##gff-version 3
##sequence-region Gordonia_phage_Barb 1 59514
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	1	1605	202.6	+	0	ID=Gordonia_phage_Barb_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	1685	1783	13.5	+	0	ID=Gordonia_phage_Barb_CDS_0002;transl_table=11;phrog=31453;top_hit=NC_030913_p6;locus_tag=Gordonia_phage_Barb_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	1783	2232	24.2	+	0	ID=Gordonia_phage_Barb_CDS_0003;transl_table=11;phrog=33312;top_hit=MG099939_p81;locus_tag=Gordonia_phage_Barb_CDS_0003;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	2229	2705	49.3	+	0	ID=Gordonia_phage_Barb_CDS_0004;transl_table=11;phrog=3193;top_hit=p40386 VI_04047;locus_tag=Gordonia_phage_Barb_CDS_0004;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	2702	2845	18.4	+	0	ID=Gordonia_phage_Barb_CDS_0005;transl_table=11;phrog=7793;top_hit=NC_031226_p65;locus_tag=Gordonia_phage_Barb_CDS_0005;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	2842	3345	113.0	+	0	ID=Gordonia_phage_Barb_CDS_0006;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0006;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	3482	3796	48.0	+	0	ID=Gordonia_phage_Barb_CDS_0007;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0007;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	3793	5379	248.1	+	0	ID=Gordonia_phage_Barb_CDS_0008;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	5376	5729	33.6	+	0	ID=Gordonia_phage_Barb_CDS_0009;transl_table=11;phrog=14528;top_hit=NC_031112_p14;locus_tag=Gordonia_phage_Barb_CDS_0009;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	5704	7743	254.3	+	0	ID=Gordonia_phage_Barb_CDS_0010;transl_table=11;phrog=34890;top_hit=NC_031052_p14;locus_tag=Gordonia_phage_Barb_CDS_0010;function=head and packaging;product=head morphogenesis
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	7868	8095	0.6	+	0	ID=Gordonia_phage_Barb_CDS_0011;transl_table=11;phrog=21251;top_hit=NC_028668_p79;locus_tag=Gordonia_phage_Barb_CDS_0011;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	8148	8294	37.2	-	0	ID=Gordonia_phage_Barb_CDS_0012;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0012;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	8405	8608	7.1	+	0	ID=Gordonia_phage_Barb_CDS_0013;transl_table=11;phrog=25971;top_hit=p231201 VI_04170;locus_tag=Gordonia_phage_Barb_CDS_0013;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	8681	9898	157.4	+	0	ID=Gordonia_phage_Barb_CDS_0014;transl_table=11;phrog=29860;top_hit=NC_031052_p18;locus_tag=Gordonia_phage_Barb_CDS_0014;function=head and packaging;product=virion structural protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	9895	10488	60.3	+	0	ID=Gordonia_phage_Barb_CDS_0015;transl_table=11;phrog=2659;top_hit=NC_023725_p94;locus_tag=Gordonia_phage_Barb_CDS_0015;function=DNA, RNA and nucleotide metabolism;product=RNA ligase
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	10488	10631	3.1	+	0	ID=Gordonia_phage_Barb_CDS_0016;transl_table=11;phrog=14225;top_hit=NC_028665_p19;locus_tag=Gordonia_phage_Barb_CDS_0016;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	10722	12620	337.0	+	0	ID=Gordonia_phage_Barb_CDS_0017;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0017;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	12710	13522	143.0	+	0	ID=Gordonia_phage_Barb_CDS_0018;transl_table=11;phrog=779;top_hit=p304239 VI_00054;locus_tag=Gordonia_phage_Barb_CDS_0018;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	13536	13937	81.5	+	0	ID=Gordonia_phage_Barb_CDS_0019;transl_table=11;phrog=14463;top_hit=NC_028665_p22;locus_tag=Gordonia_phage_Barb_CDS_0019;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	14034	14720	164.1	+	0	ID=Gordonia_phage_Barb_CDS_0020;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0020;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	14869	15639	91.5	+	0	ID=Gordonia_phage_Barb_CDS_0021;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0021;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	15636	16172	46.2	+	0	ID=Gordonia_phage_Barb_CDS_0022;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0022;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	16213	16506	20.7	+	0	ID=Gordonia_phage_Barb_CDS_0023;transl_table=11;phrog=28979;top_hit=NC_030913_p25;locus_tag=Gordonia_phage_Barb_CDS_0023;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	16496	16939	69.8	+	0	ID=Gordonia_phage_Barb_CDS_0024;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0024;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	16985	17578	94.2	+	0	