGTGCG
CCGCTGCCGATGATGGTGAAGATGCTGCGGAAGGTGTCGCGCCGGTTGTGGGACTGCGGT
TTCCGGTATCACCCGGAGCTGCGGACCATCCGCTATAAGAAGCCGCTCGTTGGCGATCCG
AACTGGCTGCAGAATCCGGGCACGTGGGTGCCGATCGACGAGCCGGACGACGACGTCGAG
GGCAAGTCGAAGCAGCTGACACCGGAGCAGAAGGCGGCGATCCGTAAGCGGTTCAACCTC
GACGACGACGAACCGAAGCCGCTGATCCCTGACGAGCCGGGCAAGGTGCCGTATCTGACC
GCCGACGGCCGAACGATCATGGTGACGCCGGCGCAGGCCGCCCGGTACGCGCAGGCGAAG
CGGGACGCGAAACGTGCTCGCAGACAGGATGAACGCCGATGACAGCACCGAACCTCACAC
CGGCGTCGCTCGCCGACTATGACGACGTCGCGAACGCCGTCGGTATCGCCGAGTCGCAGG
CCAAGACAGCGCAGTCGTGGATCGACGAGCAGGTCGCGCGGGTCGCCGGCGAGGTGAACG
GCGTGGTCGGGTGGATCACCGACGGACTCGAAACGGTGATCAGCTCGATTGTCGATTTCA
TGACGACCGGCGAGACGCGCAACCTGCAGTCGGCGGCGGCGTTCATCCACGACAAGATCA
GCGATTTCGTGTTCGACGTCATCGAGAACCTGCAGGATCTGTGGAAGGCGCTCACCTCGA
CATACGAGGGCGACGACGAGTGGTTGCTGAACATTCAGGCGTGGCGCGACAGCCTGTTCG
GGTGGATCGACGACGTCGCCGATTTCATCCAGAACCTGCTGGACGCGATCCTGCGTGGCA
TCCGCGGTATCCCGGTTGTCGGCGGCACGATCGCCGACATCATCGGCGGCGTCGGGACGG
TCGCGACCAACGCGCAGGATGCCGTCGAAACTGCTGTGTCGGTGGGCATTCAGGTCAATT
ACGTGCAGCAGGTCATCGCATTGCAGTCGGGCATGGGAGTTCACGAGACCGGCCCGGACC
GCACCGGCACGCCGTCGTTCAATTTCGGCTACATGAACCGGCCAACGTCGACGTTCACGA
TCGGCGGCGGCGCGCACGACCACAACTTGACGGGTTACACCGGCTACGAAACCGCCGGCG
GCACCAACCATCGACACCAACTCGACGGGTCATCGTCTGCGGGTGCATCCTCGTCGGGGT
CCGATCACACACATACCGTCACGATGTCGACGGCGCCGCCGACGATTTCGGTCACTGCGA
ACTATGCGCCGTGGGCAAACGTCATTTTCAAGTCGGCCGCCGAACGCAAGGTGCTGACGT
GGGAGGCGTACAAGTCGGGCACCGTATCCACGTTCAACCTCGACGTGTACAAACTCGAAG
CCGATGGATCGTCGACGTGGGTCTACTCGTCGCCCAACTTGGCCGGTGATGTGCCCGTCA
ATCTGGCGTCGATCGGCTGGATGCAGCACCTGATGACTGGCACGTCGATCGTCGCTGACA
TCGGGGATGTCTACGACGTGCAGTTCCGCATGACCGGCAGCGGCACCGTGTTCGTTACTG
GGCTGAACTTCCACATGTCGACCCCGCTACCCGGTTTCCGGCCGTACACGATCGGCAGTG
GGCGCAACCCGTCGAGTGACCCAGCACCCGCCGTGATCTCGACCGCAGCACGCGACGCCA
TGTACACCGGGCCGGCACCGTTTGTGTCGATCGGCATTGACGTCGGGCAGGTCGCACTGC
CCCGCAGTTTCTTCGACGACTTCAACCGGTCCGACCTCGGGCCGCGGTGGATCCGATACG
GCGATATCGGGATCAAAGACGGCAAGGTGCAGTACACCGGTAGTGCAATCGCAAACACCA
CCGCAGCCATGGTCTATCACCAGCCGCTCGCGACGGACATCGTCGAAGCCGGCTTCGACG
CCACGATCGACGAAGAGGACATCGGCGTCGGTGTGCACTGCCCGTCGAATCTCAGTAACG
GTGTGTGGATCACAGCGGACGTCGGCGGGGTGCGCATCCAAACCGGCGCCTACGGTTCCC
GCACGGACCGGGACACCGCGCCGGTGCCCGGTTCCGGCCATTACACAATCCGAGTGATCC
GGGACGAAGGCGACACGCATTTCATCTACCAAGGATTTTTCGGTGACCCCAACGCCGAGG
GGGCGGTGCCGGTAGTGACGTGGGCGGACACCGGCAACACTATTCCCGCTGGCATCGGGC
GTCGGTGGGTAGGGAAACTCGCCCGCCGCAACGGCCTTATCTACCCGTCCGGGCGGGGCG
ACAATTGGGCGGCGGCCGACATCACCACAACCGAGGAGACATAGCCGGAATGGGTACACA
CAGCAAACACCCCGCCGACGTCCGTGACCTGCAGTTCGATTTCGGCGCGTTCCTCGCCCG
CATCGGAGGCTCAGCGATCAGCGAGGCCACGTTCTCGTCGACGCCGACCGGCCTCACATT
GTCTGGCGACGACCACACGTTGAGCACCGCAACAGTACGGGTGGGTGGAGGCGTACTAGG
CATGGATTACCGGGTGACCTGTCACGCCACGACCACCGGCGGCCAGATCGTCAACCGGTC
GACGACCGTTCAGGTGCGTGATTTGTGAGCGCACTCGCCGCCGTCACTCCTGCAGTAGTC
GAGGTTGCCGCCGACGACTGGGTCGACGAGTGCGCTGTCGGGTCATGGGTTGAGGTCGTG
GCCGCCGACAACTGGGGGACGACCCTATGGGGGATCACGCCACCTATCGGGGACACCCTG
ACCGTCGGTGACGGCTTCATCATCTGGTGAACGGTGGGTGCAGGTTAGTCTGTAGTCGAC
AGAGTCGCGGGCTAGGTGCCGGGCATACCGTCCGAACCTCGGAGTATCCGCACACATGTC
CACGATCATCGACACCGCTGCCAGGTCAGCTCGGAACGTGTGCCCAACGCTGGCCGGAGA
TGATGCCACAGGCGTGCGCGTAGTTGATCCCGTACTGTTCGGCGATGGCGCGGCGGGATG
TCCCGCCCACGTGGGCTCGGCGGATAGCGATAATGTCTCGCTCTGCCAGTCGGCGACCGA
ACGCTCTCGGGCTGCGCTGCCAGAGCATGTCGCGAACGTTGTCGCCTTGCGTTCCCAGAA
TCAAATGCTTCGGGTTGACGCATCGGCGGTTATCGCAGGTATGCCGCACGACGAGCCCGT
CGGGCACGTCGCCGTTCGTGACGCGGTATGCGGCGCGGTGCGCGTTCGTCACGTTGCCGG
CGACGCACACTCTGCCGTAACCGGTGTCGTTGACGTTTCCTTGCCACGGCCAGCACGAGT
CGTCGGCGAGGCCATGCGGCGTGCCGTCTCGGACGGCGTCGGCGAGCGATCGGCCGTTGT
