##gff-version 3
##sequence-region Gordonia_phage_complete 1 59454
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	1	1605	189.2	+	0	ID=Gordonia_phage_complete_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	1686	1784	11.8	+	0	ID=Gordonia_phage_complete_CDS_0002;transl_table=11;phrog=31453;top_hit=NC_030913_p6;locus_tag=Gordonia_phage_complete_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	1889	2230	15.5	+	0	ID=Gordonia_phage_complete_CDS_0003;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0003;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	2227	2694	44.3	+	0	ID=Gordonia_phage_complete_CDS_0004;transl_table=11;phrog=3193;top_hit=p40386 VI_04047;locus_tag=Gordonia_phage_complete_CDS_0004;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	2691	2834	12.9	+	0	ID=Gordonia_phage_complete_CDS_0005;transl_table=11;phrog=7793;top_hit=NC_031226_p65;locus_tag=Gordonia_phage_complete_CDS_0005;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	2831	3334	113.3	+	0	ID=Gordonia_phage_complete_CDS_0006;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0006;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	3471	3785	47.1	+	0	ID=Gordonia_phage_complete_CDS_0007;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0007;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	3782	5368	246.5	+	0	ID=Gordonia_phage_complete_CDS_0008;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	5365	5718	33.6	+	0	ID=Gordonia_phage_complete_CDS_0009;transl_table=11;phrog=14528;top_hit=NC_031112_p14;locus_tag=Gordonia_phage_complete_CDS_0009;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	5693	7726	228.2	+	0	ID=Gordonia_phage_complete_CDS_0010;transl_table=11;phrog=34890;top_hit=NC_031052_p14;locus_tag=Gordonia_phage_complete_CDS_0010;function=head and packaging;product=head morphogenesis
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	7849	8076	6.8	+	0	ID=Gordonia_phage_complete_CDS_0011;transl_table=11;phrog=21251;top_hit=NC_028668_p79;locus_tag=Gordonia_phage_complete_CDS_0011;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	8164	9381	164.3	+	0	ID=Gordonia_phage_complete_CDS_0012;transl_table=11;phrog=29860;top_hit=NC_031052_p18;locus_tag=Gordonia_phage_complete_CDS_0012;function=head and packaging;product=virion structural protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	9378	9956	48.6	+	0	ID=Gordonia_phage_complete_CDS_0013;transl_table=11;phrog=2659;top_hit=NC_023725_p94;locus_tag=Gordonia_phage_complete_CDS_0013;function=DNA, RNA and nucleotide metabolism;product=RNA ligase
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	9956	10099	8.9	+	0	ID=Gordonia_phage_complete_CDS_0014;transl_table=11;phrog=14225;top_hit=NC_028665_p19;locus_tag=Gordonia_phage_complete_CDS_0014;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	10190	12088	358.7	+	0	ID=Gordonia_phage_complete_CDS_0015;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0015;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	12178	12990	134.4	+	0	ID=Gordonia_phage_complete_CDS_0016;transl_table=11;phrog=779;top_hit=p304239 VI_00054;locus_tag=Gordonia_phage_complete_CDS_0016;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	13004	13405	78.9	+	0	ID=Gordonia_phage_complete_CDS_0017;transl_table=11;phrog=14463;top_hit=NC_028665_p22;locus_tag=Gordonia_phage_complete_CDS_0017;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	13502	14188	162.9	+	0	ID=Gordonia_phage_complete_CDS_0018;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0018;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	14291	15061	92.9	+	0	ID=Gordonia_phage_complete_CDS_0019;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0019;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	15058	15594	50.6	+	0	ID=Gordonia_phage_complete_CDS_0020;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0020;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	15635	15928	20.5	+	0	ID=Gordonia_phage_complete_CDS_0021;transl_table=11;phrog=28979;top_hit=NC_030913_p25;locus_tag=Gordonia_phage_complete_CDS_0021;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	15918	16361	69.0	+	0	ID=Gordonia_phage_complete_CDS_0022;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0022;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	16407	17000	94.7	+	0	ID=Gordonia_phage_complete_CDS_0023;transl_table=11;phrog=14331;top_hit=NC_031112_p29;locus_tag=Gordonia_phage_complete_CDS_0023;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	17150	17683	57.5	+	0	ID=Gordonia_phage_complete_CDS_0024;transl_table=11;phrog=13927;top_hit=NC_031112_p30;locus_tag=Gordonia_phage_complete_CDS_0024;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	17738	23260	822.1	+	0	ID=Gordonia_phage_complete_CDS_0025;transl_table=11;phrog=6090;top_hit=MF919510_p42;locus_tag=Gordonia_phage_complete_CDS_0025;function=tail;product=tail length tape measure protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	23257	24201	111.5	+	0	ID=Gordonia_phage_complete_CDS_0026;transl_table=11;phrog=106;top_hit=MG099939_p19;locus_tag=Gordonia_phage_complete_CDS_0026;function=tail;product=minor tail protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	24198	25964	325.6	+	0	ID=Gordonia_phage_complete_CDS_0027;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0027;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	26012	26560	69.8	+	0	ID=Gordonia_phage_complete_CDS_0028;transl_table=11;phrog=8122;top_hit=JF704115_p20;locus_tag=Gordonia_phage_complete_CDS_0028;function=tail;product=minor tail protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	26557	28479	232.5	+	0	ID=Gordonia_phage_complete_CDS_0029;transl_table=11;phrog=2689;top_hit=NC_031251_p25;locus_tag=Gordonia_phage_complete_CDS_0029;function=tail;product=minor tail protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	28479	28820	54.7	+	0	ID=Gordonia_phage_complete_CDS_0030;transl_table=11;phrog=13955;top_hit=NC_031061_p27;locus_tag=Gordonia_phage_complete_CDS_0030;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	28909	31065	305.0	+	0	ID=Gordonia_phage_complete_CDS_0031;transl_table=11;phrog=8780;top_hit=NC_031251_p28;locus_tag=Gordonia_phage_complete_CDS_0031;function=tail;product=minor tail protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	31069	31665	82.4	+	0	ID=Gordonia_phage_complete_CDS_0032;transl_table=11;phrog=7114;top_hit=NC_031097_p29;locus_tag=Gordonia_phage_complete_CDS_0032;function=tail;product=minor tail protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	31674	31910	23.5	-	0	ID=Gordonia_phage_complete_CDS_0033;transl_table=11;phrog=6153;top_hit=NC_031118_p37;locus_tag=Gordonia_phage_complete_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	32141	33181	187.0	+	0	ID=Gordonia_phage_complete_CDS_0034;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0034;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	33207	33659	88.3	+	0	ID=Gordonia_phage_complete_CDS_0035;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0035;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	33665	33979	32.2	+	0	ID=Gordonia_phage_complete_CDS_0036;transl_table=11;phrog=4511;top_hit=MF919537_p45;locus_tag=Gordonia_phage_complete_CDS_0036;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	33976	34212	3.4	+	0	ID=Gordonia_phage_complete_CDS_0037;transl_table=11;phrog=6071;top_hit=NC_030696_p47;locus_tag=Gordonia_phage_complete_CDS_0037;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	34209	34643	44.9	+	0	ID=Gordonia_phage_complete_CDS_0038;transl_table=11;phrog=3798;top_hit=NC_023698_p40;locus_tag=Gordonia_phage_complete_CDS_0038;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	34594	35385	60.0	+	0	ID=Gordonia_phage_complete_CDS_0039;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0039;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	35442	36338	127.1	+	0	ID=Gordonia_phage_complete_CDS_0040;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0040;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	36335	36622	25.0	-	0	ID=Gordonia_phage_complete_CDS_0041;transl_table=11;phrog=37690;top_hit=NC_031052_p48;locus_tag=Gordonia_phage_complete_CDS_0041;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	36642	36884	1.7	+	0	ID=Gordonia_phage_complete_CDS_0042;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0042;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	36881	37816	88.5	-	0	ID=Gordonia_phage_complete_CDS_0043;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0043;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	38284	38511	-2.3	+	0	ID=Gordonia_phage_complete_CDS_0044;transl_table=11;phrog=28010;top_hit=NC_031052_p51;locus_tag=Gordonia_phage_complete_CDS_0044;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	38833	38994	24.1	+	0	ID=Gordonia_phage_complete_CDS_0045;transl_table=11;phrog=33087;top_hit=NC_031052_p53;locus_tag=Gordonia_phage_complete_CDS_0045;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	39047	39289	42.6	+	0	ID=Gordonia_phage_complete_CDS_0046;transl_table=11;phrog=16141;top_hit=NC_031052_p54;locus_tag=Gordonia_phage_complete_CDS_0046;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	39368	40216	154.2	+	0	ID=Gordonia_phage_complete_CDS_0047;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0047;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	40213	41163	183.9	+	0	ID=Gordonia_phage_complete_CDS_0048;transl_table=11;phrog=4171;top_hit=NC_031097_p54;locus_tag=Gordonia_phage_complete_CDS_0048;function=DNA, RNA and nucleotide metabolism;product=RecT-like ssDNA annealing protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	41198	41596	86.2	+	0	ID=Gordonia_phage_complete_CDS_0049;transl_table=11;phrog=14395;top_hit=MF919514_p52;locus_tag=Gordonia_phage_complete_CDS_0049;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	41596	42027	50.4	+	0	ID=Gordonia_phage_complete_CDS_0050;transl_table=11;phrog=27511;top_hit=MG099939_p71;locus_tag=Gordonia_phage_complete_CDS_0050;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	42024	42716	50.2	+	0	ID=Gordonia_phage_complete_CDS_0051;transl_table=11;phrog=32119;top_hit=NC_031269_p62;locus_tag=Gordonia_phage_complete_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	42713	43786	141.2	+	0	ID=Gordonia_phage_complete_CDS_0052;transl_table=11;phrog=2045;top_hit=p109458 VI_12344;locus_tag=Gordonia_phage_complete_CDS_0052;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	43783	44043	24.5	+	0	ID=Gordonia_phage_complete_CDS_0053;transl_table=11;phrog=29500;top_hit=NC_031052_p62;locus_tag=Gordonia_phage_complete_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	44040	45269	139.7	+	0	ID=Gordonia_phage_complete_CDS_0054;transl_table=11;phrog=3171;top_hit=p32104 VI_04105;locus_tag=Gordonia_phage_complete_CDS_0054;function=DNA, RNA and nucleotide metabolism;product=replication initiation protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	45580	46179	90.7	+	0	ID=Gordonia_phage_complete_CDS_0055;transl_table=11;phrog=159;top_hit=p35032 VI_04131;locus_tag=Gordonia_phage_complete_CDS_0055;function=DNA, RNA and nucleotide metabolism;product=RuvC-like Holliday junction resolvase