ID=Gordonia_phage_Barb_CDS_0025;transl_table=11;phrog=14331;top_hit=NC_031112_p29;locus_tag=Gordonia_phage_Barb_CDS_0025;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	17728	18261	54.6	+	0	ID=Gordonia_phage_Barb_CDS_0026;transl_table=11;phrog=13927;top_hit=NC_031112_p30;locus_tag=Gordonia_phage_Barb_CDS_0026;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	18316	23847	834.3	+	0	ID=Gordonia_phage_Barb_CDS_0027;transl_table=11;phrog=6090;top_hit=MF919510_p42;locus_tag=Gordonia_phage_Barb_CDS_0027;function=tail;product=tail length tape measure protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	23844	24788	111.9	+	0	ID=Gordonia_phage_Barb_CDS_0028;transl_table=11;phrog=106;top_hit=MG099939_p19;locus_tag=Gordonia_phage_Barb_CDS_0028;function=tail;product=minor tail protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	24785	26551	319.7	+	0	ID=Gordonia_phage_Barb_CDS_0029;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0029;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	26599	27147	71.0	+	0	ID=Gordonia_phage_Barb_CDS_0030;transl_table=11;phrog=8122;top_hit=JF704115_p20;locus_tag=Gordonia_phage_Barb_CDS_0030;function=tail;product=minor tail protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	27144	28316	100.8	+	0	ID=Gordonia_phage_Barb_CDS_0031;transl_table=11;phrog=7719;top_hit=MG770215_p25;locus_tag=Gordonia_phage_Barb_CDS_0031;function=tail;product=minor tail protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	28316	28528	14.6	+	0	ID=Gordonia_phage_Barb_CDS_0032;transl_table=11;phrog=24626;top_hit=NC_031052_p36;locus_tag=Gordonia_phage_Barb_CDS_0032;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	28528	28872	55.0	+	0	ID=Gordonia_phage_Barb_CDS_0033;transl_table=11;phrog=13955;top_hit=NC_031061_p27;locus_tag=Gordonia_phage_Barb_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	28850	31117	314.3	+	0	ID=Gordonia_phage_Barb_CDS_0034;transl_table=11;phrog=8780;top_hit=NC_031251_p28;locus_tag=Gordonia_phage_Barb_CDS_0034;function=tail;product=minor tail protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	31121	31717	71.9	+	0	ID=Gordonia_phage_Barb_CDS_0035;transl_table=11;phrog=7114;top_hit=NC_031097_p29;locus_tag=Gordonia_phage_Barb_CDS_0035;function=tail;product=minor tail protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	31726	31962	26.7	-	0	ID=Gordonia_phage_Barb_CDS_0036;transl_table=11;phrog=6153;top_hit=NC_031118_p37;locus_tag=Gordonia_phage_Barb_CDS_0036;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	32192	33232	198.7	+	0	ID=Gordonia_phage_Barb_CDS_0037;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0037;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	33258	33710	89.0	+	0	ID=Gordonia_phage_Barb_CDS_0038;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0038;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	33716	34030	33.9	+	0	ID=Gordonia_phage_Barb_CDS_0039;transl_table=11;phrog=4511;top_hit=MF919537_p45;locus_tag=Gordonia_phage_Barb_CDS_0039;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	34027	34263	4.0	+	0	ID=Gordonia_phage_Barb_CDS_0040;transl_table=11;phrog=6071;top_hit=NC_030696_p47;locus_tag=Gordonia_phage_Barb_CDS_0040;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	34260	34694	48.8	+	0	ID=Gordonia_phage_Barb_CDS_0041;transl_table=11;phrog=3798;top_hit=NC_023698_p40;locus_tag=Gordonia_phage_Barb_CDS_0041;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	34666	35436	71.0	+	0	ID=Gordonia_phage_Barb_CDS_0042;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0042;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	35493	36389	127.1	+	0	ID=Gordonia_phage_Barb_CDS_0043;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0043;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	36386	36673	21.4	-	0	ID=Gordonia_phage_Barb_CDS_0044;transl_table=11;phrog=37690;top_hit=NC_031052_p48;locus_tag=Gordonia_phage_Barb_CDS_0044;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	36693	36935	3.6	+	0	ID=Gordonia_phage_Barb_CDS_0045;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0045;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	36932	37867	89.2	-	0	ID=Gordonia_phage_Barb_CDS_0046;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0046;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	38884	39045	23.4	+	0	ID=Gordonia_phage_Barb_CDS_0047;transl_table=11;phrog=33087;top_hit=NC_031052_p53;locus_tag=Gordonia_phage_Barb_CDS_0047;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	39062	39334	20.5	+	0	