CGTTTCGGGGGCGCACAGGAGGGCCGCTGGTCGGGTCACCATATGTGCGGTATCGCCGAT
AATGGGATCGGCAGAACCCGCGTGCAAACTGGGGCCGCACACACTCATTGACCGAACACC
CTGCCGTTTTATCCATACTGACCACACTACCGTTAGGCGAACCGCATGACGACCGTGATC
GACACTGCGGGTGGATTCCCCTCACCTGAGGCAATCAAAGCTGCGGGCCACTCTGGCTTG
ATGGCGTACGTGTCGCTGTCCCGTCCTGGCAGCAACTTCGCGGGAAAGCCGATCACACGA
GCTATCGCGGATCGCTACCGCGCCGCAGGTGTGGACATCGGGGCCATATTCCAGTACGGC
AAACCGCAGGGCACCGCGCCGTCGGACTGGACGACCGGGTTTGAGGGTGGCAAACGCATG
GCCGCGCAGGCGCTGCGTATCGCCCGCGACGCCGGCATGCCCGGCTGGTGCCCGATCTAT
TTCGCCGTCGACGAGAACATCACTCTGCAGCAGTGGAACGACACGGCCGTGCATTTCTTC
CGCGGCGCCGGCGAGGCGATCGGCGTCGAGTGGGTCGGCATCTACGGGCACTCGCGTGTG
TGTCACTGGGCGATCGAGGACAAGGTCATCGGCCGGTCACCGAAGCCGGGATCCGGGCTG
TGGGCGTGGGTCACCCGCGCGTGGTCGGATGACACCGGCACCGGCTACGCGGCGCTGTAT
CAGCGCATCATCGACACGCCGTCGAATCCGGGGCCGCTCGTCGACGGGATCCGCGTCGAC
GTCAACGACGTCTATGCCGCCGATTGGGGGCAGTGGTCGGTCGACCGCACACCGAACGCC
GGGCAGCCGGCACCCGCACCAACAGCACCGGGAGGGCCGGCAGATATGGCACGCATCGGA
TACGGCGTCACGCACACGATCCCCGCCGGGTCGGACGGGCCGCGCCGCGCGGACGACTAC
GTCGGCGTGCACACGCAGGAAGGCGGGAAGGGCGACGCGATCGGACTAGCGAACTACTGC
AAGACCGCGGGCGTGTCCTACAACGACGCCGTGGACGATGTGTACACCGTCCGCATGATG
GCACCCGGCAACGCGCCGTGGGCTGCTGTGCAGGCGAACGCCGTCGGCTACCACATCGTG
CTAGCAGGCAGTTTCGTGTCGTGGTCGCGTGACCGGTGGCTGTCGAAGGATGCATCGGAC
GGACTCGACGAAGACGCGATGCTGACCCGCGCCGCCCGCTGTGTCGCCGCAGCATGTCAA
GAGTTCGGGATCCCCGTCGAGTGGGTCGGGAACAACGGGGCGACCGGGTGGCCGCAGAAG
CGCGGTATCTGCGGGCACAAGGATTTCGGGGCGCGCGGCGGCGGCCACACCGACCCGTAC
CCGAACTTCCCGATCGACGAGTTCATGCGCCGGGTGCGTGCATTCTTCGCGCCGCCGTCA
CCGAACCTGATCGACGCCGAGGCGAAGGTCGCCGCCCGCTGGATCGGAAAGCGCATCACC
GGCGCCGCGACACCGGCGACCACCGACGACGAAACACCGCTGTTCCTCGACGGTAAGAAG
GTCGGCGCGTTCGCGCGGTTCGAGTCCGGTCACGTGTACTGGCGGCTCGGCGCGTCGGCG
GCGTACGCGATCCCCGCCGGCGGGCTGTTCGAGGCGTACGCCGCCCGCGACTGGGAACGC
GGTCTAGGGTTCCCGGTGCTGCGGCACCAGGTCGTCACCACACCGATCAGCAAGGTCACC
GCCGGCGTGCAGTCGTTCGAGGGCGGCGTGTTATTCACACCTGTGGGCGGACCTGTGGAG
GGATTCGTCGTGCACGGCGAGATCGGCAAACGGTACGCGGCGATGGACTGGGAACAGGGA
CCACTCGGTCTACCCACATCGGACGAACGACCGGTGCCGAATACCGACCTGATCGAGCAA
CGGTTCGAGTTCGGGAAACTGACCTACGTGCCGACGGGCGTACTCGTCGAGCTGGTCACC
AACTAGAGAGAGGCACCACCATGACGCACCGAGATCCCCTCACCGGAGTGCAGGCACCAG
CGGCCGGCGCACCGTTCACGTTCGGCGGGTTCGTGATCGACGTCGCCGAGAAGTCGGGCA
AGACGTTCGCGCAGACCCTGCTGCTGTTCCTGACCCTCGGCGTCAGCGTCACCGCGGTGC
CGTGGACGACCGCGCTGCAGGGCGCGGCGATCGCGACCGTGTCGACCGCCGGCATCGCGG
TCGTCCAGTCGGCGTGGACGTCGCCGAATCAGTACATCGAGTCGTTCGCCCGCGCCGGCC
GCACGTTCGTCGCGACCGGTGTCGGCGCGCTACCGGTCGTCTCCGCTGACCATGCGGTCG
TGTTCGCTGACGTCAACTGGTGGGAGCTGGCCGGAGTATCGGGTACCGCTGCAGCGATCA
GCCTGCTGACCTCGGTCGCGTCGTGGAAGATCGGCGCCGACAAGGCATCGCCGAGCCTCG
TGCGATGACGCTGACGGAGCACGCCTCACTGCAGTCCGCGGCGGGGCTGGTGAGACTGCG
TATCCAGCTGGTCTATCCCGAAGTCGTGCTGCTGCAGGCCGGCATGTTCCTGACGATGAT
CTGGCGTGGACTCGACTACGCGATCCCACCGAACGACGAACCGACGACACTATCGGCGAT
CGAGCAGGCCGCACCGTTCAACGTGTGGGGCGGGCTGTTCCTGCTCGGCGGCGTGACCGG
GTTGCTCGGTCTGCGGTATGTGCGGTGGCCGCTGACCGTATTCGCTCACGGACTCGGCGT
GGCACTGTACTTCGCGTTCTCACTCGGGTCGCTGGTGTCGATTATCGTGCGCGCCGGCGA
ACCACCGACGATGCTCGCGTTCGCGTGGATCACCGCGCTGTTGGGGTCGGCGGCAATCAC
GATCGCTGTCGTGTCGTGGGCGTGGCCGCAGTACCGGGCTGTGTCGTGGGTGATCGCGGC
AGTCGCCGCCGTCGCATCGGTGGTCATCACCGCATCCTCGTCGGACGTGTACGGGTGGCG
CACCGCGACCGGCTGGCTGTTCGTGCTGTGTGTCGGTCATGCTGTCATGGCGAGCGCGTC
GTCGGACGCGTGGAAGGACTACACCGGCCGGGGGGCCGCAGAGATACGACGTCGGGGGCA
GACGAAAGAGTCGACCAGTGGACCCTAATGCACTGCCGGACAACACCCCCGGATGGATCG
TGCTGGCCGCGTTTGTGCTCGTCGGGTTGAAGTATCTGGGGCAGTTCCTCGCCGAGGCGT
CGGAGACGTGGGCGAAGGTGCTCGGCCCGCTCGGTAAGCGGTGGCGGGCGCGGGGCGCGC