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	46176	46604	44.3	+	0	ID=Gordonia_phage_complete_CDS_0056;transl_table=11;phrog=36828;top_hit=NC_030913_p62;locus_tag=Gordonia_phage_complete_CDS_0056;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	46601	47113	36.4	+	0	ID=Gordonia_phage_complete_CDS_0057;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0057;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	47110	47793	62.3	+	0	ID=Gordonia_phage_complete_CDS_0058;transl_table=11;phrog=8970;top_hit=NC_031127_p118;locus_tag=Gordonia_phage_complete_CDS_0058;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	47790	47972	5.1	+	0	ID=Gordonia_phage_complete_CDS_0059;transl_table=11;phrog=10709;top_hit=NC_031226_p63;locus_tag=Gordonia_phage_complete_CDS_0059;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	47969	48157	36.5	+	0	ID=Gordonia_phage_complete_CDS_0060;transl_table=11;phrog=10682;top_hit=p184266 VI_04120;locus_tag=Gordonia_phage_complete_CDS_0060;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	48157	48453	44.3	+	0	ID=Gordonia_phage_complete_CDS_0061;transl_table=11;phrog=38443;top_hit=NC_030913_p65;locus_tag=Gordonia_phage_complete_CDS_0061;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	48450	48947	80.9	+	0	ID=Gordonia_phage_complete_CDS_0062;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0062;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	48951	49196	30.7	+	0	ID=Gordonia_phage_complete_CDS_0063;transl_table=11;phrog=6114;top_hit=NC_030913_p67;locus_tag=Gordonia_phage_complete_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	49193	49561	54.7	+	0	ID=Gordonia_phage_complete_CDS_0064;transl_table=11;phrog=23499;top_hit=NC_031112_p80;locus_tag=Gordonia_phage_complete_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	49566	49814	33.8	+	0	ID=Gordonia_phage_complete_CDS_0065;transl_table=11;phrog=2421;top_hit=MH051261_p208;locus_tag=Gordonia_phage_complete_CDS_0065;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	49811	50041	42.0	+	0	ID=Gordonia_phage_complete_CDS_0066;transl_table=11;phrog=36067;top_hit=NC_031052_p74;locus_tag=Gordonia_phage_complete_CDS_0066;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	50038	50322	61.5	+	0	ID=Gordonia_phage_complete_CDS_0067;transl_table=11;phrog=19800;top_hit=NC_015720_p55;locus_tag=Gordonia_phage_complete_CDS_0067;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	50349	50552	31.8	+	0	ID=Gordonia_phage_complete_CDS_0068;transl_table=11;phrog=20777;top_hit=NC_031226_p56;locus_tag=Gordonia_phage_complete_CDS_0068;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	50549	51208	66.9	+	0	ID=Gordonia_phage_complete_CDS_0069;transl_table=11;phrog=21374;top_hit=NC_031112_p57;locus_tag=Gordonia_phage_complete_CDS_0069;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	51205	51648	53.5	+	0	ID=Gordonia_phage_complete_CDS_0070;transl_table=11;phrog=28509;top_hit=NC_030913_p74;locus_tag=Gordonia_phage_complete_CDS_0070;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	51654	52031	29.7	+	0	ID=Gordonia_phage_complete_CDS_0071;transl_table=11;phrog=33652;top_hit=NC_030913_p75;locus_tag=Gordonia_phage_complete_CDS_0071;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	52031	52369	60.5	+	0	ID=Gordonia_phage_complete_CDS_0072;transl_table=11;phrog=2293;top_hit=KX657794_p4;locus_tag=Gordonia_phage_complete_CDS_0072;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	52366	52719	44.0	+	0	ID=Gordonia_phage_complete_CDS_0073;transl_table=11;phrog=1810;top_hit=NC_023725_p34;locus_tag=Gordonia_phage_complete_CDS_0073;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	52889	54103	214.0	+	0	ID=Gordonia_phage_complete_CDS_0074;transl_table=11;phrog=498;top_hit=p48104 VI_12205;locus_tag=Gordonia_phage_complete_CDS_0074;function=other;product=DNA methyltransferase
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	54134	54442	36.2	+	0	ID=Gordonia_phage_complete_CDS_0075;transl_table=11;phrog=33195;top_hit=NC_031052_p83;locus_tag=Gordonia_phage_complete_CDS_0075;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	54419	54664	-0.8	-	0	ID=Gordonia_phage_complete_CDS_0076;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0076;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	54661	55176	32.8	-	0	ID=Gordonia_phage_complete_CDS_0077;transl_table=11;phrog=59;top_hit=MG812495_p46;locus_tag=Gordonia_phage_complete_CDS_0077;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	55169	55417	10.9	-	0	ID=Gordonia_phage_complete_CDS_0078;transl_table=11;phrog=35838;top_hit=NC_031052_p85;locus_tag=Gordonia_phage_complete_CDS_0078;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	55414	55614	13.3	-	0	ID=Gordonia_phage_complete_CDS_0079;transl_table=11;phrog=23633;top_hit=NC_031052_p86;locus_tag=Gordonia_phage_complete_CDS_0079;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	55617	55823	29.3	-	0	ID=Gordonia_phage_complete_CDS_0080;transl_table=11;phrog=3351;top_hit=KY798216_p67;locus_tag=Gordonia_phage_complete_CDS_0080;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	55823	56170	51.6	-	0	ID=Gordonia_phage_complete_CDS_0081;transl_table=11;phrog=28893;top_hit=NC_031052_p88;locus_tag=Gordonia_phage_complete_CDS_0081;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	56205	56465	34.0	-	0	ID=Gordonia_phage_complete_CDS_0082;transl_table=11;phrog=37025;top_hit=NC_031052_p89;locus_tag=Gordonia_phage_complete_CDS_0082;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	56462	56800	64.3	-	0	ID=Gordonia_phage_complete_CDS_0083;transl_table=11;phrog=5392;top_hit=NC_031112_p11;locus_tag=Gordonia_phage_complete_CDS_0083;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	56882	57175	29.7	-	0	ID=Gordonia_phage_complete_CDS_0084;transl_table=11;phrog=28121;top_hit=NC_031052_p91;locus_tag=Gordonia_phage_complete_CDS_0084;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	57172	57507	53.5	-	0	ID=Gordonia_phage_complete_CDS_0085;transl_table=11;phrog=30864;top_hit=NC_031052_p92;locus_tag=Gordonia_phage_complete_CDS_0085;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	57504	57677	27.4	-	0	ID=Gordonia_phage_complete_CDS_0086;transl_table=11;phrog=28698;top_hit=NC_030913_p89;locus_tag=Gordonia_phage_complete_CDS_0086;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	57803	58333	123.9	+	0	ID=Gordonia_phage_complete_CDS_0087;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_complete_CDS_0087;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	58330	58872	28.8	+	0	ID=Gordonia_phage_complete_CDS_0088;transl_table=11;phrog=16713;top_hit=NC_030916_p79;locus_tag=Gordonia_phage_complete_CDS_0088;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	58869	59099	31.0	+	0	ID=Gordonia_phage_complete_CDS_0089;transl_table=11;phrog=24327;top_hit=NC_031936_p74;locus_tag=Gordonia_phage_complete_CDS_0089;function=unknown function;product=hypothetical protein
Gordonia_phage_complete	Pyrodigal-gv_0.3.2	CDS	59096	59452	11.6	+	0	ID=Gordonia_phage_complete_CDS_0090;transl_table=11;phrog=29346;top_hit=NC_031052_p4;locus_tag=Gordonia_phage_complete_CDS_0090;function=unknown function;product=hypothetical protein
##FASTA
>Gordonia_phage_complete rotated=True rotated_gene=terL
GTGACCAGTCCCGACGAGACCGGCGTCGCACCATCCGCGCTCACCGGCATGACCCGCGCC
GCCCGCCTCGCGCTCAAACGGGAACTCGCCGCGAAATGCGCCGAACTCGGCATCGTCCTC
GGCGACACCACATCACCCGGGCAGCTCGCCACCAAACACGACCACACCCAGGTGCAACGC
CCACACCTCGAGGCGATCGACGACGCCCTCATCGGGCTCCTCGCCGAACCGAACCGCCGA
CAAATGATCTTCATCGGCCCACAGACCGGCAAGTCGACCCGCACCTCACGCTGGTTGCCG
TTCTGGTGGCTCACCATGCGACCCCGAGACCGCATGGTCCTCGCCTCGTACGCATCCTCG
CTCGCGGTCACCCACGGCTCGGCGACCCGCGACCTCGTCACCATGTACGGCGAGGAGTAC
GGGCTGCGCCTGCACCCCAGCGAGAACACGAAAGCGTCCTGGCGATGCCACACCGGCGGC
GGGATGCGTGCTGTCGGTGTGCGTTCCGGCCTGACCGGACAGCCGATGGACTTCGGCATC
ATCGATGACCCCGTGAAGGACCGCGCCGAAGCCGAATCGCCGATCGTGCGGGAAGCCACC
TGGGACTGGTACTCGTCGGTGTGGTCGTCGCGTAAGTCGCCCACGTTCCGCGAAGTGCTG
ATCATGACCCGCTTCCACAAGGACGACCTCGCCGGACGCCTCCTCGACCAGGACGGCCGC
GTCGAGGAAGGCGGGGAGTGGCACGTCCTGCACCTGCCCACCATCGCGCTCGCCGAGGAC
CGGTCGAAGGGCATCTACCCGGATCCGCTCGGCCGCGACCCCGGCGACCCGATCACCCAC
CCGCGTATCGACCCCACCGACATCGGTGGGCTGCTGGCGCACTGGGGACGGGCACGGAAG
GCCGTTACCAACCGCGACTGGAACGCCCTCTACCAAGGTCTCCCGTTCGACGCCGAGGGC
GCGTTGCTGACCGCCGACGACATCCGCACCCACACCGCCCCCGAACCCACGGAGTGGCGA
CGCAACGTCGTAGCAGTCGACCCGTCGGGCGGCGGCCGTGACACCGCCGGCATCGTCGTC
GTCGGTTTGGACATGCAGAAGCGTGGCTGGTTCCGCGGCGACTTCACCGCCCGCATGTCG
TCGTACGACTGGTCCCGGAAGGCCTGCACGGTGGCGCACGAGTTCGGGGCTGGGCACATC
GTCGTGGAGAAGAACTTCGGCGGCGACATGGCGAAGACGCTGATCGCGCAGGCGTGGGCG
GAGCTGCAACGCGAAGGGAAGATCCCTCAGAATGCGTTGTGCCCGTTGATCGTCGAGGTG