ID=Gordonia_phage_Barb_CDS_0048;transl_table=11;phrog=16141;top_hit=NC_031052_p54;locus_tag=Gordonia_phage_Barb_CDS_0048;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	39413	40261	150.7	+	0	ID=Gordonia_phage_Barb_CDS_0049;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0049;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	40258	41196	149.4	+	0	ID=Gordonia_phage_Barb_CDS_0050;transl_table=11;phrog=4171;top_hit=NC_031097_p54;locus_tag=Gordonia_phage_Barb_CDS_0050;function=DNA, RNA and nucleotide metabolism;product=RecT-like ssDNA annealing protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	41242	41640	83.4	+	0	ID=Gordonia_phage_Barb_CDS_0051;transl_table=11;phrog=14395;top_hit=MF919514_p52;locus_tag=Gordonia_phage_Barb_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	41640	42071	53.5	+	0	ID=Gordonia_phage_Barb_CDS_0052;transl_table=11;phrog=27511;top_hit=MG099939_p71;locus_tag=Gordonia_phage_Barb_CDS_0052;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	42068	42478	45.6	+	0	ID=Gordonia_phage_Barb_CDS_0053;transl_table=11;phrog=12575;top_hit=MH020241_p66;locus_tag=Gordonia_phage_Barb_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	42475	43431	98.6	+	0	ID=Gordonia_phage_Barb_CDS_0054;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0054;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	43428	43688	21.6	+	0	ID=Gordonia_phage_Barb_CDS_0055;transl_table=11;phrog=29500;top_hit=NC_031052_p62;locus_tag=Gordonia_phage_Barb_CDS_0055;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	43685	44995	133.4	+	0	ID=Gordonia_phage_Barb_CDS_0056;transl_table=11;phrog=3171;top_hit=p32104 VI_04105;locus_tag=Gordonia_phage_Barb_CDS_0056;function=DNA, RNA and nucleotide metabolism;product=replication initiation protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	44992	45219	4.5	+	0	ID=Gordonia_phage_Barb_CDS_0057;transl_table=11;phrog=37029;top_hit=NC_031052_p64;locus_tag=Gordonia_phage_Barb_CDS_0057;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	45305	45904	95.5	+	0	ID=Gordonia_phage_Barb_CDS_0058;transl_table=11;phrog=159;top_hit=p35032 VI_04131;locus_tag=Gordonia_phage_Barb_CDS_0058;function=DNA, RNA and nucleotide metabolism;product=RuvC-like Holliday junction resolvase
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	45901	46329	40.2	+	0	ID=Gordonia_phage_Barb_CDS_0059;transl_table=11;phrog=36828;top_hit=NC_030913_p62;locus_tag=Gordonia_phage_Barb_CDS_0059;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	46326	46787	40.8	+	0	ID=Gordonia_phage_Barb_CDS_0060;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0060;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	46960	47256	31.6	+	0	ID=Gordonia_phage_Barb_CDS_0061;transl_table=11;phrog=38443;top_hit=NC_030913_p65;locus_tag=Gordonia_phage_Barb_CDS_0061;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	47253	47576	25.1	+	0	ID=Gordonia_phage_Barb_CDS_0062;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0062;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	47569	47760	23.1	+	0	ID=Gordonia_phage_Barb_CDS_0063;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	47757	48275	73.5	+	0	ID=Gordonia_phage_Barb_CDS_0064;transl_table=11;phrog=8582;top_hit=JF937090_p206;locus_tag=Gordonia_phage_Barb_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	48272	48622	36.4	+	0	ID=Gordonia_phage_Barb_CDS_0065;transl_table=11;phrog=3962;top_hit=NC_023699_p78;locus_tag=Gordonia_phage_Barb_CDS_0065;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	48619	48867	48.6	+	0	ID=Gordonia_phage_Barb_CDS_0066;transl_table=11;phrog=2421;top_hit=MH051261_p208;locus_tag=Gordonia_phage_Barb_CDS_0066;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	48864	49094	31.6	+	0	ID=Gordonia_phage_Barb_CDS_0067;transl_table=11;phrog=36067;top_hit=NC_031052_p74;locus_tag=Gordonia_phage_Barb_CDS_0067;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	49091	49282	18.2	+	0	ID=Gordonia_phage_Barb_CDS_0068;transl_table=11;phrog=23761;top_hit=NC_031233_p21;locus_tag=Gordonia_phage_Barb_CDS_0068;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	49282	49569	54.7	+	0	ID=Gordonia_phage_Barb_CDS_0069;transl_table=11;phrog=19800;top_hit=NC_015720_p55;locus_tag=Gordonia_phage_Barb_CDS_0069;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	49592	49795	33.1	+	0	ID=Gordonia_phage_Barb_CDS_0070;transl_table=11;phrog=20777;top_hit=NC_031226_p56;locus_tag=Gordonia_phage_Barb_CDS_0070;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	49792	50511	127.5	+	0	ID=Gordonia_phage_Barb_CDS_0071;transl_table=11;phrog=21374;top_hit=NC_031112_p57;locus_tag=Gordonia_phage_Barb_CDS_0071;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	