GCCGTCAGATCGAGCGGGCCGAGACCGCAGGCGGGCAACTCGCGTCGCTCGAATCCGACA
TGAAGTTCTACCGGGCGCGGGCGCACCGGTTCGAGCGCAGGCACGGCCGGTTCCTCGAAT
GGTACGAGCAGGTTGACCAGCCGTTCCACGACGATCTGCACATCACCGCGGCCGAGTCAC
GCATGCGGCTGCCGGAGTGGCAGCGACTCTCGGACTGGATGCGTGAGCACCCGGACCCGA
TCGACCAGCCGCGCAGCGGCGACGAGAAAGTGGGCAGCAGTGACTGAACCGATCTACGTG
TTCACGTTCCGCGGTATCAGCGAACGACTGAACGGCAACCTGATCGACCTGCTGCCGCTG
CCGGACGGCGCGATCCGCATCGAAGTGCCGTGGGCCGCATCGTATGGGCCGGTGCCGCAA
CCGTTCGGGCTGTCCTATCACGACAGCCTCGCCGCCGGCATGGCGCTCGGCGAGCGCATG
GTCAAAGATGTTCTGCTCGACGAGCCGTTCGCCCGCATCGTGTTCGTCGGCTACTCGGGT
GGCGCTGCGCTGGCCGGCGACCTCGCCGCGAAGCTCGGCGGGTCACTCGTCGACGCCGTG
ATCCTGATCGCCGACCCGAACGCGCCGGGCACGCCGGGTGTGCACGGCATCGTCCGGCGG
CGTGAGACCGGGTTGGCGACGTACTGGCTGTCCAATCCGAACGACGGTATCTGTTCGTGC
CCGCGGTACAACCCGCTGCGCATCATCGCCCGTACGACACCGTTCATCGCGCTCGACCGG
CGGTCGTGGGGCGCGCAGGGTGCGGACGTGTGGCGGCAGCTGAACGACCCCGCGACGCGC
CGCACTATGGCCGCCGAGATCGGGCCGCCGTGGTCGCCGGTCACGTGGCACCGGTGGGAG
CGAGCGTTTCAACTCGCCGACGGGTATCTGTCTCAGCGTGAGCATGTGCAGTGGTATCGG
TCGCCGGCGCGGATGCGTGCCGCGGGTGCGTGGCTGACCCGCACTTTGGCATAACCTGTC
GCGTCCCGTCACACGCTGGCACACATTCGTGTTACCGTGGGCGGGACCGAAACCGCACAC
AACCGAAGGGGCCGCACCCCATGACCACCGCACCGCTCGCCAACCGACCAGAGCACGCCG
TCGCCGACAACGAGTTCGACTCGGACCTCACACCGGCCGACCATGTGTTCCCGCTGCTCG
ACGTCCACACCGTCGACCGCGTCGCCGAGATCCCCGGCGCACTCGCCGCGCTCGGCGCAC
TGATCGACACACTGCGCGGCACCGCCAACGTCGAGTTCGGCGCCGGCACTATCGCCGTCA
CCGGCAACCGCACACCCGACGAGCTGCTGCAACGCCTTGCGGCGCGGCAGCGCATGTACG
ACGAGGGCCGCGACATCTATCAGCGGTACCTCGACCACGTCGACGCCGGCGACGATGAGC
AGGCCGCCACGATCGCGACCGTCAGCAAGTACCGGTGGCACTACTACCTCGGCCGTGAGG
GCATCACTGCGGTCGGTGGGCATTCGGTGCCGGAGTTCACGGCGTGAGCGCGTGCTCGTC
GTGCGGCGAGACGATCATTTTCGCCAAGACCGCCAAGGGTAAGTCGATGCCGTTCGACCC
CGAACCGAACGCCACCCGCGGGAACGTGTACGTCACCGGGCAGGGCCGCGACATGACGGC
AACGACACTCACCGACGCGCTCGCACAACGGTTCCGCGAGGACGGCAAGCTGCTCTACCT
GTCGCACTTCGCGACGTGCCCGAACGCCAACCGCCACCGCCGAGGGGGCCGACGATGACC
GACGTCAATCCGTGGGACGACACCAGCGTCATGCTGCAGCGGTTCGACCTCGACACCTAC
AGCGGCCGCATCGGCTGGCTGTGGCAACGCCGCAACGGCATCGGCTCGTCGGAGTGCTCG
TCGGTGCTCGGTCTGAATCCGTGGCCGGACGCGACCGCATGGCACGTGTGGATGGACAAG
GTCGCGCTGCTGCCCCTCGATGACGGACGCGACAGCGAGCAGATGGAGATCGGCCGCGAG
GTCGAATCGGCGATCGTGCGTATCGTCGCCCGCCGGCTCGGCGTCGAGCACTACGGGATC
CCCGCGCTCGCCAACCGGCAGCACGGATGGATGCGCAGCAACGTCGACCGCGTGTTCGTC
ACCAACGACGGGCCGATCCCGTTCGAGGCGAAGAACACCAGCGAGTACCTGCTGCACGAA
TGGATCGACCAGGTACCCGACCACGCCGAGCTGCAGATTCTGCACACCCTGAACGTGACC
GGCGCACCGTACGGGTACGTCGGCGGCATGATCGGCGGCCGGCGCGTCGTGTTCCAACGC
ATCGACCGCAACGAGTCACTGCTGCAGCACATCGCCGACGTCGAGCGTGAACTGTGGGAT
CGGGTGCTCGGCTACAAGGCGGCGATCGCTCGCGGAGCCACCGTCGACGAGGCGCGCGAA
GAGTTCGAGCCGACCGTCACCGAACGCGACACCGTCGACAGCATCATCGGCGCGGCACCC
CGGCGTGACGTCGACGAGATCGTGCTCACCGACGAGCAGGCCGAACGGGCGCGGCTGTGG
GTCGCCGACTACCAGGCAGCGCAGCTCGCCGAGAAGTCGGCTCAGGCCGGCAAGGATGAC
GCGCGGAACAAGCTGGTGCAGCTCGCCAACGGGCACACCCGCATGCTCGCAGAGGTCGGC
CGCGACGACGAGGGCAAGCCGATACACGAGGTCATCGCCACCGTGCAGCGCGGCAACTTC
GCCAAGGCGCGTTTCATCGCAGCGCACCAGGACATCGCCGACGTCACCATGAAGAAAATC
GAAGTGCTCGACGTCGACGCGTTGAAAACCGAACACCCGGACCTGTACCGACAGTTCCAA
TCCCGCCATATCCGCACACCGAAACGCAAGGACTGACCCATGCCGCAACCCACCACCGTC
CGGGTGCAGCTCGACCTCGACGCCGGCAAGAACCGTGTCATACACGACCGATTCGAGTTC
ACCCTCGACGACGCCAACCCGCGGTTCACCCTCGCCGAGTGGCGGCGCGTCGCCGCCGAC
GTCGAAGCCGCGATCCTCGAACACCGACCCGACCAGATCCAGGAGAACTGACCATGCCCG
CATCCAACGACCGATACGTCGACCACCTGTCCGCGCAGCAACTCGCCCGCGTCGAGGCGC
TGCACGTCGCGCGCGGCGTCCTGCAGTCAACCGGGTTCATGACGTCCCACGCCGGCGCTG
CACCCGACGGACTCATCGACGTCGCCGAGTACATCGTGCAGGGCGTCACCGAGACCGTCC
GCACCATGATCCGCACAGACGATGGTGTCGTCGACGCGCGGGTCGTCGACAACGACAACG