ACTGCGAAGAAGTCGAAGATCCTGCGTGCCGAGCCGATCGCCCAGGCCATCAAGACCAAT
CGGCTGTGGTTCGCCGCCGGGGCCGATCTCAAGCAGCTGTCCGACGAGTGGCTGTTGTGG
GAACCAGGCACGACGTGGTCACCAGGTGCCCTGGACGCCGGGGTGTACGGGTCGACGGAG
GTCCTGCCGGCGCTACCCCGGGGTGCGGGGGTGGCGAATCCGGCGGCCCGGTCGCGTGGT
GATGCGCCGCGGACGGGTGTCGCGGCCCGCCGTATCGCTGGCTGAATATAGGAACTGTTG
TAACAGTGACCTACGAAAGCTAGTCTGTTCTCGTCACCACAACCGTTCGGAGAGGACCCT
TGATCATGAACGTCACCTGGAAAGACCACCTCCACGCCGCCGCCTGGGCTGTCGCCTGGG
TGCTGCTGCTCGCGTACGGCGTCGTCAACACCCCAGGCGCCTGATGAGCGCCGCAGAGCA
AGCCAGGGAAGTGCTCTCCGGGGTTGAGTTTCAGCAGTGCCACACCGGGTGCCTACATCA
CCGATGTGAAAACTCTGGTGCTGCGATCATGGCAGGTCTGCTCGCCGAACTCGACCAGGC
GAAAGCGGAGAACGAACGGCTGGTCCGTCCCCGGCCGGACGAAGACCATCCGATGCAGAT
TCGTCACGGATGGCTCGTCGAAGCTGGGCACGAACCGAACTTCGTGCCGGGGTACGGATA
TGAGCCTGACACGGACGCGGCACCACTGCTGAAGCTGAGTGATCTGCCGGGGTGGCCGGG
CGCTGACCTCGACGCCGCTCTCGCCGCCATCCAGCAGGTGCGGGCCGCTCTCGACGAACT
CGTCCACCACGGGGACCTCACCCCGAGCGGTCGAATCGCCCTGCAACGCATCCTCGGTGG
TGAGTCGTGAGATGTCTGACGGTGCAGCAGCCGTGGGCGTGGGCGATCTTCCACGGGAAG
AACATCGAGAACCGCACCCAGATGTGGAACTACCGCGGACTCCTCGCCATCCACGCGGGC
AAACAGACGTCGGCCGTCGGTCAGCGTGACCGACGCGTCCGCGACGCCCTCGCCGCCGCG
CAGATCGCCCCGCACTGGCCGCTCGACCTCAGTGTCATCCTCGGCGTCGTGGACCTCGTA
GACATCCACTTCGCGGGCGACGACTGCACCAAGACCTGCTCGACATGGGGCGACGACCGA
CACCACCAAGGCATCTTCGACCCGGTCCGGCGCGGCGGTGTCACGCACCTCGTCCTCGAG
AACCCGCGCAAGCTCACCGAACCGATCCCGGCCCGCGGGGCGCTCGGCCTGTGGAACCTT
GCCGACGACGTCGAACGCCTGATCCGCCGCGACCTGAGAGGAGACCTCCGATGACCGCGA
ACGGCATACTGTCCGCCCTTGGCCTTGTCGCCGCCCTCGCCACCGTGCTCCGGATCGCCT
GGGTGTGGCAGCAACACCGCAACAACCGACCCGAGGAACACAACACCATCACCGGCACAG
GAGGAACGCCATGACCCGCCAGACCGCGGTCATTGTCGACGTCGACGGCACCCTGTGCGA
CGTGTCGACCGCGCTGCACCACATCACCACCCCGGACGTGCTGAAGGACTTCGACGCCTT
CCACCGCGCCGCCGCCCAGTGTCCGCCCACCGACTGGGTCCTCGAGTGGTGCGAACAGCA
ACGCGCCGCCGGCCATGTGCTCGTCGTCGTGACCGGCCGCATGTACCGGCACATCATGGA
CACCACCGAGTGGCTGGTCCGGCACCTGCCCGGACCGTTCATCGGACCCCTGATGCGCGG
TGACGACGACGTCCGCCCGGACACCGAGGTGAAACACGAGATCTACACCCTGCTCACCGA
TCCCGACTACTACAACCTCGACATCGTCGCCGCGATCGACGACCGGCCCAGCGTCATCCG
GTTGTGGCGGTCCCTCGGCATCCCGACGACCGTCGCATGGCGGAAGGACTGGCTCGCGGC
CGGCGAGCACTACGACGACGAGGACACTCCGTAGCTCCCGCTACCTCGGGGATGGGGTAG
CGGAACCAGAGAACTCGGCCCGCCTGACACACGCGCAGGCGGGCCGAGTGCTGCATCACC
GCCATTCCACACGGTTACTCTTATCCGTAACCACGCGAAAGGGTGCACCGGTGACCTTCC
TGACAGCCATACTCGCCATCGGACTCATCATCCGACTCACCCGGCTCATCGTCGCCGACA
CCATCACCCACCCCATCCGCGCCCGCATCGTCGTCTGGCTCGGCCCCGACCACCCCATCG
CCACCCTCGTCTGCTGCGCCTGGTGCATGTCGGTGTGGGTCGGCGCCGCCGTCGCGGCCG
CCGGATACTTCGTCGCTGAGGGCCCGTGGTGGCAATGGGTCGCCCTCGCCGGCACCGCGT
CCTGGCTGTCCGGGATCGCCACTCAGATCGACCCCGCCTACCAGGGCAGTGAGGGCAACC
AGTGAAACGGCTACCCGACTCCACCGCCCCCGCGATCGCCGAGCAGGCCGGACGTCCCCG
CGGCCTGTTCTCCCGCATCCGCGTCCCGTCGGGCGCCGTCGTCGCCTCGTATCCGGTCCC
GAAGACGAAGTCCGGGCGCCGCGGCTCACGCGGCGAATCGATCACCGCGTCCGCGCAGGT
CCTCACCCAGAAGAAGATCGACCGCAAGACGCGACGAGTTCCCGCCCAACGCTGGCAGGC
CGAGGCGTGGCAGTTGCGCCGGGAAACCCCGGAACTCCGCTTCATGGGCGACCGGCAGGC
CCGCGCCTGCAGCCAGGTCCGCCTGTTCATCGGCCGCCGCGACAAGCTCGACGAAGAAAC
GACCCCGGTCGAGGACGGCCCCGCCGCCGACCTCGCCACCATGCTGTTCGGCAACGAACC
GATGGTCGAGCAGGCGTTGAAACGCTACGGCCAGCACCTCATCTTCAACGGCGAATCACT
GATCCTGTTCACCGAGAAGGACGGCCGCATCGACTGGGCGCCACACGCCTCGTCTGAGAT
CACCGGCGATTCACCGAATTTCAAGCTCAACGACGGCATCACGACCTCGAACATCGACCC
CGCCACCCAGATGCTCGTCCGGTCGTGGACCCCCGACCCCGAACGGTCCGCCATGCCGGA
CGCCCCGGTCGTCGCGGTGATGCCCGTCGCCCGGGAGCTGATTGGCCTGACGAAGTACGT
GTCCGCGCAGGTCGATTCACGGCTGGCCGGCGCCGGTCTCCTGCTCCTCCCGCAGGGCAT
CGAATCGCTGATGACCAACCCCGAGGACCGCGACAGCGACTACTCGTTCGCCGACGAACT
CACCGACTACATGGTGGTGCCGATCCGCGACCGCGACAGCGCGGCGTCGGTCGTGCCGTT
CATGGCGATGGTGCCGGCGGAGTTCGTCGACAAGGTCAAGCACCTCACCTTCGACAGCCC
CCTCGACCCGCACATGCACGAGCGTCGGCAGGAGGCGATCCGCCGTATCGCCCTCGGCAT
GGATTCCGACCCGTCGGTCCTGCTCGGCATGGCCGACTCGAACCACTGGTCAGCGTGGGC
GGTCGACGAGAACGAAGTGAAGCTCGGTGTCGCGCCGATCCTGTCGACCGCGTGCCACGC
ACTGACCCAGGTCGTGCAACCGCTCCTCGAGCAGATGGGCGTCGCCGACGCCGACCAGCA
TGTGGTGTGGTTCGACACCGCCCCCCTCGATATGCGGCCCGACCGGTCGAAGGACGCGAA
GGATCTCCACGAGCGGGGCGCCGTGTCCTCCGAGACCGTCCGCCGCGAGACCGGGTTCAC
CGACCGCGACATGCCGTCCGCCGACGAGCACCGCCGCTTCCTCGCCGAGAAACTCGTCCT
CGCGAACCCCGCCTTCGCGCCCGCCCTCGCCGAGCTGATCAACCTCGGCGACATCGACTG
GACGAAGGCCACCCCGACCGACGAAGCCGCGCCACCTGGCGCCGCCCCGCCGGGACCGGG
AGAGGACGACGACCCGATCGACCAGACCCGCGCCATCCCGGAAACCCGCGACGACTCGCC
GCCTGCCGAAGAAGGACTCGACCAGTGACCGATCGCGCCGTAGAGATGGTGTGCGAGTTC
GCCGTACTCCAAGCCCTCGTCACCGCAGGGAAACGTGGACGGCTACCGCGCGCGATGATC
GGGCAGCTCCGCAACGACGGCGTGCCGGCGCACGCCGTGCACACCCACGTCCTGCTGGCG
CACAACGAAGCGGAGTGCGACCGCCTGATCTCGGGCACCTTCGACCTGCTCGCCGCGGTA
CTGCCCGAAGACGACGCCGCCCGCATCGTCAACGCCTGCGACACCTACACCCGAGGCCTG
ATCCTGGCCCAGCGGCCGCCCGCACGGAACGCGCTCGCCGAGGTGCTCGACCATGCCGTC
CCAGCGTCAAGCCGATAGGGCCCGCGCGTCCCGACGTCTCCTGCTGCGCGCCGAACGCCG
CATCGACGCCGCAGTCCTGGGCGCCATCGACGCCTGGCTGACCGCCGTCCGGTTCCACCT
GTTCCGCGAGCTCGGCGAACCCGACCCGATCCGGGCGGCCGCCTACCCGCACGGCCCGCA
CATCGTCGACGCCGCCGTGCAAGCCTCGTACGGCGAATGGCGCCACCACCTGGACCGCCA
GGTGATCCCGTCGGTGTCGATCGAGTTCTCCGAGGCGTTCCAGCAGGCCCGCCAACGCGA
CCCCCTCAACTCCTACCGCTACCAGCAGCAGTACCTCGAGGAAGTGTCCGACCGGCTCAA
GATCTGGCCCGAGGGCGCGTTCGAAGACATCCGGCCCGAGCTGATGGAAGCCCTCGCCGA
GGGCGAGAGCATCGACGAGATCCGCGACCGCGTCGGCCGGGTGCTGAACATCGACGCCCG
CACCCGCGCGATCCGAGCCACCATCCACGAGGTCGAACAACGCCTCGCCGACCCCGACAT
CGATCCGAACACCCGCCGCGTCCTCAACGCCCGCCGCCGCGAGCTGTGGAACGAACATGA
CGACAGCCTGGGGGAGTGGCAGTGGAAGGCCCGCCGCATCGCCCGCACCGAGGCCCACGG
CGCCGTGTCGGCCGGCACCCTCGCGTCTGCGCTCGCCCGCCAGGAATTCGACCCCGAGCT
GCGTCTCTACAAACGCTGGCTGGCCACTGAGGACACCCGGGTACGCGCGACGCACCGCGT
CGCCGACGGGCAGGTCGTGCCGCTCACCGAACGGTTCCGGGTCGGTGGGTTCCTGCTGGA
CCACCCGGCCGACGCCATCACGATCGCGCCGCACGAGGTGATCAACTGCCGCTGCGCGAT
GCTGATCTACGACGACGACGAGCTGCAGGACGAGCTGCAGGGACCCGACGGCAGCATCGG
CGAGATCCGGCCCGGCGGGATCCGGTTGGGCCCGGACGACCCGGACGACGCTGACCGCGT
GATCGCCGAAGTGGCGAAGGAGGAGGGACTGTCGCGGCCGGCGCGTCTGGGGCAACGCGG
CGAGGACCGCGGCCAGCCGACACCGGCACCGGCAGAGCCGGTCGAACTCACCGACGAACG
GGAGAAGTTGCCCCCGCCGGACCGCCCTGCCAGGAGTCTGGCGGACCTCTCCGACGACCA
GCTCCTCGACGAAATGCAGCGCGCGAACGACACCAACGACGGCGTCCTCTGGGAGCAAAC
CAACGACGAATGGGAACGCCGGCACAGCCAGGCCGCAGAGGATCCGCAACCTATCAACAA
CGGGGCAGATTCTTCTGAACCTGTCACGTCACCCGCATACGATTCAGACGACGCACCACC
ACCACCGCCACCACCGGAAGGTCCGACGCTGACTCCCACACCGGACGACGAGCCCATCGG
CGGGCCCACCCCTGCGGAGCGCGATGCCGCAGCCGAGGTCCTCGACGAGGAGTACGCCGA
CGACGTCGCTGAGCTGACCTGGGACGAGCGCGACATCATCGAGGCGTGGCAGCGCGACGA
TCGCACCTACGAGGAGTTCCAGAAGGCCGCGCGCCTTGAATCCGACGACCCAGACTTGAT
GGCGCGGGCCGGCGATCTCGACGAGCTGGTTCGGCAACATCGTTTGCGGCGGCCCGTGCA
GGCCTATCGCGGTATCCGCGACGCTCGCAAGGTGTTCGGCGTAGACGCTTCCGACCTGGC
CGAACTGGTTGGTCAGGACGTCGAGCTGCGGGGGTTCTTCGGGGTGTCACTCGATCGGGC
GGTCGCCCTCGATGAGTTCACCAATCCGTCACTCGGGGGCGGTGCTGCACTCATTGACGT
GCAGATTCCCGCCGGGATCCGGGCACTGTGGGTCGCGGCGGCCGGTGCCGCGGGGATGCG
GCGTCAATTGGAGCTGCTGCTGCCGTCGCCGGTTGTAATTTCAGTCCTCGACGTCGACTA
CTCCGGCACCAAGCCCGTTATTCGCGTACGAGTGTCAACGGTGTGACCAGCGAAAAACCG
CGTCGGTATGTCCTGACCTTGTGCAAGTCGGTATTGTGGGGCGCAGACAGGAGATGAATT
CACATCTCCACTCGACACACCGATATTCGACACGGTTTGGACGCGGCCATGGGTATTTCG
CATCGTCTCTGGGACGACAGCGTATTTGTGCCTGCTGGCGAACAGGCACCGGAGCCTGCT
TTTGTCGGGCAACTGCTGGCCCGGCTTCGCCTCGAGGACGCCCCGAAGGCTGATCAGGTC
GAGGGAATCCGGCACTGGTTGGAGACCCACGACGCCAGCAAGAGCCTCGAGATCAGCCTC
GAGCGTCGCGGCTTCACTGAGCTTCTCTACAGCTGATCGTCGTTCCGCGACTCGCCGCAG
ACCCTGTGGGCGATTTCCGTGGTGGATACTGTTCGATGTAGCCACATAGAACGGGAGCTT
CCCATGGGTGATTCGCTGACCGCCGCGCTCACAGCCAGCGGGATCGTGTACGACCTGGCC
GACTTCTCGAACCCGCAGCTCGAGGGTCCGACTGCCCTGCAGGTGTCCGACGACGGGCGG
GTCCGCGGTCACCTCGCGATTTGGGAGACCCCGCACATCGGCTACGGCGAGATGGTGCCG
CCTCCGCACAGCTCGACGTCGTACGCGTACTTCCATCAGGGCGTGGTGCGTACGGGCGCC
GGGGACCTGCCTGTCGGGAAGCTCACCCTCGGCACCGGCCACGCTGGGCCGGGTGGCGAC
GCGATGGCCGCCGCTGCCCACTACGACAACACCGGATCCACTGTCGCGGTCGTCCGCGCG
GGGGAGGACCAGCACGGCATCTGGATGGCTGGCCGGATCGTGCCCGGGGTGAACGACCAG
CAGATCGACGAACTCCGCCGGTCGTCGGTGTCGGGCGATTGGCGCGATGTCACACGGCAG
GGACAGTACGAGCTGGTCGCGGCGCTCGCGGTGAACGTGCCTGGCTTCCCGATCCCTCGC
ACCGAGCAGCTCGTGGCCTCTGGCCGCCCCGTCGGGCTCGTCGCCGCCGGCATCGTGCAC
CGCCGCGACCCGAACAGCCCCGTCACCTACGCCGACCTGACCTCGCTCGTTTCGGCAGCC
GTTTCGGACGCGCAGAAGATCACCGATCGCCGAAAGAAGGCGGAGGAGGCGTTCGCCGCG
GTGAAGGGTGACGTCGACGCCGACCGCGAGGATCAGCGGAAGAAGAAGGCCGACAAGCGG
AAGAAGGCCTCCGGCAACGCGATCGCCGAGGTGCGGAAGGACCGAAGCCGCGGGCAGATG
GCCAACCTCCTGGCCGCTGGCGCCGAGGCGAAGGTGAACGACGCGACTGGCCGAATGCCG
GCGCAGCTGCACCGGTACTGGACGACGGGCAAGGGACTGGCGAAGTGGGCGACTAAGCCG
ACGCCGTACCGGTCGCTGGTGACCGCGCTGAGTAGCGTTCCCGAGATCGTCGCCGACATG
ACGCCGGAGCAGATCAAGGGCCTCGCCGCGAACCTGTATCACGACGTGTTCAAGCAGTGG
CCGGGCAAGCAGCGCGGCGACAAAGGATCCGGGAAGCTCGCCGCATCCGGAGTGTTCGAC
GAGCCCGGGGTGCGGGCCGCCCTGGACCGCGCTGAGACGGCTCTCCTCGCGGCCGCCGCG
GGTGGTGGTTCGGGAAAATGACGGCCGCCGGAGACGGCGGCGACGACCACGACACCGACG
GGATGATCGCGCTCCTGCCGACTGCCGAAGACGCGAAACGCCTCGCTGTCGGAGACGTCT
CGGTCGAAGAGCTCCACCTAACCCTGGCCTACCTGCCCGACGTCACTGCGTTCACGGAGT
CGACGCAGTCCGCGTTCCTGGCTGAGATGGCTCGGTGGGCGTCGCGGACACCCCGGATCT
CCGGCGAGGTCAACGGCGCTGGCAACCTCGGCGGCGGTGTCGCAGTTTGGCTCGTGAACG
CGCTCGGGCTCACCGACCGGCGCAGCGAGCTCGTTGACTGGATGGAATCCGACGCAGACG
AGCAGGTCGAGATGCCAGCGGTGTCTCACGACTTCGACGGGTTCCTCCCGCACATCACCT
ACGCGAGCGGCGGCGTCACTCCCGGCGACCCGATCCCCGGCGTGTACGGGCCAGTCACGT
TCGACCGGCTGCGAGTGTCGTTGCGTGGCAAACACACCGACGTGCCACTCGGTTCTACTG
ACGCTATAAGTGGCCGCCAGACCGATACCCCTGAAACCCGATCGGCGGTGGCGTGATGGG
CTGCAACTGCGGAGGCGGATCGGTCACCATCTGGGTGGTCCGGCTGCCCGACGGACGGCG
GAAACGGTTCCTCGACGAGGGCGACGCCTACGCGTGGGCCGACGACCGAGACGGGACCGT
CGAGCCGGTTACGACCTAACCCGCAGGTCGCGGGTTACAGTATTGGACAGAGCCGCTGGC
CGAGGGCCGGGCGCATTGAGATCGAGATGCGACCCGACAGGAGATTCCGGTGGAACTCAC
CCTTCAGGACCTGCTTGACGCGGCACACGGTGCCGGTGAAGAGGGCCAGGCCCCCACACC
CGAACAGCGCGCGACCGCCATCCGCGAGAAGCTCGCCGGCGCGGACCGCCCGGCGATCGA
AGCCCTTCAGGACGAGGCGATCGAGAAGTGGGGCGAGCTCAACGCCACCGACCCCACCGA
CGAGGAAGGTCTCGCCGGCCTCGAGGCGCTGACCGAGTTCGTTCAGGTGACCCGGTCGGT
GCAGTCCGACCTCGACGCTGCCGACGAGCAGGCTCGTGCGCGTCGCGCCGAGATGGAAGC
CAAGATCAAGGGCACCAAGGGCGACGCCGAGGGTGGCGAGGACGAGGGCGCCGAGGGCGA
GAACGCCGGTGAGGGTGGCGAAGGCGAGGGTGACGGCGGCCAGGGTGCCGACGACAGCGC
CGCTGCCGCAACCGAATCGGCCGCCGAGGGTGCCGACGGCGGGCAGGGCGCCGAAGGTGC
TGCCGCTGCCGCTGCCGAGGCCGCTCCTGCTGCCGAGGCTGTCGTGGCGTCGGCCAAGCG
GAACCGCTTCGACCTCGCCGCGATCGGCAAGCGCACCCCGAAGCCGAAGCCACAGGCCGA
GGACGAGCGGCCCCGCGGGTTCTCCATCACCGCTGCCGCGCGCGTCCGCGGCTACGAGAC
CGGGCAGGCTCTCGACCTCGACGGCGTGACCGCCGCCGCACAGGCACGCATCGAGAACAT
GCCCCGCGGCGTCAAGGGCCTCGTCCAGCAGGAGGACATCGCACACTTCAAGGTCGAGTA
CCCGGAGGAGCTGACCGCGTCGTTCAAGGACGACAACGCGCTCCTCGACTACGCGGGCGA