50508	50903	40.8	+	0	ID=Gordonia_phage_Barb_CDS_0072;transl_table=11;phrog=28509;top_hit=NC_030913_p74;locus_tag=Gordonia_phage_Barb_CDS_0072;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	50900	51295	98.7	+	0	ID=Gordonia_phage_Barb_CDS_0073;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0073;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	51337	51726	48.9	+	0	ID=Gordonia_phage_Barb_CDS_0074;transl_table=11;phrog=24063;top_hit=NC_030930_p50;locus_tag=Gordonia_phage_Barb_CDS_0074;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	51723	52193	77.2	+	0	ID=Gordonia_phage_Barb_CDS_0075;transl_table=11;phrog=1810;top_hit=NC_023725_p34;locus_tag=Gordonia_phage_Barb_CDS_0075;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	52363	53577	218.8	+	0	ID=Gordonia_phage_Barb_CDS_0076;transl_table=11;phrog=498;top_hit=p48104 VI_12205;locus_tag=Gordonia_phage_Barb_CDS_0076;function=other;product=DNA methyltransferase
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	53801	54103	26.4	-	0	ID=Gordonia_phage_Barb_CDS_0077;transl_table=11;phrog=15096;top_hit=MF919534_p142;locus_tag=Gordonia_phage_Barb_CDS_0077;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	54103	54756	96.9	-	0	ID=Gordonia_phage_Barb_CDS_0078;transl_table=11;phrog=9210;top_hit=p408625 VI_12244;locus_tag=Gordonia_phage_Barb_CDS_0078;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	54749	55000	3.8	-	0	ID=Gordonia_phage_Barb_CDS_0079;transl_table=11;phrog=35838;top_hit=NC_031052_p85;locus_tag=Gordonia_phage_Barb_CDS_0079;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	54997	55197	21.9	-	0	ID=Gordonia_phage_Barb_CDS_0080;transl_table=11;phrog=23633;top_hit=NC_031052_p86;locus_tag=Gordonia_phage_Barb_CDS_0080;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	55194	55538	8.4	-	0	ID=Gordonia_phage_Barb_CDS_0081;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0081;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	55540	55746	19.9	-	0	ID=Gordonia_phage_Barb_CDS_0082;transl_table=11;phrog=3351;top_hit=KY798216_p67;locus_tag=Gordonia_phage_Barb_CDS_0082;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	55746	56093	46.5	-	0	ID=Gordonia_phage_Barb_CDS_0083;transl_table=11;phrog=28893;top_hit=NC_031052_p88;locus_tag=Gordonia_phage_Barb_CDS_0083;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	56125	56385	39.5	-	0	ID=Gordonia_phage_Barb_CDS_0084;transl_table=11;phrog=37025;top_hit=NC_031052_p89;locus_tag=Gordonia_phage_Barb_CDS_0084;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	56382	56720	61.0	-	0	ID=Gordonia_phage_Barb_CDS_0085;transl_table=11;phrog=5392;top_hit=NC_031112_p11;locus_tag=Gordonia_phage_Barb_CDS_0085;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	56804	57097	34.1	-	0	ID=Gordonia_phage_Barb_CDS_0086;transl_table=11;phrog=28121;top_hit=NC_031052_p91;locus_tag=Gordonia_phage_Barb_CDS_0086;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	57094	57429	50.0	-	0	ID=Gordonia_phage_Barb_CDS_0087;transl_table=11;phrog=30864;top_hit=NC_031052_p92;locus_tag=Gordonia_phage_Barb_CDS_0087;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	57426	57599	30.1	-	0	ID=Gordonia_phage_Barb_CDS_0088;transl_table=11;phrog=28698;top_hit=NC_030913_p89;locus_tag=Gordonia_phage_Barb_CDS_0088;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	57725	58255	117.9	+	0	ID=Gordonia_phage_Barb_CDS_0089;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Barb_CDS_0089;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	58477	58791	25.1	+	0	ID=Gordonia_phage_Barb_CDS_0090;transl_table=11;phrog=16713;top_hit=NC_030916_p79;locus_tag=Gordonia_phage_Barb_CDS_0090;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	58788	59072	30.3	+	0	ID=Gordonia_phage_Barb_CDS_0091;transl_table=11;phrog=24327;top_hit=NC_031936_p74;locus_tag=Gordonia_phage_Barb_CDS_0091;function=unknown function;product=hypothetical protein
Gordonia_phage_Barb	Pyrodigal-gv_0.3.2	CDS	59069	59512	42.7	+	0	ID=Gordonia_phage_Barb_CDS_0092;transl_table=11;phrog=29346;top_hit=NC_031052_p4;locus_tag=Gordonia_phage_Barb_CDS_0092;function=unknown function;product=hypothetical protein
##FASTA
>Gordonia_phage_Barb rotated=True rotated_gene=terL
ATGACCAGCCCCGACGAGACCGGCGTCGCACCATCCGCGCTCACCGGCATGACCCGCGCC
GCCCGCCTCGCACTGAAACGCGAACTCGCCGCGAAATGCGCCGAACTCGGCATCGTCCTC
GGCGACACCACATCACCCGGGCAGCTCGCCACGAAACACGACCACACGCAGGTGCAACGC
CCACACCTCGAGGCGATCGACGACGCCCTCATCGGGCTCCTCGCCGAACCGAACCGCCGG
CAAATGATCTTCATCGGCCCGCAGACCGGCAAGTCGACCCGCACGTCGCGCTGGTTGCCG
TTCTGGTGGCTCACCATGCGGCCCCGCGACCGCATGGTCCTCGCCTCGTACGCGTCGTCC