ACGAGCCGTGGAAGGAATGATGACCGGCGGCACCGAGCACTACGACGAGGCGCTGCGGCT
ACTCGCCGAGGCCGGCCGCTGGACCGACGACGCCGAAGAATGCCGGCGCCGCGGCACCCT
CGCCGCATTCAATGCCGGTGACCGGCGCGCGAGCCGCGAACACGACCTCGAAGCGCGCGA
GTCGGCAGCCAAGGCGCGCGTCCTGCGTGAGACCGCGCAGGTTCACGCAACACTCGCGGT
CGCGCAGGTCACTGCAGCGGCCGCACTCACCGAAGGGAAGTGATCGAATTGGGTAAGGGA
CTGGCAGAGCGGGCGACCGCCGAGGTGCAGCAGGGCGACGACAAGCCGCCCACGCTGTTC
AAGCAGATCGACAGCATGCAGGTGGAGTTTCAGCGCGCCATGCCCCAAGGCGCCGAGGCT
CGGCAGCTGGTGCGTGACGCGCAGACCGCGCTGCGGCAGGTCAAGGATCTCGGCAAGTGT
GAACCGTCGACCGTGCTCGGCGCACTCATGACGTGCGCGCAGCTCGGGCTGCGGCCCGGT
GTCCTCGGGCAGGCGTACGTCCTGCCGTTCTGGGACAGCAAAGACCGCGTCCACAAAGCG
CAGCTCATCGTCGGATACAAGGGCCTGCTGTCGCTGGTTTACCGGTCGGGCATGGTCGAA
ACCGTCGCCGCCCGCATCATCTACGAAAACGACGAGTGGCTGCTCGAATACGGACTCGGC
GAAGACACCCTGATCCACCGGCCGCCGGCAGGGTTCGGCGAGCGCGGCAAACCGGTCGCC
TACTACGCCATTGCCCGGATGAAGGGCGGCGGCTACGCGATCACCGACCCGATGTCCGTC
GAGGAAATGCAGGCACACGCAGCCAAGCACTCGAAGGCATCCCGGTTCGGGCCGTGGAAA
GACCACTTCGACCAGATGGCACTGAAAACGATGCTGCGCAAGCTGTGCGCCACGCTGCCG
CAGTCGACCACCATCGAGCAGGCGATCATGCACGATGGTGCAGTGCGCGCTGACACGTCG
ACAGCAGCCGTCGACCACACCCCGGAGTACGTCGACAGCGAAGTCGTCGACGACGGCGGC
GACGGCCAAGCCGGGCCGGCCGAACTGACACCGCAGCAGCAGATCGAACGCGGGCTGCAG
TCCGAAGGGATCACCGACCCGGAGAACGTCGCGAAGTGGCTGCAGAACATTCTCGGCGAC
CCCGACGCACCCCAGACCCCGGCCGAACTGACCGATGCTGAGGCCGGCCAAGTGCTCGAC
GCGATCCGCGCGTCGAACAACAACTGAGAGAGGGACCAGACCCCATGACCGAAGAACGTG
GCAAGAAAGTCACGAACGCCAACGGCACCGAACCGGGCACTGACGGCGCGCTCGTCAAGT
ACATGTTCAGTGGATCACCGCAGGACATGTTCGAGTTCGCGCCGCAGGCCGGCGAGGTGC
GCGTGATGACCGTCGTCGCCGAATGCACCCGCGACACCGGCCGCCGACTCACTCACGACG
GCAAACAGCTCGTCGCGCCGTGGGCGATCCGCGAGGTCACCCTCGGCCGGCAGACCACAC
TGCGTGACGACACCGACCCCAATCAGACCGCGATCGACGACCCCGACCAGACCGACGACG
GCGACCCTGAACCGGACGCCGAGACGCAGGCCAACGACGCCGAGCAGGCCGCGATCGACA
ACACCGACGACCCGTTCTACGTCCCACCGCAGGATGACGGCACCGCCAAGGACTGACCGC
TGCTGGCGGCTGCGCTACGAAATCCCCGGACGCGCAGCCGCCGGCACCCCGGTCATCCAT
CTCGGCTACTGCCCCACCGACCACGACGAACACGTCGTCAGCATCGGCGGCCGCGTCTAC
ACGCTGCCCGCGTACTGGCTCGACGTCGCCGCCACCGACAGTTGGACACCATGACGCAAC
CTGCACCAGACGCCACCGACCAAGGCGCAATGAGCATCGACGACACCGCCGTGTTCCTCG
GCCGTATCAGTCGCCGACAGGTCTACCGGCTCATCGAGGACGGGCACCTCGACCGCATCC
ACATCGGCCGCCGCGCACTCGTCACCCGCGAATCATGCGACCGGTACATCGCTTCACGCC
TCACAGCCTCGAAGGATCACTGATGCCCAAGGCCACCGGCAAGGATCACGCACGTATCAA
CCTCGACCTGTGGGGCGACGACGACTGGCTCGACCTCACACCCGCCGCGCAGCACCTGTA
CTTCGTGCTGTGGACATCACCCGGTTTGTCCTACTGCGGGTCGGGTGAATGGAAACCGTC
CCGCATCGCCCAACGCGCCGCCGGCTGGACCGAACAGCAGTTGCTGCGGGCGGCCGCCGA
GCTGTCACGCGAGTTGTTCCTACTCGTCGACGTCGACACCGAAGAGTTCCTGCTGCGGTC
GTGGGTGAAGCACGACGGACTGTGGAAGCAGCCGAACATGGCCGTGTCGATGACGAACGC
GCGCGCCGATATGGCGTCGCGGACGCTGCGTGGTGTCGTCGTCCACGAGGTGCAGAAGAT
TCGCGACCGGCACCCCGAATCGAAGTCGTGGGACCGCGAGCAGGTCGTCAGTTTGCTCGA
ACAGAAGGCCGTCGACCCCGCCACCATTCCCCCGTTTGACCCCACCCCTGACCCCTCGGT
TAACCCCTACGCTGACCCCCCGGTTAACCCCCCGGTTAACCCTAAACCGGGGGGCAGGGT
TAACCCCCCGGTTTACCCCCCCTCTACTCCTGCTCCTGCTCCTGCTACTACCTACATTTC
TCCCGCTCCTCACGCGCGTGCAGGCGCGCGAGGCGACGACCCCGACACCGACCCACCAAC
AGCCGGCGCGCTCGCGCTCGTCCCGGCCCTACCCGACCGCCGACCCGACGGCCAACGCAT
CCCCAAACGGACCCGCAACCAAATGCTCGCCGAGCTGAACGCGACCGCCCGCAGCGTCGA
CGCCGCACGCATCGCGAGCGCATTCGAGGCCAGCCTCGGCGGTCGACTCGACCGCGCGAC
CCTCGTCGAAATCGGGCGGGTCTGCGACGGGCTGCTCCGCGACGGCATCCCGCCCGCGCA
GATCGCCGCAGGCATCACCGCGTGGCACGACAGCGACCGGCTCTACCCGTCCCAAATCCC
TCGGTTCGTCGCCAAAGCCGCCCGCACCAGCCGACCCGCCACCGGCAAACCCACCGCCGC
CGCCGTCGAAGCGCACGACGTCGCCGCCCAACTCATCGAGGAACTAGGGTTATGACCAGC
CGCGAAACCGTCGAAGCCGCCGAAAAGGCGTGGCAGACAGCCCGATTCATCGACGACCGA
CTCGGACAACCCGACCCAAACCGGCTTCGCATGTGGGTAGACATGTTCTCCCGCACCAAC