CCAGTCCCGACTGGCCAGCAATCGGGGCAAGGGCTCGCTGGTCGCGGCCGGCGGCTGGTG
CGCCCCGTCGGACACGCTGTACGAGCTGTCGCCGGTCCTTGCCGACGCCACCGCGGGCCT
GGTCGACGTCGCCGAGATCTCGGTGAAGCGCGGCGGTATCCGCACCACCGAGGGCGCCGA
CTACGCCGCCATCTACAGCGGCGGCGAGGTCGGTATCCGGGAGACCGAAGCGCAGGCGAT
CGCCAACGCCGACGACCCGGACTACGAGAAGGTGCTCTACCGGGTGCCCTGCACGGAGTT
CGTCGAGAAGCGTGCCGGCGTCGTCTACACCGGCATCGAGGCGGGCATCCTGCAGAACTC
GGCCTACCCCGAGCTGACCCGGCAGCACGTCGAGGCAGCGATGGCGGCTCACGCCCACCG
CGTCAACGAGCTGACGATCGCCGACATGGTGGCCCTGTCCACCCCGGTCGACCTGACCCA
GGAACTCGGGCCGTCGGTTACCGCGTCGGTGCTCAACGGCATCGAGTTGATCATCGTCGA
TTTGCGGTACCGGTACCGCGCGCCGGAGTCGATGACCCTCGAAGTGGTGCTGCCGATCTG
GCTCAAGCTGCACGTCCGCGCCGACCTCGCCCTGCGCTCGGGCATCAAGTTCGAGCAGGT
CACCAACGAGCAGATCAACGCGTTCTTCACGGCCCGCGGCGCTCGCGTGCAGTGGGTCTA
CGACTGGCAGGACGCCTTCTCCGGCGTGGCGAACGGCTTCGGCTCGGCCACCGTCAAGGA
GACGTTCGCGACGTCGGTCAAGGCAATGGTCTACCCGGCCGGCACCTTCGTTCGCGGCCG
CGGCGAGGTCATCTCGCTCGGCGTCACCTACGACTCGGTGAACGTCCGGAAGAACGACTA
CCTCGAGATGTTCCAGGAGGAGAAGCTCCTGGTGCACAAGCGGGCGTACAAGAGCCTCGT
GGTGACGCTGCCGCTGGCGGTCAACGGCGTGACGTCGGCGCCGCGGGAGCTGGTCCACGG
TGGTCCGATCGCACCCGAGACCCCGTAGTCGCGGACTGAGCAGATGAGGGCGCTCCCGGT
TTCCCCGCGCGGGAGCCGGGAGCGTTCCTCATTCCCCACCACCACGAGGAGCCACTGATG
CCCGTCGGACCACCCGTATACGTCACCCGGCAAACCGCGCCGGACGCACCGCGATTCGGG
CTGCTGTCCGTCGCATCGATGCCCACCGACGGCGGAGACCGCGCTGTCTACAACGGCATC
GAGTACGACCTACCTCCGGAGCCGAAGGCCACCGCGTCGCCGACGGACTGCGTCGACACC
CCCGCCGATCCGATCGACCTCGACCGCGGGCACCCCACCACCACCGCGATGCCGATCCGC
GCCTGGTCCGGATTCGAATGCTCCGCAGTCGGCCTGGACGACGCCGAGATCGCCTCCTAC
GCCCGCGCGAAGCTCACCGCCGCCGAGTCCCCGTACCTTGAGGCGGAGCTGTGGTCCGAG
GCCGACCCGTCGCTGATGTCGGCGGACACCGTCGTCATCGAGGACACCGCAGTGCCCCTC
GAAGTCGGGATCGGCCTGCTCGAAGGGTGGCTGCACACCTCCTACGCGGGCGTTGGCGCG
CTACACATTCCGCGGGCGCTCGGCGCGCTGGCAGACCACAAGTCGGTGCTGCACGCCTCC
GGGTCGAAGCTCGCCACGCTCGTCGGCACGCCCGCCGCGCTGGGCAACTACCCGACGACC
GGTCCGGACGGGCAGGCTGCGGCGGCGGGCACGTACTGGATCGTCGCCTCGGGGGACGTC
GTCGCGCGCCGCGGGGAGATCAAGGTCCACACCACGCAGGCGAACGCACGCCTCGACTGG
CGGCGCAACAACATTCAGGGCATCGCGGAACGCTCGTACGTCGTCTCGTTCGACGACGTC
GCCGCGGCGGTCCTGGTGAACCTCACCTAGAAGGGAATGGGTCATGCCGACGATTCTGAC
CAGCAGCGACCGTGAGGCGTCGCAGATCGCGCGGAAGCTGCTCGAGGCGAGCAAGGGCGA
CGAGTCGCGGTTCCGCATCGTGACGACCGGTCGCCGTCTGGCCTTCGAGGTCGACGACGC
GCTCGCTGACGAGATCGGCGCGAACACAACCGATGAGCCGGACGCGGCCGGCGACGACTC
GGCCGACGAGACCGAGACCGTCCCGGACCCGCCGCTGGTGTCCGGGGAGCCGGTGATCCC
CGTCGACGACCTCGAGGTCCCAGACCGCAACGGCCGCACCGCCGACTGGGCCGAGTACAT
GCGTACCCGCTTCCAGATCCATACCGGCGGCATGACCCGCGCCGAGCTGATCGCCGAGTA
CGACAAGCGCACAGGCGATGCGTAACCACGAAAGACCTGCATCGGGGACTATCCTGATGT
CAGCAAGCCGCTGGCCGAGGGCCGGGCGTGAACTCACTCACGACCGACCTGGAGGTCTGA
AATGGCGAACCTGACCTGGCCGTCCATCCGCGGCAAGCGCGCACGCTTCACCCGGCTCGA
CGAATGCGGCGTCCCCGTCATCGGCGCGAAGTCCACGCTGGTGACCAAGGGCTACATCAG
CGTTACCGTCTCCCCGGAGTACGAGGACGCCACCGAGAACGCACCCAAGACCGCCGACGA
CACCTTCGCATTCGTCGACCGCGGCAAGGACCTGCTGAAGTACCTCACCGGCGAGATCCA
GTTCGTCGGAGTCGATCCCGAGGCGTACGAGATGGTGTCGGGCAACCCGATCTGGACCAA
CGCGGCCGGCGACGCCGCCGGTATCAAGGTCGGCACCTACGACGACATCGACGCGAACTT
CGCGCTCGAGCTGTGGTCCGATATCCCCGGCCAGGTGTGCCAGGGAGCCAAGGCGTACGG
CTACTTCCTGCTGCCGTTCATCGGTCCGGCCCGCATCGGTGAGATCGCGATCCAGGCCGA
GCGCGCCGAGTTCTCGCTGACGAACGCGATCACGAAGGACGCCAACAGCTGGGGCGTCGG
CCCGTACAACGTCGAACTCAACGACGCGGACCCCGCCGTCCCGGCGAAGCTGAACACACC
GCTGACCGCGAAGGACCACCTGGTGATGTTCCAGACCCCGGTCCCGCCTCCCGCGATCAC
CGCGGGCGCGATTGCACTGGCAGCCTGATTCCCCTCCTTGGATGGTGGGTTACGCGCCCC
CGCCCCAGCCGATCCCCAACCGGCTGGGTCGGGGGCGTTCCCGTTTCTGACGAACGAATA
GGAGTGTTCTGTGGTTGAGTGGCCGATCATCATCCCGTCGAACGCACAGGCGTTGTGGGA
CAACGCCGATCCCGTCGACCGGCAGGCCGCCGAAGCGCTCGCGGGCCGCATCCTGTGGGC
GCTGACCGGCGAGGTGTTCGGTCTCCGCTCCGAGAAGGTGCGGCCCTGCTTCACCCCGCA
GACCCGCGGCTCGACCTACTACGGGCCCGGTGACCCCACCCCGGCGTGGTGGCCCGGCGT
GGGGGTCGGGAACCCGGGAGCGTCCGGCGCGTGCGGGTGCCGCTCGAACTGTCGCCACGT
CACCGAGGCTGACGTGTGGGTGCCCGGACCGATCGCCGAAGTGACCCGCGTGAGCATCGA
CGGCGTCGACGTCCCGGAGTCCGCGTACGTGGTCCGGTCCCGGCGCTGGCTGCGACGCAC
CGACGGCCAGGCGTGGCCGCAGAACCAGAACCTCAACGCTCCCGACAACGGGCCAGGTGC
GTTCGTCATCGAGTACGAGCGAGGCGTTCCCGTCCCGCCGGAGGGGCAGTTCGCGGCCGG
CGCCCTCGCCGTGGACCTGCTGCGCGGCATCACCGGCGGCGAGTGCTCGCTCCCGTCGAA
CCTCACATCGATCTCACGGCAGGGCCTCACGGCAGAGGTCGACCCCCGCGCGTACTTCGC
CGAAGGGCTGACCGGGATCGAGGCCGTCGACGAGTGGATCATGGCCGTGAACCCGTACAA
GTCCCGTCGGCCCGCGCGCATCTCGTCACCGGACCGCCCGCGCGTGGAGCGTCTGTCATG
ACCGTCTGCAATCCGTACGCGATCGCGAAGCGGCTACTCGACCAGCTCGCAACGGAACTC
GTGGAGGCGCGCGCCCCGCTGCCGAAACGGATGACGGTCCTGACGTCGCCGCAGGCCGCG
GTGATGGAAATGTGCAGCACCGGGTGGGTGGCGTTCTCCGGCATCACCCCGAGCAACGGT
GCCGGCGGATCCCCCGGCGAGTTCCGCGGCGTCGCACCCGATCACCAGATCGCGATGACG
ATGGGGGTGTACCGCTGCTTCCCGGTCGATCCGAAGCTCGGACCCCCGCCATCTCCTGCA
CTGGATTCGGCGTCGCGGGACATCCTCGACGACTTCGAAGCGATGCGCCGAGCCGCGCTG
AACGCTTGGGCCGACGAAGACGACTGGGACCTCGAACCCGTCCTCGGCGGCTGGCGGCCG
GTCACACCGCAGGGCGGAGGCCACGGATCGACGATGGACGTGTCGGTCACGACGTCGCTG
TCGCTGTTCTCCGACGAGTCGATTCCGATGCTCGACGGAGACCCACGCGGCTGACGTCCG
TTCGTAGGTCACTGTTCGGGCGTATCCTGCGTGCATGACCGAGGTGACTATCAAGGCAGC
GCAGCGCGTCGCGGGACTCCTCCCCGGCGCAGTGGTGACGGTTGAGAAGACCGACCGCAT
CGAGAAGTTGATCGCGCAGGGACGCGTCGAGGTCGTCGACGCCGACGGCCGCGCCATCGA
CCAGGACCCGCTGCCGACGGGCAGCTTCGCTCCAGCGGACGATCCCGCCGACGCGGCGGC
CACGGATCTCGCCGCCGCCCAGGCGGACGCACAGGAACAGGCATCCGCGTCCGGCCGGCG
GAAGAAGCCGACTGGCGATGCCGGTTGACATCCATCACCACACGATCGAGCAGGACAACC
GCGCCGCCGCCGAGCGGTGGGGCAACCGTATCGGCCGCCGCGTCACCAACGCCGCGAAAC
GCCGCGCTCCGGTCGACGAAGGCACACTCCGCGCGAGCATCGACTACACCCTCGAATGGT
CGGCGGGGTCGTGCCACATCACCATCGGGTCACCCCTCGACTACGCCGAGTACTTCCACG
CCGGCACAGGCATCTACGGGCCGAAAGCCACGCCGATCGTGCCGGTCACCCGCAAGGCTC
TCAAGTTCCGGTGGGAACCGACCGGCCCGGGCGCGAAGAAGAAACTGCCCAAGGAGCAAC
GTGGCTGGTTCTTCGCGACGTCGGTCAAGGGCATCGAGCCCGACCCGTTCCTGATCGACG
CCCTGAAAGAGGTCATGGGCGTCATCGACACCCTCCGCTAACCCGCACCACCACAACACC
ATCCACTGAAAGGGAACCACCATCCAATGAGCACCACCGACGACACCACCAGCGACATCA
TCGTCGACGACGACTTCGACATCGAAGACCCGGAGACCCGGTCGACGCTCGGGCTTGCCC
CGCTCGATGAGGACATTCCCGAGTCGCTGCAGTTCTCCACGAAAGACGGCGGCCGCAAGT
TCGAGCGACGGTCGATCGTGATCGACGGCCAGCAGTTCGTGATGACCCAGCCGTCGGACT
ACACCCTGTACCTGTATGTGCCGAAGCTGACCAGCCCGGACGGATCCGAGCGGTTCGATG
CGATGATGCGGTTCCTCGACGTCGTCCTCGACCGCAGTGCCTCCCAGTACCTGCTGGCCC
GAATGACCGACCCGGCCAACGACTTCAACGTTGAGATCCCGCCGACGATCGTGGCGACCG
CCCTCGACCTGTGGGGCAACAAGTCCGTCGCCGAGATGTACCGCAAGTTCAACGCCGAGA
ACGATACGTCGGCACCCGCGGTACCGCCGACCCCGATCGGCGCGAACCGTGCACAGCGTC
GGCAGGCGACGAAGAAGACCGCCGCGAAGAAGGCTCCGGCGAAGAAGGCCGCACCTCGGA
AGTCCACTGCACGTAAGTGACTGCCGGCCCGCCGTGGTTCGACGCTGCACCCGCCTGGTC
TCTCGACGGGCGGGTGCTGCGTCTGACCGAACCCTCCACCCCTGACATGGTGCGCGCGCT
CCTCGTCCCCGACGAACCCCCTGACGTGGTACCGGGAAGGCCAGCCACGATGGGCAACGT
ATCCGGGCTCGCGATCGTTCTCGCCTGCACCCCCCGGGAACAGGACCGCATCCACATACT
GACGCGGCTCCTCGAGCCCGCCGAGACTGCACCATCCCTGACCGACATGCAGTTCGTCGC
TGACGAGGTCGTCTCCATGTACGGCGGCGGCATGCGCCGCTGGACCGTCGAGCATCTGTG
GACCAAGACGATGCAGAACTGGGCGTTCGTCGACGGGGAGCTCCAGTTGGGTGGTGTCGA
TGTCCTCGAGTTGCCGTTCGCGCGCGCGACCGCGCTGGTGTGGGCGTTGTGGCGCAGGGT
GCTGCGCCACAACAAGGACGAGATGTCCCGGTTCACCCGGGAACTCGACAAGCCACCGCT
GCGGGTGATCGAGAAGGAAGACGAGGAGGAGGCCGCGACCGCCGACGCTGATTCTTCTGG
GTTCATGGCGCTGCAGAACGTGTGGCAGCAAGCCCAGCGCGGTCCCGCGACGCCAGCGTC
CACCAGTGATAGCGGCAGCTCGGATACGCTAGACCGGAAATAGAAGCAGCTCGCGCTGCT
GGCCGAGGGCCGGGCGCGTTGTCCTTGGAGGCAGCGCGTGACCAGTCCTGGCGGTGAATG
GGCGAAAGCTCGTGTCGGCGTCGAACTCGACTGGTCGAATGTTGATCAGGAGCTTCGGCA
GAAGTTGGAGCGGTCGACGCTGATCGCGTCGCGTGCCGCACAACGACATCTCGACAATCT
GCGCCGCAGCGCCGAGGTCACCTTCACCCGGATGGGCCAGTCGTACAGCCGTCAGACCGA
CGGCATGGTCCGCAACACCCAGACCACGGTGGCGCGTATCAACGCGCAGCTGCAACGTAT
CCGCGACGTCCGGGTCACCGCCACACTCTCGATCGACTCCAGCGGCGCGCTCGCCGAACT
GAAACGGGTCCACGGCACCCTGCAGGCTTGGTTGAACGCGAACCCGCTCACGGTGCGGGT
GGGCGTCGACACGGCCCGCTCGATGGCGTCTCTGCAAGCCACGCACATCGCGATGCAGTC
GTGGCTACAGGCCAACCCACTCGAGGTCGACGTGCGGGCCAACTCCCGAGGTCTCGCCGG
TGGCCGTGGGGGAATTCAGAGCCTCACCCGCGGGATCACGTCGGCGCTCGGGTCGGTGGC
GAAGTGGACGACCATCCTGGCCGGCGCGACGATGGCCGCCGGTGCTGCGCTGCCGGTGAT
TGCCGCGCTCGGCGCCGCGCTGGCATCGGTCGGTGTGGCGGCCGGTGGCGCCGGGATCGC
GGGTATCGCCGCTGCGGCTACCGGATTCGCTGCGCTCAAGACCGGCCTGTCTGGGGTTGG
GGAGGCGTTCTCTGCGCTCGGTGAGGCGTCGGCGTCTGGCGGGGGTGCCGCGGTCGACAA
CGCGAAGCAGGTCCGTGACGCGCAGCGTGACCTCACGAACGCGATCGAGGACGAGCGCGA
CGCCCAGAAGGACGTCGGTCGTGCCCGCGACGACGCCCGCCGCAAGCTCCGCGACCTCGA
CCTCGAGCTGCGGGGTGCCGCGCTGTCGGAGAAGGAAGCGGCGATCGACCTGGCCGACGC
CCGCGACGAGCTCGCCCGCGGCGATTTCAAGTCCTCCCGCGAGAAGCAGAAGGCCGTCCT
CGCGGTGCAGAAGGCCGAACTGCGGCTGACCGAAATCCAGCGCGGCAACGGCGATCTCAT
CAAGGACACCAACGAGCAGCGCCGAAAGGGCGTCGAGGGGTCCGACGAGGTCGTCGACGC
GCAGAAACGACTGAAAGACGCCACCGAATCCGTCCAGCGTGCCCAGGAGGCGGTGGCCGA
AGCCCAGAAGGGCGCCGCCGGTGGCGGGGGTGTCGACAAGGCCGCGCAGGCGATGGCGAA
GCTCTCACCCAAGGCCCGCGAGTTCGTCCTCGCGGTCCAGGCCGTCAAGCCCGCGTGGGC
GGACATGAAGCGCGAGGTGCAGGACTCGCTCTTCGCGAACCTCGCCGCCCAGATGCAACC
GCTGACCGACAACTATGTGCCCCTGCTCGGTAGTGCGCTCGTCGGGGTCACGCGCGGCTT
CAACGAGGGCGCTCTCGCCGCGCTCGGCTTCCTCAACTCCACCCGCGGCCTCGGGGTGAT
GTCGACGCTGCTGGGGACGTCATCGAACATGGCCGGCAACTTCGGGCGCGCGATCGGCGA
ACTGATCCCCGGCCTCGCAGCGGTCGGAGCTGGTGCAGGACAGGTGTTCTCACCGATGAC
CGACGGGCTCGCTGGCGCGACGCGCGGCTTCTCCGAGATGCTGATCCAAGCGCAGGAGTC
CGGCCGGATGGCCGACTACTTCCGCGACGCCGTCGCCGTAGCGAAGCAGTTCGGTCAGGT
GCTCTCCGAACTCGGATCGATTATCGGCGGCGTCTTCAACGCTGCCGGGACCGCTGCCGG
CGGGAACTTCCTCGGCGGCCTGCAGGCGTCGCTGTCAACGATCTCGGAATGGGTCAACGG
ACCCGGCCAGACAGCCCTGGTGTCGTTCTTCGAATCGATGACCGCAGGCATGGGCGCGGT
GCTACCGATCCTGCTGCAACTCGCCGGGATCATCGGCACCACCATCGCGCCCGCCCTGTC
AGACCTGCTCGTCCAAATCGCGCCCGCCGTCGGTGGATTCGTGACCGCGCTCGGCGAAGG
GTTGAAGGCGATCGCCCCGGCGATGGCTCCGCTCGGTGCTGCCATCTCGTCGATCTTCAC
TGCGCTCGGTCCGGTGATGCCGGTCCTCGGGCAGCTGATCGCGACGTTCGTCGAACTAGC
TGGGCCGATCATCGGGGCGCTCGCGCAGGCTCTCGGCCCCGTGCTGGTCACCGTCGGCAA
CGCCCTGATCGTGCTCCTCCAGGCCCTCATGCCCGCCGTCCAGCCGCTCTCGGAGTACTT
CGTCGCCCTCGGCCCCGTCATCGGTCAGCTCGCGTCGATGATCGGCGGTGCGCTCGGCGC
CGCCCTGCAGGTGATCGTGCCCGCAATGACGTTGTGGTGGAAACTCGTTGCCGCTCTGCT
GCCCGTCTTCACCGGGCTCCTGCAGATGCTGCAGCCGTTCACGACCGCGATCGGCGCCCT
CGCGGGCGCAGTCCTGGTCGCCTACGGCGCCTTCAAGGTGTTCCGGATGGTCTCGACCAT
CATCTCGGTGGTCCGCACCGCCTGGACGCTCCTGTCGCTGGCGTTCACCGCGTCGCCCAT
CGGCATGATCATCACCGCGATCGCTGCCCTCGCCGCCGGGTTGTACCTGTTCTTCACCAA
GACCGAGACCGGCCGCGCCCTGTGGGACAAGATCTGGGGCAGCATCAAGGCCACCTGGGA
TGTGGTGTGGGGTGCGCTCAAGGTCGGGTTCGAGAAGCTCGGCGAGATCGCGAAGTGGCT
GTGGGAGAACGCCTTGCAGCCCGCTTTCTCGGCGATCGGGAAGGCCATCGGCTGGGTCAA
GGACCACTGGGAGATCTTCGCCGCTGTCCTCGGCGGGCCGATCGGCATCCTCGTCGCGCT
GCAGTCGAAGTTCGGTGTCGTCTCGACCGTCATCCAGGCGCTCGGCACTGTCATAACGTG