CTCGCGGTCACCCACGGCTCGGCGACCCGCGACCTCGTCACCATGTACGGCGACGAGTAC
GGGCTGCGCCTGCACCCCTCCGAGAACACGAAAGCGTCCTGGAGATGCCACACCGGCGGC
GGGATGCGTGCCGTCGGTGTGCGTTCCGGCCTGACCGGACAGCCGATGGACTTCGGCATC
ATCGACGACCCTGTGAAGGACCGCGCCGAAGCCGAATCGCCGATCGTGCGGGAAGCCACC
TGGGATTGGTACTCGTCGGTGTGGTCGTCGCGTAAGTCGCCGACGTTCCGCGAAGTGCTG
ATCATGACCCGCTTCCACAAGGACGACCTCGCCGGACGTCTCCTCGACCAGGACGGCCGC
GTCGAGGAAGGCGGGGAGTGGCACGTCCTGCATCTGCCCACCATCGCGCTCGCCGAGGAC
CGGGAGAAGGGCATCTACCCGGATCCGCTCGGCCGCGAACCCGGCGACCCGATCACCCAC
CCGCGTATCGATCCCACCGACATCGGTGGGCTGCTGGCGCACTGGGGACGGGCGCGTAAG
GCCGTCACCAACCGCGACTGGAACGCGCTCTACCAAGGTCTCCCGTTCGACGCCGAGGGC
GCCCTGTTGACCGCTGAGGACATCCGCGCGCACACCGCCGCCGAACCTGCCGAGTGGCGC
CGCAACGTCGTAGCGGTCGACCCGTCGGGCGGCGGCCGCGACACCGCCGGCATCGTCGTT
GTCGGCCTGGACATGCAGAAGCGTGGCTGGTTCCGCGGCGACTTCACCGACCGCATGTCG
TCGTACGACTGGTCCCGGAAAGCCTGCACGGTGGCGCACGAGTACGGGGCTGGGCACATC
GTCGTGGAGAAGAACTTCGGCGGCGATATGGCGAAGACGCTGATCGCGCAGGCGTGGGCG
GGACTGCAACGCGATGGTGAGATTCCGCAGGATGCGTTGTGTCCGTTGATCAAAGAGGTG
ACCGCGAAGAAGTCAAAGATCCTCCGTGCCGAGCCGATCGCGCAGGCGATCAAGACCGAC
CGTCAGTGGTTCGCCGCCGGGGTCGACCTCAAGCAGCTGTCCGACGAGTGGCTGTTGTGG
GAACCGGGCACGACGTGGTCACCGGGCGCGTTGGATGCCGGGGTGTACGGCTCCACGGAG
GTCCTTCCGGCGCTGCCCAGGGGCGCGTCGGTGGCGAACCCGGCGGCGCGGTCGCGTGGT
GATGCGCCGCGCACAGGGGTCGCGGCCCGCCGTATCGCAGGCTGAACATAGGAACGGTTG
TAACAGTGACCTACGAAAGCTAGTCTGTTCACGTCACCACAACCGCTCGGAGAGGCCAAC
GATCATGAACGTCACCTGGAAAGACCACCTACACGCCGCCGCCTGGGCTGTCGCCTGGGT
GCTGCTGCTCGCGTACGGCGTCGTCAACACCCCGGGCGCCTGATGAGTGCGCTACAGGCG
GCAGACGTACCTGCCGATCAACCGTGGCTCGTCAAGTGCGGCAACCGCGAATGGTGGGGA
TTCCGGCGACGCATTCAACACCGGCAATCCGAGTGGTACCTCCTCGGCGTCACCCACGAC
GGCGTCAAGTTCGCATCCGACCGTGACGTGGAGTTGGTATCTCCGCTCGGACCGCGCCGA
TTCCGCTCACTCCCCGACGGCTACGTGTGGCAGGACTACTACTCGCCCGACGAGGTCATC
CGCATCCGAGAAGGAATCGAGACCGCACGCGACGCTGCTCTCGCCACCATCCAGCAGGTG
CGGGAACTCGCCGACGACCTCGACGCCCGCGCGGAGGCCATTGCCGAGGCGAACCCCGAT
CACGTCATCCACATCGAACAGGCACGGCAACACGCAGCGATGATCCGCAACGCCCTAGGT
GGCGCCTCGTGAAATGTCTGACCGTGCAGCAGCCGTGGGCGTGGGCGATCGTGCGCGGCG
GGAAACTCATCGAGAACCGCACCCAGACATGGAACTACCGCGGGCCCCTCGCCATCCACG
CCGGACAACGATGGTCCGACCGCGGCGCGCAGTCCGACCTCGTGCACCGCGCCTGGTACG
AACGCCACCCCTCGCACAGCATCACCCTTGGTGAACTCCCCGAGTGGCAGTTCGAGAAGG
GATCCATCATCGGCGTAGTCGACCTCGTCGACGTCCACCCCGACGCCGGCTGCTGCCGCC
CCTGGGGCGAGAGCGCCTACACCGAAGCCGAAGGCCGTGTCCGGCACCTGATCAGCCACC
TCGTCCTCGAGAACCCCCGCAAGCTCACCGAACCGATCCCCGCCCGCGGTGCGCTCGGCC
TGTGGAACCTCGCCGACGACGTCGAACGCCTGATCCGCCGCGACCTCCGAGGTGATCTCC
GATGACCGCGAACGGCATCCTGTCCGCCGTCGGACTCGTCGCGATCCTCGCCACGGTGCT
GCGGATCGCCTGGGTGTGGCAGCAACACCGCAACAACCGACCCGAGGAACACAACACCAT
CACCGGCACAGGAGGAACGCCATGACCCGCCAGACCGCGGTCATTGTCGACGTCGACGGC
ACCCTGTGCGACGTGTCGACCGCGCTGCACCACATCACCACCCCGGACGTGCTGAAGGAC
TTCGACGCCTTCCACCGCGCCGCCGCCCAGTGTCCGCCCACCGACTGGGTCCTCGAGTGG
TGCGAACAGCAACGCGCCGCCGGCCATGTGCTCGTCGTCGTGACCGGCCGCATGTACCGG
CACATCATGGACACCACCGAGTGGCTGGTCCGGCACCTGCCCGGACCGTTCATCGGACCC
CTGATGCGCGGTGACGACGACGTCCGCCCGGACACCGACGTGAAACACGAGATCTACACC
CTGCTCACCGATCCCGACTACTACAACCTCGACATCGTCGCCGCGATCGACGACCGGCCC
AGCGTCATCCGGTTGTGGCGGTCCCTCGGCATCCCGACGACCGTCGCATGGCGGAAGGAC
TGGCTCGCGGCCGGCGAGCACTACGACGACGAGGACACTCCGTAGCTCCCGCTACCTCGG
GGATGGGGTAGCGGAACCAGAGAACTCGGCCCGCCTGACACACGCGCAGGCGGGCCGAGT
GCTGCATCACCGCCATTCCACACGGTTACTCTTATCCGTAACCACGCGAAAGGGTGCACC
GGTGACCTTCCTGACAGCCATACTCGCCATCGGACTCATCATCCGACTCACCCGGCTCAT
CGTCGCCGACACCATCACCCACCCCATCCGCGCCCGCATCGTCGTCTGGCTCGGCCCCGA
CCACCCCATCGCCACCCTCGTCTGCTGCGCCTGGTGCATGTCGGTGTGGGTCGGCGCCGC
CATCGCGGCCGCCGGATACTTCGTCGCCGAAGGCCCGTGGTGGCAATGGGTCGCCCTCGC
CGGCACCGCGTCCTGGCTGTCCGGGATCGCCACTCAGATCGACCCCGCCTACCAGGGCAG
TGAGGGCAACCAGTGAAACGGCTACCCGACTCCACCGCCCCCGCGATCGCCGAGCAGGCC
GGACGTCCCCGCGGCCTGTTCTCCCGCATCCGCGTCCCGTCGGGCGCCGTCGTCGCCTCG
TATCCGGTCCCGAAGACGAAGTCCGGGCGCCGCGGCTCACGCGGCGAATCGATCACCGCG
TCCGCGCAGGTCCTCACCCAGAAGAAGATCGACCGCAAGACGCGACGAGTTCCCGCCCAA
CGCTGGCAGGCCGAGGCGTGGCAGTTGCGCCGGGAAACCCCGGAACTCCGCTTCATGGGC
GACCGGCAGGCCCGCGCCTGCAGCCAGGTCCGCCTGTTCATCGGCCGCCGCGACAAGCTC
GACGAAGAAACGACCCCGGTCGAGGACGGCCCCGCCGCCGACCTCGCCACCATGCTGTTC
GGCAACGAACCGATGGTCGAGCAGGCGTTGAAACGCTACGGCCAGCACCTCATCTTCAAC
GGCGAATCACTGATCCTGTTCACCGAGAAGGACGGCCGCATCGACTGGGCGCCACACGCC
TCGTCTGAGATCACCGGCGACTCACCGAATTTCAAGCTCAACGACGGCATCACGACCTCG
AACATCGACCCCGCCACCCAGATGCTCGTCCGGTCGTGGACCCCCGACCCCGAACGGTCC
GCCATGCCGGACGCCCCGGTCGTCGCGGTGATGCCCGTCGCCCGGGAGCTGATTGGCCTG
ACGAAGTACGTGTCCGCGCAGGTCGATTCACGGCTGGCCGGCGCCGGTCTCCTGCTCCTC
CCGCAGGGCATCGAATCGCTGATGACCAACCCCGAGGACCGCGACAGCGACTACTCGTTC
GCCGACGAACTCACCGACTACATGGTGGTGCCGATCCGCGACCGCGACAGCGCGGCGTCG
GTCGTGCCGTTCATGGCGATGGTGCCGGCGGAGTTCGTCGACAAGGTCAAGCACCTCACC
TTCGACAGCCCCCTCGACCCGCACATGCACGAGCGTCGGCAGGAGGCGATCCGCCGTATC
GCCCTCGGCATGGATTCCGACCCGTCGGTCCTGCTCGGCATGGCCGACTCGAACCACTGG