GTTCACCCCGACGAAGCCGTCGAATCCGTCAAAGCCTGGTACGCCGCCGGCGGCCGCGAC
CGCGTCATCCAGCCCGGCGACATCTGCGCCGGCGTCCGCGACCTCCGACGGGCAGCGATC
GAACGCGACCACGCCGCGAGCCTCGCCGCACAGCCCGCCGTCGCCACCGACCCGCAACTC
GGCATCCCCATCGCAGGCGCCGACGGCGAACCAATCTGGCCCGCCTACGACGTCGACGAC
GCCGGGAACTACACCTGCGACACCTGCCACGCCGAACCCGATCAGGCATGCGTGAACCTC
GCCACGAACATGACCCGAAAGATTCCCTGCGCCAGCCGACTACTGAAAGCGAGACGAGCA
GCCAAACACACATAGCGATTCCCGCTGGCTCATTCCGACGCTCGCGGACGAAAACAGCGA
TCAGGTATCCGAGTGACCAAACCGCTTTACGTCACCCCATTACGTCACACAACCAGACAG
GCACAATCGACCATGACCGACCACCGCACAGCAGCCGAAAACGACCTCGCACGCGCCATC
CACGCACTCGCCGACGCGATCGCCACACACGCACGCGACTGCCCCACACCGAGCTGGTCG
TGCGGGAAGTGCGCACGCATCGAGGCGATCGGACACGACGACGGGCAGGTCGCCGAGCAC
CACCGCACCTGTCCACACGCACCACCCCGGCCCGGCATGTTCACCAGCGACGACACGCTG
CTCGACGACGAGGACGAGGGCAGCAGCGTGTGCCCCACTAACGGGTGCGGCCGGCCCGAC
GGGCACGACGGCGACCATCTCGCCGCTGGACCACTCACGCTGCCGACGATGACCGCGAAA
CGCGGCGGGCTGCGGTACCACGCCGTGATCCACACCAGCGAGGGCGGCGACACCAGCGCA
CTCGCCGACGTGCCGGACGGGTCACACGAGCACGGCAGCGCACCGGCACCCGACAGACTC
CCGCCCATCGTGAGGTCGGCCCGCACCTGCGCCGACCTCACCACAAATCGCAAGTTCGCC
GAAGTGTTCATGACCTGCGCCGGCGTCATCGAAGACCTACACAGAGACGTCACCGGGCAG
CGTGTGCTGATGGACAGCTACGAACGGCAGATCACCGCGCTCACTCAGCAGCGTGACCGC
GAAAGCGAGCTACGCCTCGCAGCGCAGCAGAACGCCGTCGACCCGGACCTGCACGAGAAC
CTGCGGCGAATCGACAACGTGCTCCGCGGTGCGCTCAACGCCGAACGCGCACCGTCGACG
CTGCCGTTCATCGACCTCGTCACCGACCTCGGACTACGCGTCGACGCCGTCGTCGACGAG
CTGCGCAGCGCGCGACAGGGTGACGCGTGAACTGGCGAGCGGCTATCGTCGCCGCCGCGC
TCGTCGTCGCGATCATCTCCGCGCTGCTGTTCGTCGGGTCGGGGCGCCTCGACGACGAGG
TGCAGGCCGGGCGCGGCGTGTTCATATTCGGGTCGCTGCTCGTCGCATCGGTCGCGGTCG
CCGCCGGCGTTGGATTCGGCGCATGAGGCAGCAGCAGAACTGCCCGCAATGCTCGGCGAT
CATCACCGTGCCACCAATCGACGCGCTACTCTGCCCCGCTTGCGGCGCGATCGCCGTCGT
CACCGAACAGGGATTGCTCGCCGTCCCCGACGTCGACCAGCTCGACCTGATCCTGCTGCG
ACCCGAGGTGCGCCGGCTCATCGAACAAGCCTCCGCGATCCGGCAGGCCCTGTTCGGTGG
GCAGTTCACCCTCACCGACCCGACCGGGCTGCTCGACCCCGAACCACACTCGACACTCGC
CCAAGCGATCGCACGCGCACAAACCGCGCCGTGGCCGATCACCGCATGGGTCATCATTGA
CCCAAGCGGCCACGTCGCCGCCCACCGCACACCCCGAAGGGACCAACCAGCATGACCAAC
CAGAAACCGTCGACCCTGCCCGCCGGCCCGTCCGGTGTGTCACGACCACAGGACAACGCC
GACGTGCAGCAGGCGCTGCGCCGCGTGAACGACGTCATCGGCGGCGCGCTACGGCAGATC
GCCGCGATCACCGGGCAACCCGACCCGGCGCCGCCGGCCGCGCCGGCACCGAACCACCTC
GACGCGATGCGCGAGGCGTGGGGCGAGGGCTACTACGAGGGCCACGCCAACGGCAGACGC
AAGTACGACGGCGAGGTCGAAAACCCGTACGCGAAGCTGCTCGACGACCGGCGTGAGTTC
GTGCGCGAGCACGTGAACAACGGGTACGGCGCACAGCTCGATGAGAACGATGACGACGTG
CTCGGCGACGACAACGCCGAATGGTTCGACGCCGTGCTCGACGCACACGACGAATGGCGC
GCACTGCAACGCCACACCGAACCGCAACCCGCCACCACGCACGACGACGCTCACCTGCGG
GCTGTGGTCGACACCATCCGCGAGGGTGGCGGCACCTGCGAAATCCACGGCGTGAAGATC
GCGAAACTCGTCGACGACACAGGCCGCACCGACACCGACGTCGCGCTCGTGAACGTGCGG
ATACGTGCCGAGCAGGCCGAGGCGCGTGTCGCCGAACTCAACAGCGTGCTGCAGCAGCTA
CTCATCACGGTGTCGCCGGGCCGCGCCGCAGACGTCCGGCACGAGGACATGGTCGACGAC
GTGCGTACCGTCCTCGAACGCGCCGGCTACGGCACGCAGCCCGGCGGATGGGTACCGCCG
TACAGTGCCGACACCGCGCTAGGCAAAATCTGGCACGTCGTCAGCAAGCCGACCATGCCG
GTACGGCCCGGAGTCGCCGTGAACAGCGTGCGGGACATTCTCGCCGATATGGGCTACCAC
GAGCACGTACACACCCGGCGCGCCACCGCCGATGACGCACCCGACGAACTGTGCGGCGCC
AGCGAAGCCACGTACGCATGCACGAAACTGGCAGGCCACGACGGCGACCACGCCGACGGG
CAGTACGGCGTGACGTGGACACCCGAGGCTGTCACCGACGAAGACCCGCTGCCCGGCTGC
ACCAGCACACACGCACTCGGCATCGCCGTCTACACATGCACGCGTCCCGCCGGGCACGAC
GCATACCACCAGGACAAGCGGTACGGCGTCGCATGGGCCGCTGACGGCAGCTCGTCATGG
AGGGTGAAGTGACCGCGTGCGGTGAGTGGGCGGACGGGCACAGCTACGCACGCTGCGCCC
GTCCGGCCGGGCACGAGGGACATCACCAGCCGGGCGGCATCCCTCGACCCCGCCCGACCG
ACGACGACATCGTCGCCGAGATCGACGTACTCGCCCACGACGCGAAACTCGGCACCGCCC