GTTGTGGCAGAACGTCATCCAGCCTGCGTTCTCGTTCATCGGCACCATCATCGGTGGTGT
CTGGAACGTGGTGAAGTTCATCTTCAACTCGTGGATGACCATTTTCCGGGCCGTCGGAGC
CGTGGTGATGTGGTTGTGGAACAACGTAGTTACGCCCGCGTTCAACGCCATCAAGACCAT
CATCACTACCTGGTGGTCCGGGGTGCAGATCGTGTTCGGGTTCTTCCGAGACATCCTCGT
CACGGTCGGCGGCTGGGTGTGGGACATGGTCGGCAAGGTCGTCGGATTCTTCACCACCCT
CGCGACCGGGATCCGCGACAAGGCGACGCTGGCGAAGGACTGGGTGGTCGAGAAGTTCAA
CCTGGTCATCGACTTCTTCCGCGGGCTTCCTGCCACGATGCGCGATCTCGCGGGCAAGAT
CTGGGATCCGATCAAGAACGCGGCGAAGACCGTGTTCAACTCGATCGCTCGCCTGTGGAA
CAACACCGTCGGCAAGGTCAATTTCACGGTGCCCGACTGGATTCCAGCAGTCGGTGGGAA
GAAGTTCGCCATGCCGCAGATCCCGACGTTCGCGTACGGCGGCACGGTGCGCGGCAAGGG
CACCGGCACCTCGGACTCGATCCTGTCGTGGCTGTCGAACGGCGAGTTCGTGTCCCCGGC
CCACGCCGTCAACGCCCGCACACTGCCACTCCTCGAGGCCATGCGCTCGGGCTGGACACC
CCCGGCATGGCTCACCGGCGCGGCGCTCGGCAGCGGCCTGCCCGGATTCGCCGGGGGCGG
CCCGCTCCTCACCCAGGAGGAAGTCGCCCGCATGGGTGGCGGCACCGTCAACCGGTCCCT
CGCCGAGGCGGTGCGGCGCCAGTTCCCCGACGTCAAGATCACCTCGGCCAAGACCGACCA
CTTCGACGACGGCGGCTACCACCCGAAGGGCATGGCCCTCGACCTCGACAACCGCGACGA
CGTCGCCGCCTGGCTGTTCGCCAACCGCAAGGCACTCGACCTCGGCCAGATCATCTACGG
CGGCGGCGACGGCCAGTGGAACTACTACAACATCGGCGGCACCGAAGCGTCCGGCAAGGA
CGCCATCCCGATCTACGGCTCGGATGTGGTGTTCGGGCAGCACTCGGACCACATCCACAC
AATGGCGAACAAGGAGGTTCCTGCGACCGCGCTCGGCGCAGGGCCGCGCCCGGGCTTTGA
CACCGGCACCGGGACCGGCACTGCGCCGGGCGGACTCGGCGGCGGTGGCGGCGCGTCCAC
GCCGATCGGGTCCGGGCTTGGAGCATCGTGGGGCAACTCGGGCGGCCAGTCGGCGTTCAA
CTCAGCTGCGGAGGCCGACAAGGGCGGCGTGATCCCGGTGTGGGTGGAGAACTGGCCGGC
GTCCTTGGGTGGTGGTGGCGGCGGTGCTGGGGCGCCGGCGTCGCTGGGTGGCGGTGACCC
GTCAGCGCTTCCGGCGGCTGGTGGGCCTGCTGCTGGTGGTGGTGCGGCGGTCCCGGCCGG
CGCCGGTATCGGGAAGCTGACCCGCAACTCGAGCAAGCAGGAGGTCGCCGACGCCATCTA
CTGGGAGGCCCGCAAGCGCGGCTACTCCCACGAGGAAGCGATCGCGATCCTCGCGCACGC
TCGCGGCGAGTCGGACTTCGATCCGGAGGCCGTCAGCGACAACGGTCTGTGGCATGGGGT
GTTCCAGCAAGACTCCTCGTACCCGGGTCGCGATGACCCGAACAAGAACATCGGCGAGTT
CTTCAACCGGCTCGACGCGAAACGCAAGTCGCCAGGCGCGTCCAACGACATCTGGAAGAA
CATCTTCTGGCTGCAACAGCGACCGGGAGAGTCGAGCGCGGATGCGGCGTTCAGCAACGG
CCGTCAGGAGTACCTGACCGCGGAGATGAAGCCGCACGAGGGCGAGGCCCGCAGGCTCGC
CGATGAGGCCGCGAAGCGCGCACCCGCCGCGCCGGCACCTGCGCCCGCGCCTGCTCCGGA
CCCGACCGCTACTCCGACTGACGTCGCGCCGGTGACGCCGTCGGACACCCCGACCCTGAC
ACCGAGCGAGGATCCCGGCAACGGGTACAACGTCGGTCAGGGCGGCGACGACACGAAGAA
GCGGGACCCGCAGGAGTTCACGATCGGTGGCGGCACCCTGTCGTCACAGCTCGGCGGGCT
GGTGAAGACCGCGCTGCACAACGGGATCGACGACTTCATCGCCGCGAACCCCGGCCTGCT
CGGCAACTACGACAACACCGAGGGAACGTCCCTCGGTGACCGTGCCGGCGGTGTGGCGAG
CTCGGCGATCTCCGGGCAGCTCGGCTCCGCGCTCGGCGTGTTCGGCATGGACGTGCAGCC
GCCGATCCTCGACGCGGTCGGCGCCTATATGCAGGACAACCCGCGCGACAAGGGAGAGAA
CGGCACGGCCACGAAGAAGGACCTCATCGACCTCGCTGAGGCGTTCCTCCGCGGCGGCCC
CATGCAGGTCATCGTGAACAACCCCCAGGACGGAGACGACGTCGTGCGCAAGGTCGACCA
GGACCGGCGACGCCGGATGCGGAGGTACGTGAACAAATGACGTGCTCCTCCGAGATCTCG
AAAACGTCGAACATCCGGATCGTCGGATGCGATGGCGGCGACGTCCACCCGATCCACGGC
GAGGACGCAGGCACCACCGGTGTGAAGCTGCTCAAGGGCGGGTTACGGGACCTGTTCGAG
GCGCCAATCCGCCAGATCGAACGAACCCCGGTGAAGATGGACGGCGGCGTCCTGCGTGCG
GTGAAGACCGCGATCATGGAACCAGTCATCACCGTCGGCATCAGCCGGAAGCTCGTTAAC
GAAGAGTTCGGCGTCGTCGACGGCGCGTTCCGAGAGGCGTTCTCGTTCGAGCTTGATCCG
TACTACGAGCAGTCGAAGCTCGCGCGGATCGAGTGGGAGACCGAAGAATCGACGCGGTGG
ATCGAGGTCGTCCTCGCCCCCGGCCAGTCGTACGACGCCGACCTCGTTCCGCATGAACAC
GGCTCGTGGATCTGGGAAATACACCTCAAGGCCTACGACCCCTTCTGGCACGAGGAGGAG
GGCAAGCCGGCGTTCGCCGAATTCACCACACCCGGCACAAAGACACTCAAGGTCTCCAAC
CCGACGGGCGTCGACATGGCCCCCACATGGGTGACCACGCGCGGTCAGGTGCGGCTGCCG
GACAACACCTGGACCGGCAAGCCCTGGAACCGGGCCCCGGGTGGGGCGTACCCGACGCGC
ACGCTTCTGTATCCGAACATCACCAACGCAATGGGCGGACTTGTTGCCACCGCGGAGCCG
GGGAAGGTTCCCGTGCGGGATGCGTTCGACCACAACCTGACTGGTCAGATGCCGGTCCAG
GGTGACTTCCCGAAGAACCTGATCCCGCGGTTCACCCAACGCCAGGACCTCACCGTCCAG
GCGGTCCAGGTCCCGGCCGGTGGGATGCGTGTCGAGTGTCGGCAACCCCGCCGATTCCGG
AAGCCCTGGGGGCGAGTGTGAGCGCATTCCTGACGAAGGAGGCCAAGGCGACCGTGCAGG
CGCGCGCGGCCCGGGCCGTCGCGGCGATGGACGACTACCAGTCGCAGTCGCTGCTCGACC
AGTGCAACGCGATCCTCGAAGCCACCGAACAGGCCGAACGCGACGAGGCGCGGTCCCGCC
GCGAAGACCCGATCCTGCGGCTGTGGGATGCCGAGTGGCACCTCCAGCATGTCGCCACCG
ACGTCCTGTCGTACACGTTCGAGTGGGTCGACAACGACACCGGCACAGCAGAAATCGTGG
TGCTCGCCGACTCCCCACTCGGCCAGTGGATGCTCGACTTCGAAGGCCGCGACCTCCGCG
AGGAAGGCGTCAACGTCCACATCACCGCCGACTACGTGGGCGCGCGGTGGGGCGGCCGCA
TGGAGGACGTGTCGGTCGAGCTGACGTCGACCGGTGACGAAGTGATCACCGCGACGTTCC
TGCACGACTACGAGAACCTGAAGTGGATCGAGTGCTTCCCGTCGCCGCTGTTCCCGGCGA
TCTTCCAGCTGCGAGCCTGGATCCTGCTCGGCCCGGTCAACTGGTGCGCGCTCACCACCC
TGTTCCTGAATCTGATGCGCGACGAGACGCCGCTGACGATCCCCGACGACCCGATGGACC
TGGGCGAGTGGACCGAGGGCTTCGACGTCAACACCTGGCAGATCGTGCCGAACCCAGTGT
CGTTCACCCAGGCGATGGCCTCGGGCGTGCTCTGGGGCATGCCGATCATCCGAATGAAGT
ACTGGCACGACGCCTTCCACGCGATGATGGACGACGCCGAGCTGTCAGTGCAGGCTGACC
GCTGGCTCGAGGGCGACGATCTGCCGTGGGAAGGCGCGAACCTCCGCAACGGCGCGCTGG
TGATCTCGATCGCCGACAAGTCCGGCCGCTACAACACCGGAACCAGCATGGGCGGCAACC
TCTTCGGCGGCCTGTTCAACACCATCGACCAGTTCACTTCCGACTTCCTGGACACCACCC
GATCGCTGATCACCGGCCAGCCGATCCCGGGCGAGTACATGCAGATCGGCGCGAAGTCGA
CGAACAAGCGGATGCCCTACGTCATCCTCGAGCCCGGCCGCACCCCCGGCGTGGTGTCGG
CAAAGTTCACCCGCACGCCGGAGAAGGTCGCGAAGATCATCACCGGCGGCAAATCGGCTC
CCGGTGTGAACGAGGGCATCTCGGCGCTGATACAGGCGATCGGCGATATCGTCGGCGACA
ACATCAACATCATGGGCTACGGGGTGGGGTCCATCGGTGGTGCGATCGACACGCTCCTCC
GGCCGCTCTACACCGACACCATCCTCGCGTGGACCGACACGAAACTCATCACGCGCGCAC
AGAAACTCGGCTGGTCCCGCTATGTCGAGTTCTTCCAGGAGGGCGCCGACCAGGCGTACA
CCCTGAACTCGCTGATGGTGATCCGCCTCGGACTGTGGGCCACCCGCCGGTGGACGTCGC
ACGAGGTGAAGGTCCTCGACGCGTGCCCGTGGATGGTCGGCGACAACGGCGTCGGTCACA
TGTGGTTGTCGGACCGGATCGGGACCACGGCGCCGCGCGATACCAGCGGTCGGGTGTGGG
TCGATCGGATCAAGAAACTCGTCCTGTCGGCTGACGAAGACAACTTCCATCCCGACTGGA
CGATCACCGTCGGCGAGGACGCGAAGAACCGCGACCCGTTCGAGGAAGCGATGGCGAGGA
TCCGCGACACGATGTCCGGGCTTCACGATCTCGGTGTCGTGTGATTGAGCAGGTTACGGT
TGATAAGTGACCTGCGTACCGAAGGGAAGTCATGGGTAGGCGTAGCAAGAACCGTCCGCC
GAAGAAGCGGCAGTCGCCGATCGCTGTGCCCGATTTCCCGACCGTCGACAACTGCGACCC
GGACGACCCCGACCAGTTCGCTGTCTGGGCGCTCGTCGGCCTGCCCGGTCAGAACGGGGC
GCCCCTGCCGCTGCCGGTGACGATCCTCCGTCTGGTGTCCCGGCGGCTGTGGAACCTCGG
GTTCCGCTTTCACCCGGAACTCCGCACGCTGAAGTACCGCAAGCCGCAGACCGACAACCC
GAACTGGCTGTTCTCGCCGGGGGAGTGGGTGCCGATGGACGCGCCGGATGATCCGGCCGA
CGAGCTGTCGCCGGAGGCGCGGGAACTACTCGATGTCGTCGCCCGGCAGAAGGCGGCGAA
GGAGCAGGCGAAGACGCCGACCCCAGTCATTCCGGACGAGGACGGGAAGGTGCCCTACGT
CCGGAAGGACAAGACCACGGTGATGGTCACCCCGGCTCAGGCCGCTCGGTACGCCGCCGC
CAAACGTGATCTCCGCAAGGCGACAGGAGGCGCGCAGTGACCACACCCAACCTCGGGCCC
GGCGACATCGGCGACTACGACGAAGCCGCCAACAATGGCAACCTGTCCGACCTCCAGGGC
GCAAACCCCTCCGCCTTCCTGCAGGGCGAGATTGGCGGTATGACCGGCCCGGTAGGGGCG
GTGGGGTCAGCGATCTTCGGAGCCGTCGGCGGTGTTGTCGGTGACGTCGTGGGCTACTCC
GAGCCGGGCCAGAAAAACCTGGGCCAGGCTCGTGGGTTCGTCCTCGGCAAGCTGCCCGGT
GTCACAGGCGGACTGCTCAGTCCGGTCCTGAAACCGTTGGCGCTTCTGCTGTCCTGGGTG
GTCGGTGGTAGCCCCTCCGATTGGGACACGATCGAGGAGATCCGAGACAACCTGATCCCC
GCCCTCATACGCCTACCATTGAAGATTCTCGTCGGTCTGATCGGTGGCATTCCCGTGGTG
GGGGACGCGTTCGAGAACGCCCTAGCCGGATGGCTGAAGAACACCAACGAGACTGCGGTC
GACGCTGCCGAAACCGTGGTGTCGGTGGGGACGCAAGTCAACCAGGTGCAGGAGGTCATC
GCGCTGCAGTCCGGGATGGGCGTGCACGAAGCCGGCCCCGACCGAACCGGCACGCCGTCG
TTCAACTTCGGGTACTTCAACCTCAACCCCGCTAACGTCGCGCTTTCGGGTGGCTCGCAC
GAGCACAACGTCACCGGCAGCACCTCCAATGCGACCGTGCCCGGAGTCAGCGGCAGCAGC
CACAACCACGGCGCGGGTAGCGGGGTAAGCGGACTATCGGCGTCGTCGAGCGGCTCTGAC
CATGTGCACAACGTGACGATGAACATGCCGACCGTCGCCGCGACCGCCTCCTATGCGCCC
TGGGCCAACGTCATCTTCAAGTCCGCCGCCGAGCGGAAAGTGCTGACCTGGATCGCCTAC
AAGACCGGCACCGTGTCGACGTTCAACCTCGACGTGTACAAGCTCGAGGAGGACGGATCG
TCGACACTGGTCTACTCGTCGCCCAACCTGGCCGGAGATGTCCCGGTGTCGCTTTCGTCG
ATCGGGTGGATGCAACACCTCATGAGCGGGGCCTCGATCATCGCCGACTACGGTGACGTA
TACGACGTTCAGTTCCGCATGACCGGATCCGGCGCGGTCCACATAGCGGGGATCAACTTC
TTCACCCCTACACCGCTTCCCGGGTTCCGGCCCTACACCTCGGGCAGCCAACGCAACCCC
TCCACCACCCCCGCGCCGACGACAATCCCGACCACCACCCGAGACACGATGTATACCGGC
CCATGCCCTTTCGTGGCGATCGGAATCGATGTCGGGCAGACGGAAATCCCGAGGTTCTTC
TTCGACGACTTCAACCGAGCAAGTCTTGGGCCGCGGTGGATTCGGTACGGAGACATCGGC
ATCAGCGACAACAAGGTCGCGTACACCGGTAGCGCGATCGCCAACGCGACGGCCGCCGCG
ATGTACCACCAACCGTTGAACTCGGACGTCGTCGAGGTCGGCGCGGACCTGTCCGTCGAC
GCAGAAGACATCGGGTTCGGCCTGTGCTGCACATCCGGCCTCGGTTCGGGTATGTGGCTG
GTCCTCGACGAGGGTGGCATCGCCCTCTCATCGGGGGCGTACAACTCGCGCACCGCCCGC
GCCGTCGACGACACAGACGACCCGCCATCCGGCCGGTACACGGTGCGACGCACTCGATCT
GTCGACGACACGCATTACGTGTTCGACGTCTACTTCGGTGACCCGAGCGACGAAGAGAAC
GAGCCGATACTCACGTGGCCCGACACCGGCAACGTCATCGCCGCGGGCGTCGGCCGCCGA
TGGTGGGGACTCCTCGCGCGACGCAACGGCCTCATCAACCCGTCCGGGCGACTCGACAAT
GTCACTGCCGCCGACATCACCACAGAAGAGGAGCCGTGATGGCTGATTGGGCACCCGAGG
TCGCCAGGCGCGACTTCACCATCCGCGGCGGCGCCGACTACGACCTCGCGGGCATGTTCC
GCGACGCGGTCACCAAGGAGCCGTACCCCGTCCCCGACGGATCGACCGCCTACTTCCGTG
TCGGCCAGGACGGCGATCACCCCACCATCCCGGTAGTGCTCGACGGCGCCAGCTTCTCCG
CGCACGTCGAGAAGACCGACACCCCAGAGTGGTCGACAGGAGCAACCTTCCGGCTGTACG
TCGTTACGCCACCGACAGTTAACGGCTTCCCGCAGGTCGTCTCAGAAGGGAAGATCAAGC
GTGTCGACGCCAAGTCTTGACTGGGCAGACGGGGATGTAGTCCTCGACGTCAACGTCGGT
AGCGTCTCGACTGTCGACGTTCCGATCCCTCGCGGTGTCGAGGTGCTCGTGGTGCAGGGC
AAGGACGGGACCGGAGTCAACCTGCAGGGCGCGGTCCTGACCTATGCGGACCTCCCCGAC
GACCTCGGTCCGCTCGACGCCGGACACGCATACCTGGTGCAGGGCAACGGGAAGCTGTAC
GTGTGGTCCGGCACCGCATGGCCGTCCGAAGCGAACGGCGCCGACTTCCGTGGCGAGCCC
GGTCTACCCGGCCGCGGGATCACCGCCGGCGGAATCTCCGTGGTGGGCAACAAACTCCGG
TTCGCGATGTCGGACAGCACGATCGACGAGGCCACCGTCCCGGCGATCCAGCAGGCGATC
GATTCCGCCGCAGCCGCATCGGGGTCGGCCACGGCCGCGAACACCGCTAGGCTCGCCGCT
GAGGCCGCCGCGTCGACCGCCGGGACTGCCGCATCGACGGCCACCACGGAACGGACAGCG
GCGCAGACTGCCCGCACGGGAGCCGAGTCCGCACGCGATACGGCGCTGTCAGCAGCCACC
GCGGCCGACAACAGCGCCGACGCTGCCGCGACGTCGGAGACGAACGCGGAGACCGCCGAG
ACGAACGCGGCAGGATCGGCTCTGGCGGCCGCAGGGTCGGCCTCGGCAGCGAACACACGC
GCCACCGACGCCGACACCGCACGCGCGGCAGCCGTGACCGCACGCACCGACGCGCAGACC
GCGCGCGACACCGCATCCGGGTACGCCACCGCCGCGCAAACCGCTGCGGACGCCGCGGAG
GACTCCGCCGCCGCAGCAGCAGCTTCCGCCGAGGAAGCCGCCGACGTCGTCGCGTCGGGC
GTCCCGAACGCGACCACCACCACCAAGGGCGGGATCGTGCTCGCCGGTGACCTCGGCGGC
ACGTGGGACGAGCCCACGGTGCCCGCGCTCGCCATGAAGGCGGACCTCGACGAGAACGGC
AAGCTGCTGTCGTCGCAGATCCCGGCGCAGGCGACGCATGAGTCGGTCGTCGTGACGAGC
ACCGCCGAACGTCTCGCGCTCACGACGGCGCAGGTGCAGCGCGGCGACACGGCGGTGCAG
ATCGGCAACCCCGGCCGCGGCACCTATTCGCTACAGGGCGACGACCCCGCCGATCCGGCG
TCGTGGGTGCTACAGGTCGCGCCGACCGACGCCGTCTCGAGCGTCAACGGGTACAACGGC
ATCGTTGTGCTCGGCAAGGGCGACGTCGGACTCGGCAACGTCGACAACACGAGCGACCTC
AACAAACCGATCAGCACGCAGACACAGACCGCTCTCGACGGCAAAGTCGACGAGGTCACC
ACAGCGAACGTCGCTTACGGCACCAAGACGGGCGGCGTGCAGGGCACGTGGCCGGTCACC
TCGGCAGCGACAGCGACGACTCTCGCTCTGCGCGGCACGGGTGGGACCGTGGCCGTTGGC
ACGGGCACCGCCGCCAATCACGCGACGACCAAACAGCAGCTCGACGACGGGCTGTCAGGA
AAGTCGGACACCGGGCACACCCACGACGCCGCTGCGATCGCGACGGGCACTCTCGACGCC