TCAGCGTGGGCGGTCGACGAGAACGAAGTGAAGCTCGGTGTCGCGCCGATCCTGTCGACC
GCGTGCCACGCACTGACCCAGGTCGTGCAACCGCTCCTCGAGCAGATGGGCGTCGCCGAC
GCCGACCAGCATGTGGTGTGGTTCGACACCGCCCCCCTCGATATGCGGCCCGACCGGTCG
AAGGACGCGAAGGATCTCCACGAGCGGGGCGCCGTGTCCTCCGAGACCGTCCGCCGCGAG
ACCGGGTTCACCGACCGCGACATGCCGTCCGCCGACGAGCACCGCCGCTTCCTCGCCGAG
AAACTCGTCCTCGCGAACCCCGCCTTCGCGCCCGCCCTCGCCGAGCTGATCAACCTCGGC
GACATCGACTGGACGAAGGCCACCCCGACCGCCGAAGCCGCGCCACCTGGCGCCGCCCCG
CCGGGACCGGGAGAGGACGACGACCCGATCGACCAGACCCGCGCCATCCCGGAAACCCGC
GACGACTCGCCGCCTGCCGAAGAAGGACTCGACCAGTGACCGATCGCGCCGTAGAGATGG
TGTGCGAGTTCGCCGTACTCCAAGCCCTCGTCACCGCAGGGAAACGTGGACGGCTACCGC
GCGCGATGATCGGGCAGCTCCGCAACGACGGCGTGCCGGCGCACGCCGTGCACACCCACG
TCCTGCTGGCGCACAACGAAGCGGAGTGCGACCGCCTGATCTCGGGCACCTTCGACCTGC
TCGCCGCGGTACTGCCCGAAGACGACGCCGCCCGCATCGTCAACGCCTGCGACACCTACA
CCCGAGGCCTGATCCTGGCCCAGCGGCCGCCCGCACGGAACGCGCTCGCCGAGGTGCTCG
ACCATGCCGTCCCAGCGTCAAGCCGATAGGGCCCGCGCGTCCCGACGTCTCCTGCTGCGC
GCCGAACGCCGCATCGACGCCGCAGTCCTGGGCGCCATCGACGCCTGGCTGACCGCCGTC
CGGTTCCACCTGTTCCGCGAGCTCGGCGAACCCGACCCGATCCGGGCGGCCGCCTACCCG
CACGGCCCGCACATCGTCGACGCCGCCGTGCAAGCCTCGTACGGCGAATGGCGCCACCAC
CTGGACCGCCAGGTGATCCCGTCGGTGTCGATCGAGTTCTCCGAGGCGTTCCAGCAGGCC
CGCCAACGCGACCCCCTCAACTCCTACCGCTACCAGCAGCAGTACCTCGAGGAAGTGTCC
GACCGGCTCAAGATCTGGCCCGAGGGCGCGTTCGAAGACATCCGGCCCGAGCTGATGGAA
GCCCTCGCCGAGGGCGAGAGCATCGACGAGATCCGCGACCGCGTCGGCCGGGTGCTGAAC
ATCGACGCCCGCACCCGCGCGATCCGAGCCACCATCCACGAGGTCGAACAACGCCTCGCC
GACCCCGACATCGATCCGAACACCCGCCGCGTCCTCAACGCCCGCCGCCGCGAGCTGTGG
AACGAACATGACGACAGCCTGGGGGAGTGGCAGTGGAAGGCCCGCCGCATCGCCCGCACC
GAGGCCCACGGCGCCGTGTCGGCCGGCACCCTCGCGTCTGCGCTCGCCCGCCAGGAATTC
GACCCCGAGCTGCGTCTCTACAAACGCTGGCTGGCCACTGAGGACACCCGGGTACGCGCG
ACGCACCGCGTCGCCGACGGGCAGGTCGTGCCGCTCACCGAACGGTTCCGGGTCGGTGGG
TTCCTGCTGGACCACCCGGCCGACGCCATCACGATCGCGCCGCACGAGGTGATCAACTGC
CGCTGCGCGATGCTGATCTACGACGACGACGAGCTGCAGGACGAGCTGCAGGGACCCGAC
GGCAGCATCGGCGAGATCCGGCCCGGCGGGATCCGGTTGGGCCCGGACGACCCGGACGAC
GCGGACCGCGTGATCGCCGAAGTGGCGAAGGAGGAGGGACTGTCGCGGCCGGCGCGGCTG
GGGCAACGCGGCGAGGACCGCGGCCAGCCGACACCGGCACCGACAGAGCCGGTCGAACTC
ACCGACGAGCGGGAGAAGTTGCCCCCGCCGGACCGCCCTGCCAGGAGTCTGGCGGACCTC
TCCGACGACCAGCTCCTCGACGAAATGCAGCGCGCGAACGACACCAACGACGGCGTCCTC
TGGGAGCAAACCAACGACGAATGGGAACGCCGGCACAGCCAGGCCGCAGAGGATCCGCAA
CCTATCAACAACGGGGCAGATTCTTCTGAACCTGTCACGTCACCCGCATACGATTCAGAC
GACGCACCACCACCGCCACCACCGCCACCACCGGAAGGTCCGACGCTGACTCCCACACCG
GACGACGAGCCCATCGGCGGGCCCACCCCTGCGGAGCGCGACCACGCGGCGGAGGTCCTC
GACGCCGAGTACGCCGCAGACGTCGCGGAACTGACCTGGACCGAGCGCGACATCGTCGAG
GCGTGGCAGCGCGACGACCGCACCTACGACGAATTCCAGAAAGCTGCGCGCGGCGAGTCC
GACGATCCGTACCTGATGGAGCAGGCGGAGGAGCTGGACGAACTCGTGCGCCGGCACCGT
CTGCGCCAGCCGGTCCAGGCGTACCGAGGGGTGCGGGACACCCGCAAGGTGTTCGGAGTC
GACAACACCGATCTCGCTGGCCTGGTCGGCGAGGAACTGTCACTCGCCGGGTTTTTCGGC
ACGTCGCTCGATCGTCAGGTCTCGCTCGAGGAGTTCACGCGACCTCCCCTGGGCGGTGGT
CCGGTGCTGATGGAGGTCCTGATTCCGGCCGGGGTGCGCGCGTTGTGGGTGTCGCTCGCC
GGTGATGACCGGATGCGTTACCAGCGTGAACTGCTGCTCCCGTCGTTCGTCAGGGTTACA
GTCGTCGACGTCGACTACGCGGACGGTGTCCCTGTAATTCGTGTTCGGGTCGCAAGCCCC
TGATCTGCGGAATTACGCGTCGGTGTGTCGTGAGCTTGTACAAGTCGGTATTGTGGTTAC
AGCAGACAGGAGATAAATTCACGTCTCCACTCGACACACCGATATTCGACACGGTTTGGA
CGCGGCCATGGGTATTTCGCATCGTCTCTGGGACGACAGCGTATTTGTGCCTGCCGGTGA
GCAGCACCGTAAGCCTGTTTTCGTCGGTCAGCTACTGTCCAGCCTTCAACTCGAAGATGC
TCCACGATCGCGGCAGGTAGAGGGCATCAGGCAGTGGTTGCTGAACAACGAGCCGAGCAA
GAGCCTTGTCCTGAGCCTGGACAAGCGCGGCTTCGGCGAACTGCTGCACTACTGATCCCG
TCACTCTGCACCTGACGCCCCGACCCTTTCGGGCCGGGGCGGGGTGGTCAGCGGTAGTAG
CAGTCGCTCCCGGTGCGCTCCATCTCGTCGTAGTCGGCGCGGATGACTTCGGCTTTCCGG
GTGGCGTCTTCGAGGCTGTCGGCCATGACGAGGTGGGTGTTTCCGTCGCGGTTGGTGACT
TTGTAGGGGCTCATCGGGTTCTCCTTGCTGGCTTGCGGTGTGTAACCAACATTGCGGCAA
TACTCGGATGAAAGTCAAGGCGTAACTATCGACTAATGCGGCAATACCGCATACGCTTGC
ACTCATGGCGAACAACTCCCCCAACACCCGCGGACTCACCCCCGGAGGATCTTCACTGTC
TGGCGACGGCAGCCATTCCCCCCGCGTGTCAGTCTCGCTGCCGACCGATGCGAAGGCACG
CATCGAAGAACTCGCCGCGGCGCACGGAATGGGCGCATCGAAGTACATCCGTCGTCTCGT
TCTGGACCACCTGGCCGCCACCGACTGACTGTCGCGCCCCCGAAGTGCCCAGATCGTGAT
GGATACTGTTCGATGTATCCACACAGAACGGGAGCCTCCCATGGGTGATTCGCTGACCGC
CGCGCTCACAGCCAGCGGAATCGTGTACGAGCTGTCCGACTTCTCGAACCCCCAGCTGGA
GGGTCCGACTGCCCTGCAGGTGTCCGACGACGGCCGGGTCCGCGGTCACCTCGCGATTTG
GGAGACCCCGCACATCGGCTACGGCGAGATGGTGCCGCCTCCGCACAGCTCGACGTCGTA
CGCGTACTTCCATCAGGGAGTCGTCCGGACGGAGGCCGGGGACCTGCCTGTCGGGAAGCT
CACCCTCGGCACCGGCCACGCTGGGCCGGGTGGCGACGCGATGGCCGCCGCTGCCCACTA
CGACAACACCGGATCCACCGTCGCGGTCGTCCGGGCAGGGGAAGACCGGCACGGCATCTG
GATGGCTGGCCGGATCGTGCCCGGGGTGAACGACCAGCAGATCGACGAACTCCGCCGGTC
GTCGGTGTCGGGCGATTGGCGCGATGTCACACGGCAGGGACAGTACGAGCTGGTCGCGGC
GCTCGCGGTGAACGTGCCTGGCTTCCCGATCCCTCGCACCGAGCAGCTCGTGGCCTCTGG
CCGCCCCGTCGGGCTCGTCGCCGCCGGCATCGTGCACCGCCGCGACCCGAACAGCCCCGT