ACGAGCAGCACGACGGCTGGTACTTCGAGCTGCACCAGCCGCGACCGCACGAGGACCGGG
CACCGCACCGCGTGCTCACCTGCGGGTGCGGCGTCGTGCTCGTCAACGCGCCGGTGACGA
CATCGTGAGCAGCGGGCAGCGGCCGCGTCGCCGCGCGTACTTCCCCCGCATGAAGGAGCG
GGGGAAGTACCGGCCGCGCCGGCCACGAGTCACCGTCTACGACGCGCAGTGGCGTGCCGT
GTGGCCGCAGCCGAAACGTATCGACGTCGTCGCGTTCACACCGCCGAAGGTCGGCCGGTT
CGGCGGGAACGTCATCATCGGCCGGAAGATACGACTCACCAGCGGCAGTGACGCGCACCT
GATCACCGAGGTCGGCCCACCGATCATCGAGACAAAGTGGACGTGGTGACCACCACCGGG
TTCGCCCGCAACAACGCGAAAGGATGACCAGGTGACCGACTTCGCTGTCGCGTGGCGCAC
CGACACCACGCAGACGATTGTCGAGCGACCGGCGACCATCGAGCAGCTGCGGGAACGCGT
CGCGAAGCTGCGCGCCGAACAAGACCCCGGCGACCCGGCCCGCATCGTCGGTTTGATGCG
CCGGCCGCGGTCGCCGATCTGGGAACTCGCCGAACCGTGACCCGTTGACCGTAGCCTCGT
CATGAGGCTACGGTTACGGGGCACACCCGCACCCCCTACCGCACCAGGGAGACCCCATGA
CCGATCGACCCAACGTGTTCGCCGACCGCGAGAACCGGATATGTGTGTACGCGCCACGCG
GGGGAGCCGCCGCCATTCCGTACGTGCTCGGCGAGTTCAACGAGCACGGCGACTTCATCA
CGCACCAGCGTGTCGGCGAGATCCCGCCCGGCTACTACTGGGCTGGTACCGGCGCAGAGG
ACGCCGGCATCGAACGCCGCCACATCGCGAACCGTATGCGCCGCGACAACGACGACCAGT
CGTTCGACGAACTGCTCGCCGGTATCCGCACCCTCGCCGACGTCATCGCGAGCATGTCCG
CCCGGCACGCCGAGGTGTGCGAGGAACGCGACCAGCAGCGTGCACGAGCCGACGCCGCCG
AGGCAGACCTCGACGCGATGCGCCGCACATGATCCGGCAGCCGTGCGCCGGCTGCGGCCA
CGACCTCGTCCTGCACCACACCGGCGGGCCGTGCGTCGTCCGACACTGCCCATGCCGCCA
CCACCACGAAACGGAGACCCGCACGTGACCATCGCACCGCACAACGTGTCACAGATGCTC
GACCAGTTCGCCCGCGACGAGCTGACAGCGTCAGAGAAATTCTCACCGTTCCACGCCGAG
ATCCCCGAAGCGGCCATGCGCCGGCTGCACGACGTCGTCGCGAAGGCGTACACGCTCGGC
TACGAGGACGGGTACGGCGTCGCCATGTCGCAGGCGCAGTACGCGCGCGACCGGGACACC
GAGCGCGCCCGGCAGGCAGCAGCCAGAGCCAAGGCCGAGGGCGTGATCGACGACGCGATC
GACGAGCTGAACCGGTGACCGTCATCCTCGGTGTCGACCCGTCGCTGACGTCGACCGGAC
TTTGCCGCATCACCATCACACCGCCGACTGTCGTCACCTCGTCAGGTGGTGTCGACGACG
TCTCCATCCAGACGACGTGCGTCGGCGAGCCGGGCAGTAAAGGGATGACCGTCGAGCAAC
GCCGGGCACGTATCCAACGGGCACGCCGCGCGATCCTGCGGGCAGCGCAAGGCGCCGACC
TCGTCGTCATCGAGGTGCCGTTCTACAACCGGAAGACAACGCAGGTCGGACTGATGGACC
GGTCATGGTTGTTCGGCACCGTCGTCGACGCACTGCACGCCGCCGGCATCCCGGTCGTGT
TCGTGTCCGCAGCAAGCCGCGCGAAGTTCGCCACCGACAACGGCAACAGCGGCAAGGCGC
AGGTTGCCGAGGCGATCGGCCGGCTGTGGTCGCAGGTGCTCGTCGAGAACGGCCGACACC
GCCAACTCCGCAACGACGACGAGTACGACGCACTCGTCTGCGCCACCATCGGCGCAGTGA
AAACACACCCCCGCTCACGCCTCCCCATCCGGGTCCTCGAACACCACCTGCACGTGGTCG
CCGGGCTTGACTGGCAGGCGTGGGACACCTCCGAACAAGGGATCACATGGTGACCGACAA
GCATCCGTACATCGAGTCCACACCGTCCAAGCTCGACAAGTTCGAGAAGCGCGCCGAAGC
GACCAAGACCGTCGCTACGCAGCTCGCCAACGACCGCAAGGCCAGCGACCTCGCCGACGA
GTACCGCGTCGAACACGTCAACCTGACCGCCGCGCTGCAGCTACTCGCGACCATCGGCGA
AATGGTGTCCGACAAGATTCCCGCCCGCGCCGACCGCGACCACAAGAGCCTGTTCAGCAG
GCGGCGCGAGCAGGTGATCGGCGCCGAAGTCGTGAACTACCTGATCGACTGCGGGTTCAC
CCCACCGCCCGGCGTGTTCGATCTGGTCGTCGAGAGCGAGCCGCCGAAATGACCGGCTCC
GACCCGGCCCGCGCGACCGCCGACGCGATCGCCGACCGACTGACCAGCACGATCCTCGCC
CGCTACCAAGGAGACCCTGTGACGAAACAAGCCGACCCCAACGGCCGCCGCCCGATGACC
GCGCCGCCGGCCACCCTCGACGAGGTGCAGCCGCCGCTGTACGTGCAGGCGATGCTCGAA
ACGGCGACCGCCGAAGGGCGCGCCGAAGCTCTCGCCGAACAGCTGTCCGACCTGTCGCTC
GACCGTATGGCGCTCGTCGACCGGCTCGTCGACCGTGAACGTGAAGCGGCGAGCGTGATC
GTCGACCTGCACGTCGCCAACGCACGTGCCGTCGACGAGGCGAACAACGCGCGTGCGCTG
CTGGCGTCGGCGACCGCCCGAGCCGACCAGCTAGAGGCCGAACTCGACTCCGACCCGCGG
CGCGCTGTGCTGCAAACCATCTGGGACACCGCGACAGCCGCGATCACCGCGATCGGTGGC
AGGAACTTGGACGGCATCGACACCGCCGGACGTGTGGAACTGCTCGCCGAACGCGCGATG
GAGATGGACGCCGAGAACCGGCACGACGTCGACAGCGACACCAACGAGCTGCAGGACGCA
GTCGACTTGATCGAAGGAGTTCGCGAACTCGCCGTCGACACCCTGATCGACCATCACCGC
GCACTGCACGGCGACGACTCGCCACCGCCGGCGGTACCCGAGGACGTCGACGGGCTGGTG
CGTGCGCTGCGGTCGACGTTGGAACGCACTCGTGAGCGGCTATGGCAACTGTCGAAGGCA
AACGTCGACCTGCAGCGCGCCGTGAACGGCCGGCACTCGGTCGTCGACGGCGAAGTGCGC