GCCCGGCTCCCGGTGGGCACGGGCTCGACGCAGGTGGCTGCGGGCAACGACTCCCGCATC
GTCAACGCCGTCCCGAACACCCGCACAGTCACCGCGGGAACCGGCCTCTCCGGCGGCGGG
ACGCTGGACGTAAACCGCACTCTGTCGGTGCTGTACGGCAACACCGCCAACACCGCGGCG
CAGGGCAACGACGCCCGGCTGTCCGACACCCGCACCCCGACCGACAACACCGTCTCGACC
GCAAAAGTCCAGGACGGCGCGATCACGCTCGCGAAACTGGCGACCGCAGTGTCGGTATCG
ATCCAGCAGATGATTGACGCCTCGGTGTTGGCCGCCCAACTCGTCACGATCAACGCCCAG
ACCGGGGCGTACACACTCGTCGCGACGGACGCGAACAAGGCCGTCGAAGTCACCTCCGCG
TCCGCGGTGAACGTCACCATCCCCACCAACGCGTCGGTCGCGTTCCCGATCGGCACCGTC
ATCGAGGTCGACCAGATGGGCGCCGGGAAGGTGACGATTGTCGGCGCGTCCGGTGTGACC
GTGCAGTCCGCAGTCGCGACGCCGACGAGCCGCGCCCAGTACTCGGCGCTCGTCCTCCGC
AAACGCGCCGCCGATCTGTGGCTCGTCACCGGCGATCTGGCGTAGCCGATGGTTCTTCCG
GCGCCGCGGTTCCGCACCACCCGCAAGTGGCAGGCGAACAACGTTCAACCCGACAACTCG
CTGGTCGTGGAGGGATCGGCGACGACCAACGTCAACCTCACCGTCGGGGCGGGCGCGGCG
ATCATCGTGTTCGTCGCGGGCAACGTCACGAACGCGGCGCGCGTCGACGGCGTACCGATG
ACCCTGATCGGCAAGACCAGCAACGCCGCCATGTACGGCATCACCGGTCTCGCCGCCGGC
GCCCGGAACGTGCAGGTCGATCGGTCGGGTTCGAGCGCACACATCGTGGCGGTGCTGTCC
TACACCGGGGTCTCGACCATCACCGGCGGGGCGCTCGGCAGCGGGTCCGGAAACACCCCA
TCGGGCACACCGTCAGGCTCTGGGCACCTGGCCGTCGTCGGGTTCGACTTCGGTGTCTCC
TCGGGCGACGTCGGGTCGGTCGTGTCGAACGGCAACCTCCGCCAGCTCTACCGGCGGACC
GCGGCAAACGCTCTGGCCGTCGCCGACAAGGACTCCGCGCCGGTCACGATCACCAACCCC
TCCGGCGGGAGCTGGACGAGCATCGGGGTGTGGCTGAGCACCTGACAGCCCGGTCAGGGT
TCCCAGTCGTCGCCGAGCACCGCGGACAGCCGGTCGGCGAGGTCGGGAGCCTCGGCCCTC
CGGCCGTACAGCACCTCGTCGCACTCCACACCCAGCGCCTCTAGAGCGGGGTCGAGCGGG
ACCCACCCACCATCCGTAGCGGCCTGACGGTTCGCCTGCTGCCGGCGCATCAGGGAGTGC
ACAGCCTCGGACGCGGCGCGCAGCACCTCGCGATCGATCACCGGGCCCATTGTCCAGGGA
ACCGTCCGGACGGCGGATGCGTCCAAGGTGCATGTTCTTCGACGTCCTGGCGATCGTCAT
CTGCGCGAGCGCTGCCGCGTGGCTCGTGATCGCCCGACGCTGACCCGGGCCGCGGGCAGG
GCTGACCGTCATCCGAGGGTTCCCGGTCTATTCTGGCAATAGCTGCTGGCCGAGGGCCGG
GCGACGATCCACCACGTCGATCCCGGAGAGACCCAGCCCTATGACGAAGATCATCACCCC
CGACAAGGTTCGCGAAGTCGACGCGATGGCTCGGGCGCGCGACGGCCTGTACTACGGGTA
CGGCGAGGCGTTCACTCGGAACCCGAAGCAATCCACCGACTGCTCGGGACTCGTTCTGCA
GACCGGTGCATGGTTCGCCGGACGCACCGACTGGGTCGGAAACCGCTACGGCTCAACCGA
ATCGTTCCGCCTCGACTACAAGATCGTCTACGACCTCTGGTTCAAGCGCATGCCGCGCGG
CGGCCTGTCGGCGCTCTCGTTCAAGCCGATCATGCTCGTCGGCCTCCAGCACGGTGGCGG
CGGAATCTACTCGCACACCGCCTGCACGCTGATGGGAATGGACCACCCCGGCGGCGAGGT
CAAACAGTCCGCCCGCGGCGTCGACTGGGAATCCCAGGGCAACGGCGTCTTCTACTACGA
AGGCGCCCGCGCGTGGAACGACAGCCTGTTCCACGACTTCTGGTACCTCGACGCCAAGCT
CGAGATCGCCCCACCGGTCAACGAGATCAACGCCGAGTACGACCGCGCGAAAGGCTGGAT
CGGCAAGCGCATCGACGTCAACGAGCAACCGTGCCCGGACGGCGAGGGCAAGTTCATTCG
CTGCGAGCGCGGACACATCTACTTCCACCCGAAGGTCAACACCGGCGCACCGGCCGGAAT
GCGCGCCATCGCGATCCCCGCCGACATCTTCGAAGTGTGGAAGGGCCAGGGCTTCGAGCG
CGGCCCGCTCGGCTACCCCACGGTGCGCCACTACACCGACACCGGTGTCGGCACGATCCA
GGCATTCCAAGGCGGCGCGATCTACCGCAAGTACGGCACTCCCGGCGGAGTTGTGGTCGG
CGACATCGGTCGCCGCTACGCCGCACTCAAGGCCGAGAAGGGGCCATGGGGATACCCGCT
CGGCAGCGAGAAGTTCCGCGACGGCGGTCAACGCGTCCAGACGTTCGAGCACTACGACGC
CTACTGGCACCCCAGCAAGGTCATCGACTTTCTCCGTGATCCCGAAGCCCCCAACCAGTA
ACCACTCCCGAAGGAGAACGAACACCATGACTCTCGACCAGAGTTCACCGCGCACCAACC
CCGCCGTCCTGTTCATCGAGGACCTCATCGAGCGGGCAGTGAAGACTTTCGCCCAGCTCC
TCCTGCTGTTCCTCGTCGGCGGCGTCACCGTGATGACCGTGCCGTGGAGCACCGCCCTGC
AGGCCGCCGCGATCGGCACCGCCGCAACCGTTCTGCTCGCCCTGCTCGACCGGTCGATCA
CGTCGACGAACCCGACCATCGAAGCGCTCATCCGCGCCGGCCGCACGTTCATCGCCGCGT
TCGCCGGAGCGCTCCCGGTGGTGCAGGACGCCGCCAACGCGCCGACGTTCAGCAGCGTCC
ACTGGGCCGAGATCGTCGCCTACGCAGGAACCGCGGCCGTGCTGTCGCTGCTGACGTCGT
TCGCGTCGCTGCCCGTCGGACCCGCGAAGGGCTCGCCGACCCTCGTCCGTGCCGCGTAGA
GCCGATGCCAACGTGGTTGACGCCGAGCGCGATCGACAATGTCAGCGTCGTCGGTCTATT
CGGGATCGTCGTTGTGCTCTTCATGTGGGCGCTGCTGACAGGGCGACTCGTGCTCGGCGT
CACCCACAAGGAGACACGCGAGCGCCTGGAGAAGGCCGACGCCCGCGCGGTGGACGACGC
CAAGGCGATCGCCACGCTGACCACCGCGCTCACTGAGAAGAACGCGAGCGACCAGGCCAA
CGCGCACTTCATGCAAGCCGTGCGCGACGTCATCCAAGGAGAGCTCGGGGCCGCTCGCCG
TGATGGAGGGGCCACATGATCCGTTGGCCATGGTCGCGGCGCGAGGACCGCGAAGCCGCG
CGCAGAACGACGCGGCAGTACGAGATCGAAGCAGAGAAGTCCGCGAAGCGTCGCGAAGAC
GCCGAACGGCTGGCGGTCGAATCGAGAGCCAGCACTGACGCACTGCGTGAACAGATGCGA
TTGAACGGGTGGACAGAGATGTTCGCCGCGTCGTGGGGTGGCCGCGGCGCCGCGCAGGAA
GGTCGAGGGTGAGCGAACCACGACGGCTGGTACTCAAGGGTGCCGCCTACATTCTGATTC
TGTCGGGGGTAGCCACCACGGTCGTGTGGCTGCTGAACGTCTTCTTTCCCGATGTGCCGG
ACGAACTCTGGGGCGACGCCTGCCTGATGGCGATCGCGATCATGATGTCGCTGTTCGGCC
TGACGTACGGGTTCCGGTCCCCGTGGTGGACGAACGACGTCGGCCGCATCTTCCTATGGA
AATCGACGATCGTATCGGCGCTGTTCCTGCAGGTGGCACTGTCGTCGTTCACCGACTCGG
CGTACCCGGGCCGCGACTACGTGCGCCCAGTGCTGTACACGCTCGGCTTCATCTCCTACA
TCGCGATGGAAGTGTCGCTCGTGCGCCGCCAGCATGCTGACCGAGCGCGAGCAGATGAGG
CGGCCCGCCGTGCCGAGAGTTGAGCGCCTGGTCACGGTCTGCGGGATCGGCGAGGTTCCG
GGCCAAGACCTCCTCGGCCAATTGCGGCGTGCGCTACCAGAGTTCGAGCACGTCCTGGTG
CAGTGGTCGGCGAGCTACGGGTTCGTCAATCCGCGGCGTGATCCGTTCGGCCCGGCGTTC
ACCCGGTCGATGGCCGACGGCATCGCGAGGACACGGGCTGCGCTCGATGGCGGCCTGGCG
ATCGCCGCAGGGTTCTCCGGCGGGGCCGGTGTGCTCGGGCACGTCGCAGAGGCCGGGCAC
CCGAACCTCGTTGCTGCAGGCCTCGTCTCGGATCCGTTCCACCCGGACGGTGGGATCGCC
GGCCACCGCCTGATCCCGACCACCGTGCCGGTGCGGTGGGAGACGAACCCCCGGGACGTG
ATCTGCGCGTGCTCCGACGACTCGCCGCTCGTCGAGTTCGCGAAGGTGTCGGCGGCGTTC
TCGCTGGGCGACCCCGCAGGGTGGGGTGTCGACGTCCTGGCGAAGCTGCGGGCCGGTCGG
CTGCATGGCGCGTTCCGGTCGTGGAATGTGTTCGCTGAGCTCGCACGCTACAACCGAGCG
ATCACGGGCGCGGCAGGCTATCTGGGTGTCGACCCAGCGACGCTGCGCCGGGTGCCGTCG
GAGCACACGGTCTACAACTGGAAGCGCCCGTACCGCGGCCGCACGTACCTCGAGGAACTC
GCGGTGTGGCTTCGGGCGCAGGCTGAGCGGGAAGCCGCACGCTGACCTCCGAAACGTGGG
TTACAGTTGGAACTGTTACACCACGACGGAGAGACGAGTAGATGAGCCTGCGTGCATACG
GCTGGACGAACGACGGCAAGATCGTCGAGTCCGAGGCCGACGAGATCCGTTCCTGGGCCC
GACACGTCATCGACGGCGGCGCGATCCGGCCCCTCGTCGCCGAGTTGAACGAGCGTGGCG
TCGCGACGGTCACCGGGAAGTCCTGGGCCGCACCCACCATCACCCGCGCGCTCACTGCGC
CCCGCATGGTCGGCCTCCGGGAACGCGACGGGGAACTCGAGGACGCACCCATCGAACCGA
TCCTCGACCGGGACACCTGGGACGAAGTCGTCGCGATCCTCACCGACCCGGCGCGGAAGA
AGTTCGCCAGCCGGAAGAACCCGCCCACCCTGCTGGCAGGCATCCTCCGGTGTGGGAGGT
GCGGCCGCAACCTCCACGCCACCGGGCCCTCGTACGCCTGCTCCGCCCGCTACGGCGGCT
GCGGCGAGATCTCGACATCCCAGCGCCTCGCCGACACCGAGGTAACCGAACGCGTCCTCA
TCCGCATCACCGGCGACGAATGGCTCACCGCCCTGTCCGACGCCCGCCGAGAGTCCGCTG
AGACCTTCGAGACCGCCATCGCCGAAGCCGAGAACCGGATGGTCCACCTCGCCGAGGTGT
TCGGCGAGGGTGGCAATCAGCAGGCGTTCGACGCCGGAGTCGCGAAGGCCCGCGAGGTCG
CGGAGGAAGCACGCGGACGGATCGCGCTACTCGACGCGACGGCCGCGCTCCCAGACACGG
TCACCGACGCCGAGGTCGTCGAGTGGTGGGCCGACGCACCGATCGACACGCGACGTCAGG
TCATCCGCGTGGTGGTCGATCACATCGACGTGCGCGCGAAAGCCGACGCCGAACCTAAGG
CCGGAGTCGGTGACCGCATGCACTTCCACTGGGCCTAGGGGCAGTAGTTCGTGGTCTTCG
TCGACACGCCCTGCTCCTTGAGCGCACTTGCGATCGCGGGGTAGTCGGAGTGGTAGTCGG
CGAACACGTAGGACGTCCCGTCCGTCAGGACCTGGAAACCGGGATCGATGTAGCCCTCGC
TGCAGGCGCGTGCCCTGAGAGTTGCTGACTCTGACCAGTCCGACGAGAGCGAAAACGACA
CGCCGTTCAGCGTGCAGTCCTGCTCGCCGGCGCGACTCCCAGCGTTGCAGGTCGCGCCGG
CAGTAGTGAGCGCGTCCTCCATCGACAGATCGGCTTCCGCGGTGGAGGTTCCAGCCGTCG
TCGAGGTCTCGGCCGTCGTCGAGCTGGTGGCGGTCGTGGTCGCTGTGGTCGTCGACGTGG
ACGTCGTCGAGTCAGCCCCGTTCGGCGTCTCGGTACCTGAGCACCCGACGAGCGCGAGCG
TCAGCGACGAGAGAACAGCAGCGGTCCACAGGAATCCACGAGTCAACTTCATGCCCGCGA
ATGTAGCCCACGCTATCGGGAACCACGGGCGGATCGGACGCTAGGCGGCGGAGTTCATCG
CTGCCCGCACCTCGTCTTCGTCCACCGCCGTGTACCGCTGGGTCGTGGCGAGCGACGCGT
GCCCGAGGAGCACCTGGACCGCCCGGAGGTTCCGAGACCCGCGGTAGGCGCGGGTAGCGA
ACCGGTGCCGCAATGTGTGCATCGTCCAGCCGCCCGGCAGAGCTTCGGCGCACAGCGTTC
CGACCCACCGCGGCGACAGGTGGCCGCCGTCGTTGCCCGGGAATAGGTAGCCGGTCCGCG
GCGCGCCGGGGGTATGGCCCGCGGCGCCATCCTCGATCCGGAGCGCGAGTTCGTCGCTGA
TCGGAATGACTCGGATCTTCCCGCCCTTGCCGTGGACGCGGAGCATCGCACCACCGACGC
CGTCCTCGACGTCGGTGGTCGACACGACGGCGACCTCGGCGCGTCGGAGTCCGAGTTCGC
AGGACAGCCGCAGCATGAGCTGGATGCGCTTCTCGGGAGTCTTGAGGGCGACGTTCACGA
CTCGGTCCGGCGCGGGCCGGGGCGCCGGCACCGACGACTTCACGATGGGGAGGTGCTGGG
CGGGGTTCTCGGGGATGTGGCCGCAGCTGTGTGCCCAGGCGAAGAACGAGACCGCCGCGT
TCCGATGTCCGCGTCTTGTCTCGAGCGCCCACGTCTGGGCGGCGTGGTAGTCGGTGATCG
CGTCGCGGGTGACCTCGGAGGGTTCTCCTTCGAGCGCGCGGGCCATGCGTTCGATCTGCT
GGCGGCGCGTGTTGATGGTCGTGTCCGGTTGGCCGGCGGCGCGCAGGTGCCGGAGGAATC
CGGCGATGAGCGGCTGCCAAGAGGCGGGAACGAACTTAGCCTTACCCGTGTTACGCATGT
TAGTCATGTGAACTATGTTGTTCACCACGTTGTTACCTGACGGGCGGGTTTTGTCCGTTT
CGTAACCGGATCTCATGCGGCGGCAGGTTCCGCAACCGCGGGTTTGGAGTCCGGCCGTTC
GGTACGCCCGGGAAGTGGGATGACCTGCGAGGACGTCCGGGTCGCGGCCACCGAGGCAAC
CTCTCGAACAGAAGGTTTGGGGTTCGAATCCCTACGGGCGCACCCATCATCGCCCTCCGG
CCCTGGCTGGGGGGCGATGCCTGTTTCCAGCCACTTCACGTCGAAGCCGGTTGCCAGTGC
CCATGCGTTGAGCACGACCTTGCGCGGAGCGTTCTTCCCCTTCTCTGCCGCCGACACGGT
ATTCCGTGAGACGCCCATGCGCTCGGCGAGCGACTGTTGCTCCAGTCCCGCTTCCTCCCG
TGCGATCCGCAGCCGGTGTCGCAACGAAATTTCAGGGACCCGTCCTGATTCGTATGCAGT
GGTCATGAGCCAAATAGTATGCGTGACCGCGCAAACTTGCAATACACCCGTTTGAGCGGT
TGATTGCGCGTGGTCACGCAAGCGCCTAGATTCGTGCGTATGCACGATCACGCTACGAAA
ACCCTATCGGCGTCAGCCGCCTCCACCGAGTCCGGGATCCCGAAACGAACGATCCTCTAC
GCCATCCAAACGCGCAAGCTCCGCGCAGAGAAGCTGCCGGGCGCCGGGTACGTCATCCGG
CGCCGGGACTTCGAACGGTGGCGTGAGAGCCGCGAGCAGGTGGCGTCGTGAGCACTGAGG
CAACGGCGCTCCTCGAGCGCGTGCGCGCACGCCGTACCGCGGAACCTGACCTTGTTCCGT
CCGGGCCTCTTCGTCCCGAACAGGCCACCCGGATCGCGGCCCTGATGTGGCCCACCGCCG
CTGGGAACAAGGAAGCCGGACGGTGATCGCGGGGGTCACCACAACCCCGTGTATGCGAGC
CGTCCGGCCTCTAGTCACGTCGGAGAGAACCAAAGTGACGCACTCACGATACCGCAGCCC
TGCTGCGATGCGCGGCGCCGTGAACACGGCCACGCCCACCCCACATCCTTCTGTGCTCCG
AGGAGCCTTCGAATGCCCCGATCTCGGATGTTCCTTGACGACTACCAGCGATCCCAGCTG
CGCGCCGAGGAGCAGGAGGCCTATGACGCCTGGGTCGACGACCTCGCCGAGCGCCGCGCC
GACGACTTCGAACCGGTCGACAACTTCGACCCCACCCCATCCATCCACTGGTAATTCCAC
CACCCGAAAGGCACGCCATGGCAACGAACTATCCGCGGGAGGTCCGGTGAACGGGCCCGA
GCACTACCGCGAGGCCGAGCGGTTGATGGAGCTGGCAGCGGCAGGACAGGCCAACGCCGC
AACGCTCGCCACCGCGCAGATTCACGCCACGCTCGCCCAGGCCGCAGCGACGGTGCTGTC
CGGCGTCATCCGAAATACCGTGGCGGCGTCCCATCCGGTCAACGACCTCGCCCACGACGA
CGAGACCGTCGACGCGGTCAACGCCTGGCACGAGGTGGCGGCACGGTGACCGACGACCAC
GGCCTCACCCGCGAGGACATCGACGACCACCTCGACTGGCGTGGCGACAGAAACCAGGGA
GCGGATCATGACTGACCTACAGGTACCCGCCGCCGACGGCCTCTACGCCGACGTCACCGA
GGCCGCCTACCACGGCGACCCCGGATCGCTGTCGTCGTCACAGGCGCGCACCATCCTGAA
GCCCGGCGGCCCGGCGCTGCTGAAGTACGCACCCCGCAAGGAGAAGAAGGAGTGGGACTA
CGGCCACGTCGCCCACGAACTCATCCTCGGCAAGGGCCAGGGAATCGAGGTCGTCGACGC
GCCGGACTGGCGCACCAAGGCGGCGAAGGAGAAGCGAGACCAGGCCTACGCCGACGGCCA
GGTCCCCATCCTGCAGAAGGACTACCACCGGGCCGAAGGGTTACGTGACGCCGTCCTGGC
GCACCCCCTCGCCGCGATCCTCTTCGAGTCCGGGGAGCCCGAGCAGTCGCTCTACGCGCA
CGACCCCGAGACCGGCGTACGCCTGCGGTGCCGCCCCGACTGGCACACCCGCCGGACTAC
GTTCGTCGACCTCAAGACCACCAACGACGCCGCCCGGTTCGAGAAGTCGATCGCCGAGTA
CGGCTACCACCAGCAGGAGGCGTTCTACCGCGACGTCGCCGAGCTTCTCGGAATCCGCAT
CGACTCGTTCTTCTTCGTCGCCGTCGAGAAAGAGCCGCCGTACCTGACCGTCGTCGTCGA
ACTCAGCGCCGCCGACGTCGACCTCGGCCGCCGACTCAACCGCGCCGCGATCGACCTCTA