CACCTACGCCGACCTGACCTCGCTCGTTTCGGCAGCCGTTTCGGACGCGCAGAAGATCAC
CGATCGCCGAAAGAAGGCGGAGGAGGCGTTCGCCGCGGTGAAGGGTGACGTCGACGCCGA
CCGCGAGGATCAGCGGAAGAAGAAGGCCGACAAGCGGAAAAAGGCCTCCGGCAACGCGAT
CGCCGAGGTGCGGAAGGACCGAAGCCGCGGGCAGATGGCCAACCTCCTGGCCGCTGGCGC
CGAGGCGAAGGTGAACGACGCGACTGGCCGGATGCCGGCGCAGCTGCACCGGTACTGGAC
GACGGGCAAGGGACTGGCGAAGTGGGCGACTAAGCCGACGCCGTACCGGTCGCTGGTGAC
GGCGCTGAGTAGCGTTCCCGAGATTGTCGCCGACATGACGCCGGAGCAGATCAAGGGCCT
CGCCGCGAACCTGTATCACGACGTGTTCAAGCAGTGGCCGGGGAAGCAGCGCGGCGACAA
AGGATCCGGGAAGCTCGCCGCATCCGGAGTGTTCGACGAGCCCGGGGTGCGGGCCGCCCT
GGACCGCGCTGAGACGGCTCTCCTCGCGGCCGCCGCGGGTGGTGGTTCGGGAAAATGACG
GCCGCCGGAGACGGCGGCGACGACCACGACACCGACGGGATGGTCGCTCTCCTGCCGACG
GCCGAGGATGCGGCCCGGTTGGCGATCGGCAACGTCACCACCGACGAACTGCACCTCACC
CTCGCCTACCTCCCCGACGTCGGCGACTACAACGACCCGCACGCCATCGCCGCCCTGTTC
ATCGACGACGACACCGACTCGCTGACGGGTGACGTGAACGGTGAGGCGATCCTCGGCGCC
GGGTCCGCCGCGGTGTGGATTACGAACGTGCTGGGGTTGACGGCCCGCCGCAACGCCCTC
GTCGACCAGCTCGACGCAGCACCGGACATGCCCGATGTGTCGCACGACTTCGACGGCTTC
ACAGCGCATCTCACCTACGAGACGAAGTCCGGTCATTCACCTGCCGATGCCGCCTCGAGG
TCAGACGGGCTGGTCCTCGCAGGCCGCCCAGACCTCTTCGGACCAGTCACGTTCGACCGT
CTGCGAGTGTCGTTGCGTGGCAAACACACCGACGTGCCACTCGGTTCTACTGACGGTATA
AGTGGCCGCCAGACGGAAACCCCTGAAACCCGATCGGCGGTGGCGTGATGGGCTGCAACT
GCGGAGGCGGATCGGTCACCATCTGGGTGGTCCGGCTGCCCGACGGACGGCGGAAACGGT
TCCTCGACGAGGGCGACGCTCGGGCGTGGGCCGACGACCGAGACGGGACCGTCGAGCCGG
TTACGACCTAACCCGCAGGTCGCGGGTTACAGTATTGGACAGAGCCGCTGGCCGAGGGCC
GGGCGCATTGAGATCGAGATGCGACCCGACAGGAGATTCCGGTGGAACTCACCCTTCAGG
ACCTGCTTGACGCGGCACACGGTGCCGGTGAAGAGGGCCAGGCCCCCACACCCGAACAGC
GCGCAACCGCCATCCGCGAGAAGCTCGCCGGCGCGGACCGCCCGGCGATCGAAGCCCTCC
AGGACGAGGCGATCGAGAAGTGGGGCGAGCTCAATGCCACCGACCCCACCGACGAGGAAG
GTCTCGCCGGACTCGAGGCGCTGACCGAGTTCGTTCAGGTGACCCGGTCGGTGCAGTCCG
ACCTCGACGCCGCCGACGAGCAGGCTCGGGCGCGGCGCGCCGAGATGGAAGCCAAGATCA
AGGGCACCAAGGGCGACGCCGAGGGTGGCGAGGACGAGGGCGCCGAGGGCGAGAACGCCG
GTGAGGGTGGCGAAGGCGAGGGTGACGGCGGCCAGCGTGCCGACGACAGCGCCGCTGCCG
CAACCGAATCGGCTGCCGAGGGTGCCGAAGGTGCGCAGGGTGCCGAAGGTGCTGCCGCTG
CCGCTGCCGAGGCCGCACCGGCTGCCGAGGCTGTCCTGGCATCGGCCAAGCGGAACCGGT
TCGACCTCGCCGCGATCGGCAAGCGCACCCCGAAGCCGAAGCCACAGGCCGAGGACGAGC
GGCCCCGCGGGTTCTCGATCACCGCTGCCGCACGCGTCCGCGGGTACGAGACCGGGCAGG
CTCTCGACCTCGACGGCGTGGTCGCCGCCGCACAGGCACGCATCGAGAACATGCCCCGCG
GCGTCAAGGGCCTCGTGCAGCAGGAGGACATCGCACACTTCAAGGTCGACTACCCGGAGG
AGCTGACTGCGTCGTTCAAGGACGACAACGCGCTCCTCGACTACGCGGGCGACCAGTCCC
GACTGGCCAGCAATCGGGGCAAGGGCTCGCTGGTCGCCGCCGGTGGTTGGTGCGCCCCGT
CGGAGACCCTCTACGAGCTTTCGCCAGTCCTCGCCGACGCCACCGCGGGCCTGGTCGACG
TCGCCGAGATCTCGGTGAAGCGCGGCGGTATCCGCACCACCGAGGGCGCCGACTACGCCG
CCATCTACAGCGGCGGCCAGGTCGGCATCCGCGAGACCGAAGCGCAGGCGATCGCCAACG
CCGACGACCCGGACTACGAGAAGGTGCTCTACCGAGTGCCCTGCACGGAGTTCGTCGAGA
AGCGTGCCGGCGTCGTCTACACCGGCATCGAGGCGGGCATCCTGCAGAACTCGGCCTACC
CCGAGCTGACCCGCCAGCACGTCGAGGCAGCGATGGCGGCGCACGCACACCGCGTCAACG
AGCTGACGATCGCCGACATGGTGGCCCTGTCCACCACGGTCGACCTGACCCAGGAACTCG
GGCCGTCGGTCACCGCGTCGGTGCTCAACGGCATCGAGTTGATCATCGTCGATCTGCGCT
ACCGGTACCGCGCGCCGGAGTCGATGACCCTCGAAGTGGTGCTGCCGATCTGGCTCAAGT
TGCACGTTCGCGCGGACCTCGCCCTGCGCTCGGGCATCAAGTTCGAGCAGGTCACCAACG
AGCAGATCAACGCGTTCTTCACGGCCCGCGGCGCTCGCGTGCAGTGGGTCTACGACTGGC
AGGACGCCTTCTCCGGTGTGGCGAACGGCTTCGGCTCGGCCACCGTCAAGGAGACGTTCG
CGACGTCGGTCAAGGCGATGGTCTACCCGGCCGGCACGTTCGTTCGCGGTCGCGGCGAGG
TCATCTCGCTCGGTGTCACCTACGACTCGGTGAACGTCCGGAAGAACGACTACCTCGAGA
TGTTCCAGGAGGAGAAGCTCCTGGTGCACAAGCGGGCGTACAAGAGCCTCGTGGTGACGC
TGCCGCTGGCGGTCAACGGCGTGACGTCGGCGCCGCGCGAGCTGGTCCACGGTGGTCCGA
TCGCACCCGAGACCCCGTAGTCGCGGACTGAGCAGATGAGGGCGCTCCCGGTTTCCCCGC
GCGGGAGCCGGGAGCGTTCCTCATTCCCCACCACCACGAGGAGCCACTGATGCCCGTCGG
ACCACCCGTATACGTCACCCGGCAGACCGCGCCGGACGCACCGCGATTCGGGCTGCTGTC
CGTCGCGTCGATGCCCACCGACGGCGGAGACCGCGCTGTCTACAACGGCATCGAGTACGA
CCTACCCCCGGAGCCGAAAGCCACCGGCTCGCCGACGGACTGCGTCGACACCCCCGCCGA
TCCGATCGACCTCGACCGCGGGCACCCCACCACCACCGCGATGCCGATCCGCGCCTGGTC
CGGATTCGAATGCTCCGCAGTCGGCCTGGACGACGCCGAGATCGCCTCCTACGCCCGCGC
GAAGCTCACCGCCGCCGAGTCCCCGTACCTCGAGGCGGAGCTGTGGTCCGAGGCCGACCC
GTCGCTGATGTCGGCGGACACCGTCGTCATCGAGGACACCGCAGTGCCCCTCGAAGTCGG
GATCGGCCTGCTCGAAGGGTGGCTGCACACCTCCTACGCGGGCGTTGGCGCGCTACACAT
TCCGCGGGCGCTCGGCGCGCTGGCAGACCACAAGTCGGTGCTGCACGCCTCCGGGTCGAA
GCTCGCCACGCTCGTCGGCACGCCGGCCGCGCTGGGCAACTACCCGCCGACCGGTCCGGA
CGGGGAAGACGCGGCGGCGGGCACGTACTGGATCGTCGCCTCGGGGGACGTCGTCGCGCG
CCGCGGGGAGATCAAGGTCCACACCACGCAGGCGAACGCACGCCTCGACTGGCGGCGCAA
CAACATTCAGGGCATCGCGGAACGCTCGTACGTCGTCTCGTTCGACGACGTCGCCGCGGC
GGTCCTGGTGAACCTCACCTAGAAGGGAATGGGTCATGCCGACGATTCTGACCAGCAGCG
ACCGTGAGGCGTCGCAGATCGCGCGGAAGCTGCTCGAGGCGAGCAAGGGCGACGAGTCGC
GGTTCCGCATCGTGACGACCGGTCGCCGTCTGGCCTTCGAGGTCGACGACGCGCTCGCTG
ACGAGATCGGCGCGGACACAACCGATGAGCCGGACGCGGCCGGCGACGACTCGGCCGACG
AGACCGAGACCGTCCCGGACCCGCCGCTGGTGTCCGGGGAGCCGGTGATCCCCGTCGACG