GAGCACACCGAGCAGGCACCGACCGGCGGCGTCGAGGTCACCCCGTCGCCGGCGTCGCCG
TGCTCGAACTGCGGGCACACGCGGGCGGCACACGACCCCGGCGCGGAATGGAACGCTGAC
CAGGCTGGGATACACCGCACGTGTAAACCGCCGTGCCCGTGCACCGTATACGTGCCAGTC
GCGCCGAAGCCGTCATGACCGACGACGAGGTGCTGACCGGCGAGCTGGTGCCGGCCGGCG
AACCGATCGACGTGCAGCCGGGGCCGGACGTCGAGCCGCCGATCGTGCGGCACGGCGAAC
CGCGCTGCGACGCCGAGACGCGCGTCGACGGCACATGGGAGGGCACCACGATCGGCCGCG
TGAACCTGACCGTGCGCGCGCAGTGCGACCTGCCACCCGACCACCTCGGACAGCACCGGG
TGACCATGCCCGACCGGGTCACCGAATACCGCTGGTAGACCCCCGACACAGAACCGCGGG
CACCGAGCCTCGTCATCCGGCGAGTGATCTCGGTGCCCGCTTCCGTGCGCACCTCGATGC
GCCGGCAAGAGTGTGTGGGTGGTCGTGCAGCTGAACGGCACCCCGGCGTCGATTCCGGTT
CCTTGGCTCGCCCGGACGGTGGAGTGCTAGCACCGCCGGGCATCGTGCTTTACCGCGAAA
TTCCTCAAAGCGGCGTGGACACGACCAACCCACCAATCAGAGTACGGCGTGGACACCCCG
ACCGCGTTACAGTAGCCTCATAACGAGGCTACAGACGGCCTTGAATCCCGCACACCATGA
GAGGCACCAACCCATGACCGAACCGATCCTGTGGGTCATCCGATACAGCGTCGAACCGCT
CGACCCGCGCAACACTAGCGGCGTTCCCGAGCTGTCCGTCATGCGTGTCGTCGACCCCAT
GAACGCCGACCCCGACGACACACACGAGGTGATCCTCGCGCCGTCCACCGCGACCGGCGT
CCTGCTCATCGACCCCGCCGACGCCGGCAGCCTCGCGTTCGTCACCGCCGCGCAACTCGT
CCCACGGTTCAGCACCGACCGGCCGGTGCTGCTGCTGCAGGCGACGCACGTGTCGGCGAC
TGTCGCGAAGCCGTGGCCGCTGCACTACCAGAGCCTCGACCCCGCCGACCCGCTCGCCGG
TATGGCCGCGCACGTCAACACCGACACCCCCGACGTCAAGGTCGCGTGGATCGAGGGGCA
CCTGTTCGGTGACGGCGACGTGACCGTCGTCGACCTGCTGGGAGGGCCGACCGATGGCTA
GTGACGACATCCGAAACTACGACCCCGACACCGGCATGCTCTACCGGTGGGAGATGCCCG
ACAGCCCGCGCGGGTTCGTCGTCGAAATCGAGAACGACGACGACGGCCCGATCCTCTGCG
GCTGCGTGACCGGTCCCGGCTTCACCAAACCGGCCGGGTTCCTGTACCCCGCCGAGCTGC
GGTGGCTCGCCGAGAACATGCCGTCGATGCTCGCGTCAATCGAGGCGTACGAACTGCGGC
AGGAGAGCACGTCGTGAAGATCGTGGAGCTGACCGCAGTGTCGGCGTTCGGAACCGAGTA
CGGGCGTATCGCGATTCCGCTCGACAAGATCACCGCCGTGGTGCACGAAGCCCTCCTCGC
CCGACTGATCGCGAAATGCCCACCAGGCGTAATCGCCGACCCCTTCGCCGGATCTGGGTC
GACTCTCATCGCAGCCCAGGAGGCCAACCGCCGCGCGATCGGCGTCGAGTTGGAAGAACG
CTACTGCGAGGTCATCGCGAAACGTCTCAGCAACCAGACGATGGCCCTCGACTTCGGCGG
TGTGTCGTGACTCCGCATCCTCGCATTCTGGGTGTTGTTGCAGCCCGGTCGGGCATGTTC
CCACCCGGACCCGTCCACTACGACAACGGGCAGGGGGCAACGACATGAGCGGTGGGCGAA
TCACCCTGTCAGACGGCTCGTCCTGGCCTCGTCCCGCGCAGGAACGCGACGAGGAGTACG
GCATCAGCAATCGCCTCCGGCACGCGCCGATAGAGAACATCACCCGATCCGATCTCCTCA
TCGCCGCATCAATTATCGATGCGTACGGCCACCTCGTCGGGATGACGCAGCGTCGGAGAA
ATTCGGTGTGCGGGGAGATTCAAAGATCAATCGAGGCGGAGGAACCCCATGTCTGACACC
GATTTCGGTCCTTCGAGGCCGACGACGACGGAGACGGTGTGACGCGCGTGCATATGGGCG
CGGTGCAGCAGGCCGTCGCCGAAAAGTACGACGTCGTGCTCAAACGGATCGGGGCGAAGC
GATGAACGTGTACGAGTTCGAGGGCGGCCGGTGGCGCAACGACCCCGACTACGAGACGTA
CCGCGAGCAGATCGCCGAACGCCGCGCCGAGGACCCCGGCCCGCCCGTCGACGACTTCGA
CCCCAATCCGTGGATGAACGACTGAGAGAGGCACCGCACATGCCGATGAAGATGTACACC
ATTCCCCTACGCGAGCCGTCCGCGACGAGCAGTCGGTCGCATCACGACCGCGACGCGAAC
ATATCCGTCGAACACAACCCGATGGTTAACGAACTGACGGTGTGGCCGCTCGGCTGCGCC
ACACCGATGCGCAACTACGACGACTTCGATCGGTTCGTCGACGCGCTCGTCGAGGCGCGG
CGACGTATCCAGCTCGACCGCGAAGAGAACGCGCGACGTATCGGCGTCCAGCTCGGAACG
ACCATGACCGAGTGCAAACAGGGATGCGGCACGCAGGTGCGTGTCCCTGCCGGGTTCGAG
CGGCACGCCGAGTGCGCGCGCTGCGCCGGGCTGGAAAGCGAGGTGCACGGTGGCTGACGT
ACTCGTGTGGTGCGTGGTCGTCGGCGCGGCGCTGGTCGTCGGGTGGAAGGCGTCGCAGTC
TGCGCGCACCACCCCGACCGCCGGCGTCCCGGCACGCAGCACGGCGTGGCTCGACGACGA
CCCGTTCATCGGTGGCGACGGCCGGCCGTGGCTACCGCAACCCGACGGCACGTGGGCGCC
ACCACCATGACCGGCAAGCTCGGCGCGGCGTGCCCGAAGTGTGGGAAGCCGGTACTCGCA
GCGAAGGGCGGCCGGCACCTGACGTGCTCGCCGATCTGCACGTCGTGTCACCTGCCGATC
GCCGGCGACGACCCCAACCAGCGCGGCCCGCGGCACGCCGACTGTGAGAAGAAACGACGA
TGACCGATCCCGCCAAGATGAAAGTGTGGCGCATCGTCACCGGCCAAACCCGCCGGCTGC
AGGTCGACGTGACCGCGCTCGGCGCCGCATATCTGACCGCCGACCCCGACACGACGCGCG