CGCCCACTGCCACCAAACCGACACCTGGCCCGGGCTCCCCGACGAGGTCGGAACCATCTC
CCTACCGCCCTGGGCGTACACCGACGCCGAGAAAGCAATTGACCGCGCACGCAACACGAT
TGGAGTCCCAGCATGACCAGCAACGAACTCGCCCACCAGACCGACGACAACCTGTCGATC
CTGCCCGCCCAGCGGCCGTCCGTCCCCGCCGCCATCGGCCAGCTCATGCAGCACGCCGAA
GCGATGGGCGCCGCGAAGAAGCTCGCCGACGCCATGTGCTCGTCCGAACTCGTCCCCGCC
ATCTACCGCGGCAAGCCCGCAAACGGTGCCGCCGCCATCCTGTACGGCGGGGAACTCGGC
CTCAACCCGATCCAGTCGCTGCAGCAGATCTTCGTCGTCCACGGCCAGCCCGCCATCTAC
GCCCGGACGATGGTCGCCCTGGTGAAGTCGCACGGCTACGCCATCCAGACCGTCGAGTCG
ACGGACACGTCCGTCACGGTCCGCGGCGGCGACCCGCGCACCGGCGAGACCGAAGAGTCG
ACGTGGACCTACGAGCGGGCCCGCCGTGCCGGGTACACGTCCAATAAGAAGTACGAGACC
GACCCCCAGGCGATGCTGTACGCCAAGGCCGCGACCGAGGTGTGCCGCAAGATCGCGCCC
CACGTCCTCCTCGGCATCGCCTACAGCCGTGAGGAACTGGAGCTGGAGCAGCCGCAGTAC
GTCCGCAACGAGGCCCAGACGACCACCGGCGCCGCGGGGCTCCGCCAGCGGCTCGCCGGC
CCCGTGTCGAAGCCCGCCGAGGACGCCCCGGCCGACCCTCCTGTCGCCGACGAGACCCAG
GCCGCGAACGAACCTCCCGCCGAGGAGAAGAAGCCCGCCCAGAAGCTCATCACCGCAGCC
CAGTTGAAGCGACTCCACGCGATGCTCGGCGACGCCGGGCTCGGCAACGACCGCGCGGGA
GCGCTCGCCTTCATGAGCGACGTCGTGCAGCGCGAGCTGACCACGTCCAAGGACCTCACC
AGCGAGGAGGTGCAGAAGGTCTTCGAGTCCCTCGAAAACGGCGGCCGGACAACAGATCAG
TAACCCACCCACACGCAACGAAGGAGCACCACACCCCATGACGAAGGTCACCAACATGAA
CGGCGACGGCGGATCACCCGCCGGTATGTTCTTCCACCGCTTCTCCGGAGGCGGACCCGA
CCAGTTCGAGTTCCCCGGCAACGACCCCCGCGCCTACCTCGGCGACACGTTCTCGATGAC
CGTGCGCGCCGAACTGGTCAAGGTCATCACCGACGAGATCGCCGACGGGCAACGCCAGAT
CCTCGCGTTCCGCGTCGTCGACTCCGCCCCGGTGAAACTCGTCGCCCGAGCAGACGGCCA
CGACCCCGCGCAGACGAGCATCGACGACATCGACGACGCGCCGCCGCCGGACGACAACCT
CGACTCCGACATCACCGAGCCAGCCGAGAAACCCAACGACAACCCGGAGCAGATCTTCTC
CGCCGCCAACACCTGATGGGCGGCCGCCGCCACCAGTGGGCGGCGGTCCGCGACGCCGAG
GAGCTGGCCCACACAGCGCGCACCTTCCATGCCCGCTGGGACCAGCTCCTCGCCGCCGGA
TACACCGACCACCAGATCCGAGACATGACCCTCCCGAAGGACTACCCGCCCGTGAAGGCC
GCCGACATCCCCTACCCGCGCAACCCGCACCAGGCACAGGGCCAAGCGATGCGCGACGTC
GACACCATCGTCTGCGACGTACGCGACCTCGACCCAGCCGACGTGTGGCGCGAAATTTCC
CGCTGGACCCCCACCCGCCTCGCGACCGCGTTCATCGCCGCGTGCGCCGCCCTCGACCGC
GACGTCTCCCTCGAGGACGCACTCGACTGGGTCCGCGACCTCGACCCCACGGTCGCCACA
CCTATCACCACACGGAGAGAAGCATGACCCTGACTCTGACGGCCGACGAGGTCGACCTAC
TCCGCGACGCTCACCGCATCATCGCGCCCATCGTCGCAACGTCCAGCATGACCGATCACG
TGCGCTCCACCATGTGCGGCGGCGGCAACGGCCGATTCTGTTACGAGGTGCGCGGCAACA
AGCTGTCCGGCTGGTGGCCCAGCCAGTGGAAGCCCGAACGCGAAGCGTCCATCACTCTTA
CCCGCGTCCGGAAGTGGGCCGACAGCCTTCCCGACGACCTCCGAGCCCGTGCGCTGGTGG
CGTGGAGGGTGCACCCGGTCAACACCCGCGACATCCCCGCCCTGTACCGCATCACCCTCG
AAGCCATCGACCTTGAGGGGCGTCGCGAACTCGAGCAGACTCGCGACGAGTGGTTCACCG
AACCACCGAGCAGCGCCGCCACTCCGACCTCTCCGCACTGCACGGCCAACGACCACGCCG
GGTGCTGGGCAGGACGTGAACGCCCACCGAACAACGTCTGCTGGCGTGACAGAAAGAACC
GCCGCGTCAGCCCCCGCGGCATCGTCGCCACTTTCAGGCCCGGGTGGTCTCCGCACACCC
ACACCACCAACGCGCGCATCGTCTCGCCGGTCGAGCACCACACCTGCGAATGTGACTGCC
ACTCCCTTGGATACGCGGGCCAGCAGCTTGACCTGTTCCAGGCGGTCACCGCATGAGCAC
CAAGATCGAATGGACAGACGAGACCTGGAACCCCGTCACCGGCTGCACTAAGGTCAGCGC
CGGCTGCGACCACTGCTACGCCGAGTCGATCGCGCACCGCTTCGACGGAACCAAGGCCTA
CCCCAACGGATTCGACGTCACCCTCCGCCCCGAACGACTCGACCAGCCCCTCCGTTGGAA
GCGACCACGCCGCGTCTTCGTGAACAGCATGAGCGACCTGTTCCACGACGACATCCCCGA
CGAGTACATCGCGAAGGTGTGGGCGGTGATGGCACTCGCCCCGCAGCACACGTTCCAGGT
CCTCACGAAGCGGCACGCACGAATGCGCTCGCTGTTGACGAGCGGTGGGTTCCAGACGGC
GGTGGCCGAACACATGCTCGCCAGGACGGACGCCGATGCGGTGAAGGACGCGGGCGACCC
GTTCCCGCTCCCGAACGTCTGGCTGGGCGTCTCGACCGAGGATCAACGGTGGGCCGACAT
CCGGATCCCCGCGCTCCTCGAGACCCCCGCCGCCGTCCGCTTCATCAGCGCCGAACCACT
CCTCGGCCGGATCGACCTCGAGTTCGAGAACTACTACGACCCCGACCAGTACTGCGGGGG
ATGCTCCGGCCTGGTCTCCCCGAAGCATGAGCCCGCGTGTGGCCGCGAACCTGGGAAACA
CTGGGGCCTCGACTGGGTGATCGTCGGCGGCGAATCCGGGCGTGGCGCACGTCCGATGCA
TCCCGACTGGGCGCGGTCCCTGCGCGACCAGTGCGTCGCGGCTGGGGTGCCGTTCCTGTT
CAAGCAGTTCGGCGAATGGAACGAGGACGTCACCCACCACCCGGCGGACCCGAGCCTCGG
CATCGATGCGCCTTACCGCGTGCTCAACGTCCCGCCGGATCACAGAAACCGCAACCGATG
TGTGATGCACGGCAACGGCGTGACTGCGATGACTCCCGACAACCCCTTCAATCCGTTCCG
CGCCGGACACCCAGGCTGGACCGCAATGCGCCGTATCGGGAAGAAGGCCGCCGGCCGCGA
ACTCGACGGCCGCACCTGGGACCAGTACCCGGACAACACGCTGTGACCGCCATCGAGAAG
TGGCCCAAGGACCTCACCGGCCGGCCCCCACGCTTCGACCCCAACGCCATCACCGACCCC
CTCGTCCGCGAGGAATGGCGCCACCTCGCCGACTACGGCTGGGACGACAACCGCATCGCC
CGCCGCCTCGGACTCGCCACCACCACGCTCACGAAGATGGCAGAACGCCACCGACAGCGG
TCTACCGTCGACAGCGACACCAGGACGCAGATAACCGAAACCACACAGGAGCCCCCGCAG
TGACCACAGGACGCCAGTACGCGAAGGTGTGGTTCCGCCTCATGCGCGACCGCGACTTCA
CCACCATGCCCCAGTTCGACAAGATGCTGTACCTCGCGATCCTCGCCAGCGACAGCCTCA
ACGCCGCAGGCGTCACCCCGCTCTACTACCGCCGCTGGGCCCTCGCATGCGCCGACGACG
GAACCATCCCCACAGACCGCGACGTGAAGGCCGGACTCACACGCCTCGAGGCCAACGCCT
ACGTCTACACCGACGAGTACACCGGCGAGCTCCTCGTCCGAACGTTCATCCGCGGCGACC
AGGTCGACAAGCAGCCCAACGTCCTCAAGAGCGCCCTCCGCGCCATCACGGCCATTCAGT
CCGACAAGCTCTCCGCCGTCCTCCTCGGCGAGTTCGACCGCGGCATCACCATCCCCCAGA
TCAAGGCCAAGACCGCCGAATCGACCCGCCGCATGCAGGACCAGATGGACGCCATGGCCA
CCGAAGCGATCGAGCACCTGAAAGCCACCGCCGAAGGGATCACGGAACCCTACCCGCAAC
CCTTCCCCGAAGAGTTCCCCGAAGGCTTGTCAGAACCCTTCGCGAAAGCCTTAACCGAAG
GGTTCCAGCGACCTGGGAAAACAGAACCCTTCCCGGAACCCTTCCCGGAAGGGATGCCGA
AACCCCCGGTTGAGGTTGTGGTTGGGGTTGAGGTTGAAACCTCACCTACCGAGGTGGTTA
CGGGGGGTAACACGCGCGAGCGCGAAGCGACACCACCCGAACCCGCCCAGCCCAGCAACG
AACCCCCCACACCCCAACCCGAACGACGTCAACGCCCACCCCGGTCACTGCCCGCCGGAC
CCGACGGCGAACCACCGCAACGCTGCCCCCGGCACCTCGGCGTCCCCGACGGCGAAGTCC
CCGACTGCGGTCCCTGCGCCGAACTCCGCAAGGCCCACGACCGCTGGACCGCCCGCCGCA
CCCACGCCCGAGCCGAAGCCACCGCCAGCGCCAACCGCACCCGCGCCGACCTCACCCGCG
CCGAAATCGACGCCTGCGACCTCTGCGACGACCACGGCTACGAACTCACCAACGGCGACG
GCCCCAGCGGCGTCTGCCGCCACAACCCCGACCAAGCCGCCACCAACGCCCGAGGCCGCG
CCAAGCTCGAGCAGCTACGCGCCCAGATGGCCGCAGGCAAGTCCACGCCCAAGCCCGACC
CGGAGCCCGACCCGGAGCCCGAACCATGACCGGCCTCACCGAAGCCCAACGCGCCGCAGC
ACGCGAACGCCGCCGAGCCATCCACGCCTGCCGCCACTGCGACCCTTCCGGATGGGTCAT
CGACCACGACGGCCGCGCACGCCGCTGCCCCCACCCAGGCACCCCACCAACCCAGGAAAC
ACTTCAACTGGACCCCACGGAACCACGCCACGAAGCGCCCTCCCGCCGCCCAGATCAAAC
CTGAGCCCCAAACGCCCACCCCTCAGCACCCCAGTAACCCCCAAACCCGCACAGACGCAC
TCAGCCCCCAAAACCCACCACACCCGGAGAGAAACCAACATGACCACCGTCATCGGCCTC
GACCTGTCACTCACCAGCACAGGCCACGCCACCCTCACCTACGACCCCACCAACGGCGAC
CACACCGTCCAGCTGCAAACCATCACCAGCAGCCCCACCGGCAAAACCCTCACCGACCGC
GAAACCCGCCTCACCCGCCTCCGCCAAACCATCGTCGGAGCCTGCCGCGGCGCCGACCTC
GTCCTCATCGAAGCCCCAGCGTTCTCCCGGAACATGTCCGGCACGTGGGACCGCGCCGGC
CTCTGGTGGCTCGTCGTCACCGGACTGCAGCGCCTCGAGGTCCCCGTCGGCGAGGTCCCG
CCCACGACTGTGAAGAAGTTCGCGTGCGACAAGGGCAACGGCGGGAAAGCCGACGTGGCC
GCCGGGATCACTCGCCTGTGGCCGAACGAGTACCCGCACGGCGACGACCAGATGGACGCG
CTCACCCTGGCGTCGATCGGCCTGGTGCTGTCGGTGCCGCGGGTCACGGCCGACACGGTC
GGGATGCCGTTTCGTGTGCTGGAACGCCACCGTCAGGCGATCGCCAAGGTAGTGTTACCG
GAGTCACCACATAGGACACAGTTGGAGAGAAACCTGTGAATATGATTCCGCCGATTCTCG
ATCGGTCCATCCTCGACACCACCGCCGAATACCCCGTGGTCTTCTCCGCGGTGTTCCAAG
ACGTCGAGTCGGGTGCCCCTGAGTTGCGTGTCGCCCGTGTCGATCTCGACAACCCGCCGC
AGGGTGAGGGCGGGGTGCCGGTCGCGCGGCCGTCCCGTATCGGGTGCACGACGTTCACGC
TCACCCGTGCCGCGGACGACCCGGAGCAGCTGACGGTCACCGCGCACGCCGGCCGCGGTC
TGGGGTTCTCCATCCTGGGGCTCGCCCACACCAAGACGATCCCTTCGTGGCCGATCACGT
TGGGCGAGATCCCGCCTGACGCTGGGGGTGGGGTGTGGGCGATGATCGCCTGCCCCCGCG
ACGTCACGCTCGCGTTCATCGACGGCCCGGGCGGTGCCCAGTGAGCGCCGCGCAGGAGCT
CTGGGGTCAGGAACTCGCCGACTCGAAGGTGCAGCACGACGTGCGGCAACTACTCCGAGG
ACTCGACGCGTTCGTGCGTCGGGCCAATGACCCTGATCGCGAAGGCTCGGCGTACCCGGA
TGAGCTGTTGCCGCGTGACCTGGTTCGCGATCTCAGTGAGAACGTCACCAAGTTGCACCA
GGAGCTCGTGGACACGCGGGCCCGCCTCAACGCTGTTCGGCAGCAGCGTGACGAGGCCAC
GCAGCAACTCCTCGACGAACGCGCCACCGTCAGCCTGCTGCGGCGCAAACTCGCGCGCCA
GACCGCGTTGCGGTACGCCTCACGGATCGGCTACTGCGACAGCGCCTTCACCCCGCCAGA
CGGAGGCGACACCCTCACCTGCGCCCTCGACGCCGGACACCCCACGAACCTCCACCACGA
CGCCGGCAACACCTGGGCGTGGACCACCGACGGCGCCACGGTCGTCGGCATGATCCCCGG
GGGCGTCCGATGAGCGACTTCGTCAGCGTCCTCGAAGCACGCACCGACAGCGTCCCGTTC
CCCGAGTTCACCCACGAACGCGTCTACATGCGACGGTTCATCCCAGCCGACGGACTACCC
GCCGACCTCGCACGCTGGCAGCCCACCGTGGACGCCATGCTCGACGGCATCGACGTCGAC
GGGGTCGCGTTCCTGATGATCGACCAGGGGATCGTCGAAGCGGGAAACCTCCACCGCCGC
GGCGGACTCCACGTCGACGGCCACTGGATCGACGGCAGCCACGGCACCCCCGCACCGAGC
TACCCGAGGCACAGTGCCCCACCGCCGCGCCGCCACTACGCGCCCGCGCCGATCCGCCAT
GTCCCGCCCATGCCCGACTGGCACCGGAACCCCGCACCACGCCACGACGCGCCGGCCCCC
GGCCACCACTCGCACCACGGCGGCCCCCGGGAGGCACTGCTACTCGCCACCGACGTCTAC
GCGTGCGACGCCTACGTCGGCGGGTTCGACGGACCCATCGGAGAGGGTGGTGACTGCTCG
CACGTCGACGTCACACCACTCGACCGCGTCGAGCTACGCGACGGCACCTGCTGGGCGGGC
AACGTCGCGCTGCTTCACCAGAGTGTCCCCGTGCCGGTCACCACCGCGCGAACCCTGGTG
CGGCTCAACGTCCCCGGTTGGACGCCCGCATGACCCGGGGCATGTTCACCCTCACCGACC
GCGACGGCGTCCTCGAACCCGAAGACCTCGGCACCCTCCACCAAGCCCTCTGCCGCGCAG
CCGAACCCCTCTGGACCGACCGCCCCTGGCTGATCGTCGACCCCGCCGGCCGGCCCGCAG
CCACACCAGCACGCAAGGAGACCCCAGCATGACCGACACCGACACCACCCCAACTGTTCC
CACCTGCGGCATGTGCCTACGCGAACGCACCCTGGCCGACGCCTACGACTACAACCCCCT
GCAGGTCATCACCGGCCAACCCGTCGGCTGGTACTCCGGCGACGACGGCGAGGTCTGCCC
GCAGTGCATGGCCAAGACCCTGAACGGACAACTCTGATGACCGAACCCACCAACGACTAC
CTCGACAAGGCTCGCGACCAGATCCTCGAGCAGCACCCTGACATGGACCTCACCCGCCCC
GGTGTCGCCGTGATCCTGTTCCCCACCCCAGAAACCTGCGACTGCGGATGCGGTGCCGTC
GCAGTCGAATCCGCGATCGCGCTCGACCCCGACGCATTCGACGACATCGCGACGGTCGCC
AACGCCCTCGAAGCGATCGCGATCCGCTTCCGCGCCCACCTGGGCGAAGCGAACTACCAG
ATCGCCGAAATCCGCAGGAGGAACCAGCAGTGAGCGACACCGCTGACGACCAGCACCAGA
CCTACGACGACAACGCCTGGACGCGTGTACGAGGCGCCATCGCCGGACTCGCCCAAACCG
CGCACCCCGACGTCGTCCCCACCAGCACCGTGCGCGACGCCGACACCCTCGCCTTCTGGG
CCGCGAGCTACCGCCGAGTGGTCGGCACGGGGGACGAACAACACCACCTCGTCACCGAGG
ACATCGTCAACTACGAGCGGTTGACCCACACGCTGCAGCAACTCGCCCACGACGGTGCTG
ACGAGGCCCTGCGCGCCCAGTACGCCCACCGCTACGAGATCACCAAGGAGTCGCGGAAAC
TCCTCCGGTGGCTCGGCCAGACCGCCCGCAGCTACGCCTCACGCAAGGCCTCTTCCGAGG
ACGAAGACCGTGACCTCGAGTACGGCCTGGCGCTCGCCAAGTATCTCGTCGAATACGGCT
GGACCCCACCGGCGCCCGAGTTCACCACCGAGATTTCGGAGGACTGACCGATGGCCGAAA
CCACCAGCTACGACGAGGCTGTCGCGTCACTGTTCCACGCCGGCCCCGGCGGGCAGTGCG
ACGACTGCGGACACTTCGCCCACCGCCACCACGACGGCAACCCGTCCCTCGGTGTCGCCC
GCGGGTGCGCGTTCCACCGCCCCAGCAGCGATGAGTGGGAGTGCACGTGCACCGGCATGT
CCTGGCAAGGCCACCGCGTCAGCATCCGCGACGTCATGAAGGCGGTAACACCATGACCTG
CACCGACTGCGGGACGAACTACCCGGCCGACTTTCACCGCACGAACTGCGCCCGGGCCGC
CGAGTTCGCAGCCCTCGAGAACCAGATCGCCCAGACGATCCACGCCCACGCCTTCGTGCC
CCTCGACACCCGCTACCGCATCGCCCGCCAACTCATCGCCGACGGATGGCGTCCACCCCC
GCCCCGCGGTGAGGAGCTGACGCCCGCGGAACTCCACCGGGCCGCCGACGCGGTCGACTA
CGCCGACGCAATCCTCGGCCGGGTCAACGACGCTCGGCCCGCTGGCAGCATCCTGATCGG
CTTCGACCTCGACTACCTCGCCGACGTGTTCCGCAGCGCAGCGACCACGAAAGGCGAGTG
ATCTCGTGATCAATCCGCTCTGGTCCATCGCGCTCACCGTGCTCGGCGCATTCGGCCTGT
TCCTCGTGTTCCGGTTCCCGAACCACTGGATCGGCCCCGCATGGTCGATCGTGCTGCAGG
TCGTGTGGTTCACCTACGGCGTGGTCACCGGACAGTGGGGGTTCATCGCGTCCGCGTTCA