CGCTCGAAGACGCGATCGACCCGACCGTCCTCGAAGCGTGCGCGTGGGTGACGCTGCACG
GCCCGGCCGAACAACAGGGCAGCGGATACCGCTTACGATAGCCTCACAACGAGGCTACAA
TTCCGAATGCACCAACCCACCGAGAGGACCCGCACATGTCCGAAGTAGTGAACTACTCAG
CCCGACTCGACGAGCTGCCTGACGGCGTCGTCATCCGCAACGGCGAGGGCGGCACAACCT
GCCACTTCGTCAAAGAGGATGACGGCCGCTGGTATCCGTCCGACGCCGCCGGTCTGCGGC
AGCACCTCGCCACCACCGACCCCGTCAACCCGACCGTGAACGGGCACGCGTCGTCGCGCG
TATTCCTGCCCGCCGTGGTCGTCGACGCCGCCGAGATCACCGTGCAGCTCGTCGCGAAGA
AACTCGACGAGGTTTTCAACCGAGACGGCGTACTGACCGGCACCGAAGCCACGCACACAG
CCGAGGCGATCGCCCGCCGACTGTCCAACGCCAAACTGCTCGCCAACTAGGAGACCCCGC
ACCATGACGAACCTCGACCAGCCCGAACCGGACCCCACACGCACCGTCACCGACGACATG
CTGATGCAGGTGTACCTGTCCGGCATGATCTCCGGTGCCGCGACCCTCGGCGTGCACAGC
GGCATACCGCCCGCCATCGCCGAGATGGTCGGCCGCGACCTCGCCGACAAGATCACCGGC
GACCCCGCCGCGTACGCGCAGCTCGCCGAGCAGGTGCGACTGTGGGCCGACAACCCCGGC
AAGCCGAAAAAGTCCGTGATCATCACCGCATGCACAGGACCGCGCGAATGAACGAGCCGA
CACTCACCATCCACCGCCGCACAGTCGGCGTCACCGACTGGCAGTCGTTCACCGTCCCCG
GATACGTGAAACGCCTGCTGTCCGTGGCGCTGTCACGCGACCCGCTGCTCGCCGAAATCG
GCATCGACATCTGGTACGAGGTGTACCCCGAACACGAGGGCGCATCCGAGGTCGCCGTGC
AGGTGATCGGCACCGGCGGCCGGTTCCCGACCGCACGCCTCGGCGACCCGATCGGCACCG
TCGTCACACCCGCCGGCATGGTGTGGCACGTGTACGCATACAGCAAATTCGAGGCACCGC
AGTGACGGCGACGCCGCTGTGGTGGCGGCTGCTCAACCCGATCCGTACGCTGCGGCCGCC
GACCGCCGGGTCGACGTCCGAGGTGCCCCTCAATCCGTTCGGACTCGGTTCGACGACACC
GATCTACGTCAACGACGATTGGGAGGAAACAGCGCGGCACCGGCAGATCGCCGTCAGCGA
CGGACTGCGTTACCAGATCATCGAACTGGTGCCCGGCCCGCCCGGTGACGACGACTGGCT
CGTGTTCCTCGGCAACCCGACCCGACTGTGGGTGCGTACGTTCCGGCCGCCGACGGTCGG
GTCGTGGCTACCGCACCCGCCGCAGATCGAGGTCGGCGAGATCGAGGACCGCGCCGGCAT
CTCGATCAGACGAGCACACCGGCGATGACGGCGACCGAACACAGCCACCGGTCCTATCTG
GTCGTCGACCCGGTGCAGGACTACGAACAGTCCGACGTCGTGCTCGGCGTGTACGGGTCG
CTCAAAGCGGCGCTGATCGCGCTGCCCCGGCTGCGCCGTGTGCGCGGGTACCGCGCGAAC
GACGAGCGCCCCAGCGGCTACCTCGAAGTGCAGCACTGGCACGGCGACGAGCTGTGCATC
ACCGTCACTGTCCGCAACGACGGCCACATCTCATACGAGGTACACGATTAAGTAGCCGCG
TGACGAGGCTACAATCAGGTGAACCGTCCGCACACGAAGAGAGACAATCGAATGTCAGAA
CAACCGCTGAACATCGCCGCGTTCGCCAAGCTCGCCGGCGTCAAATACGAGTCGATGCGC
AAGTATCACCAGCGCGCCACGCAACGCCGCAAGGAAATCGCCGAAGGGAAAACCGACCGG
CCCGTCGCCGACTGGATGCCACCACCACCCGACATCACCGTCGGCCGTACCCCGCTGTGG
TTCCCCGAAACCGCGCGCAAGTGGGTCGAATCCCGGCCGTCGCGCGGCGCCGAAGAACCG
CTGAGCACGCAGTGACGGCGAGGGCGATCGGCGCGCACGAGAACAACGCGACCGGCACCG
ACACATGGCTCACGCCGCGGCACATCATCGACGCGCTCGGCGAGTTCGACCTCGACCCAT
GCGCGGCACCACACCCGCACCTGTGGCCGACCGCACGCAACCACTACACCTACCTTGACG
ACGGTCTCAGCATCGACTGGGGTAGCAGCTCGCGGGTGTGGCTGAATCCGCCGTACTCGC
GGGCGTGGCGGTGGATCGCCCGGCTCGCCGACCACGGCAACGGCATCGCGCTGCTGTTCG
CGCGCACCGAAACCGAGCAGTTCACCGAGCAGGTGTGGAATCGCGCCGACGGGCTGCTGT
TCCTGCGGGGCCGGCTCACCTTCCACGAAGCCGACGGCCGTCGAGGGAAGGGCAACGCCG
GCGCACCGTCGGTGCTCGTCGCCTACGGCCGCAGGAACGCGGAAGTGCTCGCGACGTGCG
GTCTGCCCGGCGCGTACGTACCCGGCTGGCTCAACGTCCACCACGAACGCGACGACGCGC
AGTACCTACTCGACACGCTGTGAAACGGCGAGCGGCCGGCACTCCCGCACGAGTGCCGGC
CGCGCTGCCCCGTAAGGCACCGGTCCCGCATCGTCGGGGAGGGGAGACCGGGAGACGCGG
ACGACCAGACCGCCGCGTGCTCGATGTCGAGTGTAGGGCACGACAGCTCGCATAATGGTC
GGGTAACGCCCCGCACACACGAGAGGTCGCACCGATGCCGCCCGGAACGTCGAAACGCGT
AGACGCAGCTAACGATCTGCGTCGTCAGAAAATGCTGGACATGTGGCTGCGCGGTCACAC
GTATCAGCAGATCGCCGACGAGATGAAACTGTCGAGTCACGCGACGGTGTACCGGCAGAT
CCAGCGGGAGCTGAAACAGCGTGCGCAGGAACGCGCCGACCTCGCCGACCAGGCACTCGA
AATGCAACTCGCCCGTATCGAGCGGCTGCTGCAGACGCACATGAAGATCGGCACCGACGA
ATCGAATCCGCTCGCCGCGGCCCGGTCGGCGCGGGTCGCGCTCGACGCGATCGACCGCTT
GAACCGTCTGCTGGGACTCGACCAGCCGCAGCGTCACGAGCACGTCGTCACCACGGTCGA
CGCCGTCGACGTCGAGATCGCCCGTCTGACCGCGCTACTGACCGGGCACGCCGAAGAACG
TGGCATCGACGTCAGTGACCTGCCGGCGCTGACCGCGATCGCCGCACAGGTCGAAGGGCC
GTAACCG