TGTACGCCGGCGCGAACGCCTACGGGTTGCACTCGCGGCGGAAAGCGCGACGGGCGCAGG
AGGTCCCGCGATGAGCGACCCGCGACCGATGGACGTGCCGCTCGCCTGGACCCAGATGAA
GACGTACGTGCGGAAAGTCGAAGGCCGCTGGTGGGTGGCCTACGCCCCCTTCGTCGACAC
CGCCTACGCCATGGCCCAGGTCGCCGGGACCGTCTGGCAGGACTGGTGGGTGTGGTGGAG
GTTCGACAACCACGCCGACGCCGTCGAGTTCGCAACCGGTCTCCAGAGGAGCGCGCCGTG
AACGACACCATCCCGGTGCTGCCGCGCCCGCACGACTGGCCGCACACCCGCGGCGCCCCC
TGGCTCCGCGTCCGCCGCGACGGCCTCATCGAACTGTGCGACGTCACACCAGAGTTCGCC
ATCTCCCCGCACGTGATCGCCGAGTTGCAGGAGACCGGCAACCTGTCGATCTCCGACGAC
CACCTCACCTACCGCTTCCACATGGCCAACGGCGAGTGGACCTACCGCGTCGTCGGGATC
GTCGCCGGCACCCGCGACCTCGTACTCCGCATGCCCGACTAACCCCCCAACCCCGAACGG
AGAACACCATGGACCGCCCCAAGCCCCGCACCACCCGCACCACCACCCTGAGAAGTCTCG
ACTCGCTCACCCTCGGCGACCTCCGCGGCTTCCTCACCACCTGCGCCGACGAGGGCTGGT
CCGACAACGCCCAGGTCGGCATCTCGAGCACGGTGGGGGACCGGCCCGGGGAACGCACCA
CGTACCAGCTCAGCGTCACGGAGACACGATGACCCACCCTGGCCCCCGCAACCACACCGA
GAAGCCGTCGACACCGCCCGCCGGGCCGTCAGGCGTCTCACACCAGTCAGCCGACAGCTC
GCCGCCCACCCCGATCAACCTCGCGGACGAGGTCGTCCGCATGACGGCGATGGTTGAGCA
GAACCTGCGCGTCCTGCTCGACACGTTCGGCATCCCCTACACCGAATGGCCAGCGAAAAC
GTGTCGAGCGGCCCTGCACCGCGTCGGTGCTGGTGACCCACCCGGCGGCGTCCCGTGCAG
CCTCCACCTCGGGCACGACGGCAAACACATCACCGAATCCGGTCGCGCCTGGGCTGACCC
CACCGACCAACAGATCCGGCACGTCGTTGACATCGTCGCTGACGTCCGCGCCGCAGGTGG
CTCACGTAGCTACGCGATCGACGGCGTGAAGATCATGGCGTGTGACGAGCGCGGCCGCAC
CAACGCCGACCACGAAGCCGAGTCGATGAAGATCCGCGCCGACCAGGCCGAGGCGCGTGT
CGCCGAACTCGACAGCGCGCTACGCAGCGTCCTCGACGCAGTCAACAACCTCGACACCGG
ATACAACGCGGTGAAGATCAACGGAGTGCGGATCGCGCTCGCCCGGGCCGGATACGGCAC
GCATCCCGACACAGGGGAGAAGCGGTGATCCGCCGGGCCCGCGGCCGCCACCGCACCGGA
ACACCGGTCGCCGAGCTCCGCGACTACCTCGACCACATCGCCAACGAACTCGGCTTCGAC
CTACCCCGCCCGGTCGACACCCACCCCGTACGCGGACGCCACCGCCTCGCCGACGGCGGC
ACCCCCGTGTCCGAGGTCGGCGGATACGTCCCGACTGGCAATGCGATCGACCTGCCCGCC
GAGCCGGACCGGAACGTCACCGACTGGCTCGCCCAAGTGGAACCAGCGATCTGGGCTCAC
CCACTCCTGGCGATCCCGGACGGCCCCGTCGGCGTCGTCATCGACAGCCGCGTCCACATC
AGCGACCCGAACGAGTTCGACCCACCCGAGGACAGCCCGTACGCCCGCATGTGCCAGCAG
CTCGACGACATGCAACCCACCATCCGCCAACTCACACAGAAGGTCTGACCCGCATGCTCT
GGCGCGCACTCACCCTGAGGCTCACACCGAACCTGAAACTCCGGCGCACCTCGAGGAACT
CGTGGAACGTCCTGCTCGAGTGGAAACGCCCACACAGCACCCGACGCCTCGGCGCGTACC
GCTGGGGCAGTCCACACGGCACGATGCCGCCGCCCGGTTTCTCCTGGAAACCGTGGCCGC
ACCTTCACCGCAGCCGCAGCCTCGAGATCAACCACACCGAACTGTACTGGCCTGGGATCG
GCGGCGTCTCGGTGTCCGAGTCCCACCACACCAGCCTCCTGTTCGACCACCGCGGCCGCG
AAGTCGCGCTGCGAGACAGCTGGCTGGCCCACACCCACCCGCAGGACAAAACCACCGAAA
GGACCTTCTGATGACCCAGCAGCCCACCGTCGGCCGCATCGTCCACTACCAGTCGTACGG
CACCCCGGGCGGCGAGTACCTGCCCGAACCACGCGCCGCGATCGTGACCGCCGTCAACGA
CTCGTACGGCACCAGCGACGCCCCGGAGACCCGCGTCAGCCTGTGCGTGGTGAACCCGAC
GGGCCTGTTCTTCAAGGAGAACCTGCCCTTCGCTGAGGAACCCACACCGGGGCACTGGAA
CTGGCCGCCCCGCACCGACACGATCACCGTCCACACCACTGACCCCGCGGCGTCACGCGC
CGCCATCGAAGACCAGCACCGCCGCAAGATGGGGAGGCCCCAGCTGTGACCGCACCGAAG
CGCTACCGGAAGAAGCCCGTCGAGATCGAAGCCATCGAGTACCTCGGCACCAACGATCCA
TCGGTCGCAGAGTGGTGCGGCGGAACACTCATCGCACTCGGGCAGGGGTTCTGGAAGATC
GAAATCTCAACCCTCGAAGGCCCTGTCACCGCGAGTCCCGGCGATTGGATCATCCGCGGC
GTGAAGGGCGAGTTCTACCCCTGCAAGCCCGACATCTTCGCAGAGACCTACGACGACCCC
GAGGACGTTGACCCGCTGCTCGCGGTCCGCCGTGCCGAGCAGCGTCTCGTCGAAGCCCGC
CAGGATCTCGCCCGAGCGAACGAGGCGCCGAAGACGTGAGGTGTCCGGGCAGCGGTGGGT
GGCACGTCGGCGCGGCACCCCTCCGCGACCGCGACCGACTGGCCCGCGGCTACTGCCCCG
AATGCGGCCGCTCCCACGCACTCACACACCAAGGCCGCATCTGGACCCACCGCGCCCCAG
GACCAACCATCACCGGAAGGACCACCCCGTGACCGTGACCCACGTCGGGACGAAAACCCT
CCCCGTCACCGACCTCCACCCACACCCCGACAACCCCAACCGCGGCAACGTCGACGCCAT
CCGCGAATCCCTCGACCAGTTCGGCCAATACCGGGCCGTCGTCGCCCTCACCGACGGCAC
ACTCCTCGCCGGCCACCACGTCTGGCAGGCGGCCAAGGCCCGCGGCCAGGAAACCATTCG
CGTCGAAGTCATCGACACCGACCCCCAGACCGCGAAACGCATCCTGTTGGCCGACAACCG
GATCGCCGAACTCGGCGAAGGCATCGACCCCGAAAAGCTGTACGAGCTGCTGTCCGACGA
CCTCGACATGACCGGCACCGGATATGACGCCGACTACCTCGCCGACCTCGAAGCGCTGCT
CCACCCCGACGAACTCGTCGGAGACCCCGATACCGCCCCACCGGTACCCCGCGCCCCCGG
ACGTGCGAAGACCGGGCAGGCGTGGCAGCTCGGCCCACACCGCCTGTGGATCGGCGACTC
CACCGACACCGAGGCGGTGTTGCGTTGGCTGGCCGGGGACCGCGCCGACTGCGTGTGGAC
CGACCCGCCGTACGGCGTCGACTACGTCGGGAAGACGAAGGAGTCGTTGACGATCGAGAA
CGACGGCGCGAAGGACCTCCCCGCGCTGCTGGCCGGCGCCTACCACACCATCCTCAACGC
CGCCCGCCCCGGCGCCCCCGTGTACGTCGCCTGCCCACCCGGCCCCGAGTTCGCGCACTT
CTGCAACGGCATGCTCGCGTCCGGGATCCTGTGGCGGCAAACCCTCGCCTGGGTGAAGAA
CACGATCGTTCTGGGCCGCAGCGACTACCACTACCGGCACGAATCGATCCTGTACGGCTT
CACCCCCGGCCAGAAGGGGTCGGGACGTCTGGGGCGTGGCGGTGACCGCTGGTTCGGCGA
CAACAGCCAGGCGACGACCCTGTTCTACGACAAGCCGCCGGCCAACAAGGACCACCCCAC
GATGAAGCCGGTCGACCTGATCGGGCACATGCTCGGCAACTCGTGCCCGCCCGGTGGTTT
GGTGTTCGACCCGTTCGGCGGGTCGGGGTCGACGATGGCGGCCGCGCACGTGACCGGACG
TCGCGCGGCGCTGGTGGAGCTGGACCCGAAGTACGGCGAGGTCATCCTCGAACGCTACGA
GGCGATGACCGGGGACACCGCGCAGCTCGTCGACGACCTCTGATCGGCGGGGCGCTCACG
CGCAGGAGGTAACTTGCTCCGCATGACAGCAAACAAAGTCAGGACCAGTGACCTCGGCAT
CGACAACATCGGCGACTACATCGCCATCGGTGGGGTGGCCGACGGCCGCCGAACCCTGCT
GGTGGGGCTCCTCGAGGCAGTGTCCCACGGGCCTACCGAGAACAGCGGCGTCGCAACATT
CCTCGATGTTCGCCTGAATGGTGTGAGCGACGTGTTCCGCGGCATCTACCGCCACGATGA
ACTGTGGATCGGTGACGACCTCATCGAGGTCAACCGCGCCGTGCTCGACGATCTCGAGTC
ACGCAACGCCGCCCGCTCGTAGTTCCCGCGCCGCCCGCACCGCAGCAGCGCGGGCATGCA
ACCCCGACCGACCCCGGCCCTGACGACGCTCGATCACCGCGTCGTCAGGGCCGCACAACT
CTGCCAGCCACACCCCGCCGGTCACCGACAGCGACAGATACTGGCCGGCGTCGAGATCGA
CGATCATCCACGACCCCAGACGGCCGTGCACCCACACCGCAGGCGGGATCACCACCGCGG
TCACGAAACCACCGTGCGGCGTTTCCGCCCCCGCACTATGTCGGACACATGCCCCTGCGA
GACCCCGAACTCGGCCGCGATTGACCGCTGAGACCGGCCAGACGCCGCGGCCGCGCGGAT
CGCAATGACCTGGTCAGCGCGCAGCTTCGTCGCACCGTTCCGAAGACCGGTCGCCGCCAG
TCCGTTGGCGACAGCGTGAGCCTTGTTCTGTGCGCTCGTGCAGCCCTGCAGGTTCGTCGT
CGCGTTGTTCGCCTTCACACCGTCGAGGTGGTTGATCTCCACTCCCGCAGATCGAACGCC
CACGAAGGCCTCGTAGACCAGGGTGTGCACGGTTCGCCTCGTCGAGACGCCGTCCTGCCA
CAGGGTGACGCAGAGGTACCCGTTCGGCTGCTTCTGCGGCCTCAGCACCCGCCCGGCCCG
CACCCCTCGGCCTCCGGTGACCCGACGAACCCGCCCGAGGTTGCTCACCTCGTAGTTGGC
GAACCCGACCGCAGACCGCCACAACTCATCACTCATGGTCACCTTCCGTCCGCTTCGTGC
GGCGCGTCATCCACGCCTCGATGTCCGCGCGCGCCCAGATCGGGTACCGGCCCGACACTG
TTCGCAGCGGCGCCGGTAGGTCGGTGTGGCGGGGGGTGCCGGCCTCGCGGTTCCAGCGGG
ACCGCGAGTACATGACCCGCGCGGACTGGATCGTCCACCCGGCGGCCGCGGCGACCTCCG
GGAGGTCCATGACGTCCGCCGCCTTCACGGCGGTCACGACATCGCCCGCAGGAGTTGGGA
ACACATCTCGGCGGCCTGTTCGAGCGTGTACTCGATCGTCGCGATGAGTTCCCGGTTCCC
GTCGCCGGGTGCGGTGATCACCCGCGCGCGCACGACGTCCGCGCGGGGCCGGTCCCATAC
AATCCCCGTCGGCACCTGCTCGTCGACGCGAGTCGTTGACTCTGGAACGTTCATGGTCAG
TACCACCCGATCGTGTAGCCGTGGGGCACATCTCGACGCTTCTGGCAGTTCTCGCACTGC
AGGAACTCGCCTGTCCCCGTGTCGGACATCCGGCTGTTCTGCGCGACAATGACCTTGCGG
TCTTCGTCGATCGTCGTCGACCAGAAGCGCCCGTACCCGTCCTCGACCAGCTGCCAGCTG
TGGTCGCATTCGACCTCGGCCATCACGTCCCTCGATTCTCGACGCGGCTGTCGAACACCG
AGGGCTGTATCCGCTCGACGTCCCCGCGGCGGATGCGGAGAGCCCAACGGCCATCAGCGA
ACTCCACCCACTCACCGAACCGGATGGACGCGCGGTGTTGATTCTCGACCTCGATGAACC
TGCCTGACTCCGGTCCCGGCGGCCCGTCGAACATGACGTCGACGTACGTGCCGACCTCCT
CCTGGACGGCGATGAGCTCGGTCGGCTGGTTGCCTTCGCGGATCGCGTCGGCGACGTCGA
GCAACGCGTGCACGATGCCGAGGTTCTGCTCGAAGGCGAGGGCGGTTGCGTCATTGCGGT
GGTTGGTCATTGCGGTCTCCGTTGTTCGTGGTCGTCGCTGTGGTTCACCACTCGACTGCC
CGTCCCCACCGCATGCTGTGCAGGGCGTTGCGGTACGTGTAGTCGAGGGCGTCGTCGAGC
TGTTCCTTCGTCGCACCGTCTGCGACTGCTGCCACCCACACGGTCTGCAGCTCCGTCGGG
GCGGTGCCCTGCTCCAACAACTCCCGCGCCCGGTCGGGGGTCGCCACCTGGGCGGACAGC
CACGCAACCGTGGCCGTCCTGCCCAACTGGTCGAGCACCGAGATGCGGGACGTCAGCGTG
CTCACTCCGCCTCCGGCGCGGACTCTTCGGTCTCGGTCGGCTCCTCGGTGTCCGGCTCCT
CCTCGTCCGGCGTCCACGTCGGGGCCTCGTAGGAGTAGTCAGGTCCCGTGCGGGGGAGGT
CGCCCATGTTCACCGGGTCGGTGTTGGCGCCACCGCCGATCGAGGAGCCGTCCGTCGACA
CGATCGGCGGCGGACACGGCGCCGTCCCACCGTTGCCGAGCTGGATGACGCACGGCGCCG
GAACCTGGGCCGGTGCCGGGGTGGGGTTGGCCATGGCGACGGCGACCGGGGCGGCCAGGA
CGGCGAGCGTGGCCAGGGCGGTGCTCAGTTTGCGAATCATGCTGTTCTCCTTGGATGTTG
GTGGTCTGGGTTGACCGTCCACACCCCCGGCAGACCCGGGGGCGGGGCGCACGACCCAGC
GTCACCACAGATCGCCGTGCTGGTTCCAGCGCTCGTTCTGATCGTCGGCACGCTCAGCGA
GGTCACGCTCGCGCTGTTCCTGCGCCCTCCGGTACTGGCGGCGTCCGGCCGGCACGGCGA
CCGCCAACACCACCACCGTCGCGAGACCGAACGACACCACCGCGACGGCGGGGTCGACGT
CGGCGAGCACCGCGGACAGTAGGGCGAACACGCCGACCCCCAGGGCGGCGAGCGCGGCGG
TCGGGTTGGAACGGGCGGCGTCACGTAGTTCTCGAATCATGTTGGCGAGCATCATGACTC
GGCCCGAACGTTCGCGACGGTCAGATGGGCGCGGACGGTGACCACCGCGGCGTCCTGCGC
CTCCTCGCGGTTATCGAACGTCGACGACCACCGGAACCCGGCGATCGGCGCGTACAGGGT
GGTGCGCACCGTGACGACCCACCACAGGACCGCCCCGCCGGGCTCCTCGACGGCCAGGAC
GGTGACGGCGAAGTACTCGGCGATGAGAGTGGTTGCACCCCAGGGGGTGGTGTACCACTC
GACCTCGGAGGCGCACCACGGGGCGTGCGCGGGACGCTTGGTCCCGCAGTCGCACGCCGC
CGTGTCCTGCGCCACGAGGGCCGTCACCGGCCCGCCTGATCGATCAGGCGGTCGGCGCGG
TCTTCCTTCGCCCACAGCTCATCCCGCAACTGGTCGCGGGCGGCGCTGTCGGGCATGGCT
TCCCAGTCTTCCCAGCCCTTCGCGATCTCGGCCTCGAGGTCGGTCAACTCGCTGGGCGAG
TTCAGTAGCTGCTTCATGGTTGGCTCTCTCGGTCGGTGTTGTGGTGACGTGAACAAAGTA
GCTCGAACATAGGTAACAGTTCAATAGAAACCTGGCACAATCGCCCATACTGAACAGACA
TCACCACGCAGGAGGGACAACCATGGGAGACGCCAAGACCAGCGTCCGCTACCAGAGCAA
CATCATGGAACGCGAGGCCCGCTGCCTCGAACTGTTCCTGGCCGGCGCGAAGTACGTGCA
CATCGCCAAAGAGGTCGGGTTCCGCGAACCCCAATCCGCGAAGAAGGCCGTCGAACGCGC
GATCGCCCGACGCCGCCAGGAACGCAACGAGCTCGCCGACGAAGCCGCCACCGTCATGCT
CGACCAGCTCGACATGCTGTACCGCGCGCACATCACGACCGCGCTCGACCGGAAGAACCC
CGACCAGTACAAGGCCACCGAGCAGGTGCTGCGCGTGCTCGACCGGAAGGCGAAGCTGCA
GGGACTGAACGCGCCGGTCCAGGTGGAGGCCACCGTGCGGGTGAAAGACGAGCTGGACGA
CGAGATCGCCACGCTCGTACGCAAGTTGAAGGAACAGGGCGACCCGGCGCTCCTGCCGGA
CACCCCGGTTCTCGACTCGATCATCGACGCGCAGGTCGTCGACGACCCGGCCGACGAAGG
GGTCGAGGCATGAACCCCGAGACCGCGGTCCTCGACGCGATCGACGAGCTCGTCGACGAA
CAGCTCGCCCAGGAGGCATCCGGATACGACTACAACATCAACCAGCCCTGGTGCCCGCAC
CCAGGCTGTCCAGCTGAGTGGCACGGCCTGCCAACACTCCGGTGCCCGGGATCGGCTGTC
GCGGGACCGATGAAGCCACCACCCTGGCCTGCCAAACCGAAGTCACAGGCGCGAATGGCG
ATCATCGACGCCGACGGCAACCGGACCCCGATCCGCAGCGCGCTCGTCGACTTCCAGATG
ACTCCCGACCCAGCAGCGGTTGAGCAGTTCCGCGAGGCGTGGGACGGATTCCGCACCACC
GTTGTCGAGGGCTTCCGCACGCTCGAGGTGTCGTTCCAGGGGGTGTCGGCGGACCTCCGG
AGAGTCCTCGAGGGCAGCTTCGCCGAGGGTGGCGAAGTGGTCGAGCAGTCGCCGCAGCAG
CGTGCCCTGCCGCGGCCGTCGACCACGCCGCCGATGTGGGCGGCCCGCGCCGACGGACGG
AGACGCCGATGACCGCCCGTGTCGTCAATCGGGTGCCGCGGCTCCGGGAACCGTCCCGCC
TCCGCCACGACATCCGCATGTGCGGCGGCCTCGGCCCGTTCCTGTCCGCGCTGGTGCAGA
TGTTCGGCACGTTCGCGCCCTTCGCTGTCGTCTACGGGTACGGCGACAACGATCCCTGGC
GTCTCCCGGATGACCCGTTCGACGCGTCCACGTGGACCGATCCCGAGGTCACCTCGTGAG
CGCCTGGTCCGTCCTCGCCGACGCAGGCATTGCGATCGGCGCGTCGTACCCGTGCTTCTG
GGCGTCGTGGAAAGCGGGCTGGCGGTACGCAGAATGGCGGGACCTCATCCGACAGGAACG
GGCCATCGACCGGGCCGCGCGCGCGACACCCCCCGTCCGCCGCGCACCGCGCAGTGGGGG
AGGACAGGGAGACCCAAGCCGCATCCCGCCACCCGGCAGCGCCGGCGTGGTGACCGGGCG
CTGGCGGCAGTCAGTAGCAGCCAACAGCTCCGGCGTGCTGGTCCTGCCCCCGGCTATCTC
CAACCACTTCGAGGAGGCCCTGCGGAAACGGGGGCTGTGGAGGGTGGAGCGGCG