ACCTCGAGGTCCCAGACCGCAACGGCCGCACCGCCGACTGGGCCGAGTACATGCGTACCC
GCTACCAGATCCACACCGGCGGCATGACCCGCGCCGAGCTGATCGCCGAGTACGACAAGC
GCACAGGCGATGCGTAACCACGAAAGACCTGCATCGGGGACTATCCTGATGACAGCAAGC
CGCTGGCCGAGGGCCGGGCGTGAACTCACTCACGACCGACCTGGAGGTCTGAAATGGCGA
ACCTGACCTGGCCGTCCATCCGCGGCAAGCGCGCACGCTTCACCCGGCTCGACGAATGCG
GCGTCCCCGTCATCGGCGCGAAGTCCACGCTGGTGACCAAGGGCTACATCAGCGTCACCG
TCTCCCCGGAGTACGAGGACGCCACCGAGAACGCACCCAAGACCGCCGACGACACCTTCG
CATTCGTCGACCGCGGCAAGGACCTGCTGAAGTACCTCACCGGCGAGATCCAGTTCGTCG
GTGTCGATCCCGAGGCGTACGAGATGGTGTCGGGCAACCCGATCTGGACCAACGCGGCCG
GCGACGCCGCCGGTATCAAGGTCGGCACCTACGACGACATCGACGCGAACTTCGCGCTCG
AGCTGTGGTCCGATATCCCCGGCCAGGTGTGCCAGGGAGCCAAGGCGTACGGCTACTTCC
TGCTGCCGTTCATCGGACCGGCCCGCATCGGTGAGATCGCGATCCAGGCCGAGCGCGCCG
AGTTCTCGCTGACGAACGCGATCACGAAGGACGCCAACAGCTGGGGCGTCGGCCCGTACA
ACGTCGAACTCAACGACGCGGACCCCGCCGTCCCGGCGAAGCTGAACACACCGCTGACCG
CGAAGGACCACCTGGTGATGTTCCAGACCCCGGTCCCGCCTCCCGCGATCACCGCGGGCG
CGATTGCACTGGCAGCCTGATTCCCCTCCTTGGATGGTGGGTTACGCGCCCCCGCCCCAG
CCGACCGGACAGCGGCTGGGTCGGGGGCGTTCTCCATTTCAGAAGTCATCCGCTAACGCA
CACAAGCGGATTGTTTGACCTGCACTTTCCTATTTAAGGAGTATCCCCGTGGTCGAGTGG
CCGATCATCATCCCGTCGAACGCACGGGCGTTGTGGGACAACGCCGATCCCGTCGACAGG
CAGGCCGCCGAAGCGCTCGCGGGCCGCATCCTGTGGGCGCTGACCGGCGAGGTGTTCGGT
CTCCGCTCCGAGAAGGTCCGCCCGTGTTTCACCCCGCAGACCCGCGGCTCGACCTACTAC
GGGCCCGGTGACCCCACCCCGGCGTGGTGGCCCGGCGTGGGCGTAGGGAACCCGGGAGCG
TCCGGCGCGTGCGGGTGCCGCTCGAACTGTCGCCACGTCACCGAGGCTGACGTGTGGGTG
CCCGGACCGATCGCCGAAGTGACCCGCGTGAGCATCGACGGCGTCGACGTCCCGGAGTCC
GCGTACGTGGTCCGGTCCCGGCGCTGGCTGCGACGCACCGACGGCCAGGCGTGGCCGCAG
AACCAGAACCTCAACGCACCCGACAACGGGCCAGGTGCGTTCGTCATCGAGTACGAGCGA
GGCGTTCCCGTCCCGCCGGAAGGGCAGTTCGCGGCCGGCGCCCTCGCCGTGGACCTGCTG
CGCGGCATCACCGGCGGCGAGTGCTCGCTCCCGTCGAACCTCACATCGATCTCACGGCAG
GGCCTCACGGCAGAGGTCGACCCCCGCGCGTACTTCGCCGAAGGGCTGACCGGGATCGAG
GCCGTCGACGAGTGGATCATGGCCGTGAACCCGTACAAGTCCCGTCGGCCCGCGCGCATC
TCGTCACCGGACCGCCCGCGCGTGGAGCGTCTGTCATGACCGTCTGCAACCCGTACGCGA
TCGCGAAGCGGCTACTCGACCAGCTCGCAACGGAACTCGTGGAGGCGCGCGCCCCGCTGC
CGAAACGGATGACAGTGCTGACGTCGCCGCAGGCCGCGGTGATGGAAATGTGCAGCACCG
GGTGGGTGGCGTTCTCCGGCATCACCCCGAGCAACGGTGCCGGCGGATCCCCCGGTGAGT
TCCGCGGCGTCGCACCCGATCACCAGATCGCGATGACGATGGGGGTGTACCGCTGCTTCC
CGGTCGATCCGAAGCTCGGACCCCCGCCATCTCCTGCACTGGATTCGGCGTCGCGGGACA
TCCTCGACGACTTCGAAGCGATGCGCCGAGCCGCGCTGAACGCTTGGGCCGACGAAGACG
ACTGGGACCTCGAACCCGTCCTTGGCGGCTGGCGGCCGGTCACACCGCAGGGCGGAGGCC
ACGGATCGACGATGGACGTGTCGGTCACGACGTCGCTGTCGCTGTTCTCCGACGAGTCGA
TTCCGATGCTCGACGGAGACCCACGCGGCTGACGTCCGTTCGTAGGTCACTGTTCGGGCG
TATCCTGCGTGCATGACCGAGGTGACTATCAAGGCAGCGCAGCGCGTCGCGGGACTCCTC
CCCGGCGCAGTGGTGACGGTTGAGAAGACCGACCGCATCGAGAAGTTGATCACGCAGGGA
CGCGTCGAGGTCGTCGACGCCGACGGCCGCGCCATCGACCAGGACCCGCTGCCGACGGGC
AGCTTCGCTCCAGCGGACGATCCCGCCGACGCGGCGGCCACGGATCTCGCCGCCGCCCAG
GCGGACGCACAGGAACAGGCATCCGCGTCCGGCCGGCGGAAGAAGCCGACTGGCGATGCC
GGTTGACATCCATCACCACACGATCGAGCAGGACAACCGCGCCGCCGCCGAGCGGTGGGG
CAACCGTATCGGCCGCCGCGTCACCAACGCCGCGAAACGCCGCGCTCCGGTCGACGAAGG
CACACTCCGCGCGAGCATCGACTACACCCTCGAATGGTCGGCGGGGTCGTGCCACATCAC
CATCGGGTCACCCCTCGACTACGCCGAGTACTTCCACACCGGCACAGGCATCTACGGGCC
GAAAGCCACGCCGATCGTGCCGGTCACCCGCAAGGCTCTCAAGTTCCGGTGGGAACCGAC
CGGCCCGGGCGCGAAGAAGAAACTGCCCAAGGAGCAACGTGGCTGGTTCTTCGCGACGTC
GGTCAAGGGCATCGAGCCCGACCCGTTCCTGATCGACGCCCTGAAAGAGGTCATGGGCGT
CATCGACACCCTCCGCTAACCCGCACCACCACAACACCATCCACTGAAAGGGAACCACCA
TCCAATGAGCACCACCGACGACACCACCAGCGACATCATCGTCGACGACGACTTCGACAT
CGAAGACCCGGAGACCCGGTCGACGCTCGGGCTTGCCCCGCTCGATGAGGACATTCCCGA
GTCGCTGCAGTTCTCCACGAAAGACGGCGGCCGCAAGTTCGAGCGACGGTCGATCGTGAT
CGACGGCCAGCAGTTCGTGATGACCCAGCCGTCGGACTACACCCTGTACCTGTATGTGCC
GAAGCTGACCAGCCCGGACGGATCCGAGCGGTTCGATGCGATGATGCGGTTCCTCGACGT
CGTCCTCGACCGCAGTGCCTCCCAGTACCTGCTGGCCCGAATGACCGACCCGGCCAACGA
CTTCAACGTTGAGATCCCGCCGACGATCGTGGCGACCGCCCTCGACCTGTGGGGCAACAA
GTCCGTCGCCGAGATGTACCGCAAGTTCAACGCCGAGAACGATACGTCGGCACCCGCGGT
ACCGCCGACCCGGATCGGCGCGAACCGTGCACAGCGTCGGCAGGCGACGAAGAAGACCGC
CGCGAAGAAGGCTCCGGCGAAGAAGGCCGCACCTCGGAAGTCCACTGCACGTAAGTGACT
GCCGGCCCGCCGTGGTTCGACGCTGCACCCGCCTGGTCTCTCGACGGGCGGGTGCTGCGT
CTGACCGAACCCTCCACCCCTGACATGGTGCGCGCGCTCCTCGTCCCCGACGAACCCCCT
GACGTGGTACCGGGAAGGCCAGCCACGATGGGCAACGTATCCGGGCTCGCGATCGTTCTC
GCCTGCACCCCCCGGGAACAGGACCGCATCCACATACTGACGCGGCTCCTCGAGCCCGCC
GAGACTGCACCATCCCTGACCGACATGCAGTTCGTCGCTGACGAGGTCGTCTCCATGTAC
GGCGGCGGCATGCGCCGATGGACCGTCGAGCATCTGTGGACCAAGACGATGCAGAACTGG
GCGTTCGTCGACGGGGAGCTCCAGTTGGGTGGTGTCGATGTCCTCGAGTTGCCGTTCGCG
CGCGCGACCGCGCTGGTGTGGGCGTTGTGGCGCAGGGTGCTGCGCCACAACAAGGACGAG
ATGTCCCGGTTCACCCGGGAACTCGACAAGCCACCGCTGCGGGTGATCGAGAAGGAAGAC
GAGGAGGAGGCCGCGACCGCCGACGCTGATTCTTCTGGGTTCATGGCGCTGCAGAACGTG
TGGCAGCAAGCCCAGCGCGGTCCCGCGACGCCAGCGTCCACCAGTGATAGCGGCAGCTCG
GATACGCTAGACCGGAAATAGAAGCAGCTCGCGCTGCTGGCCGAGGGCCGGGCGCGTTGT
CCTTGGAGGCAGCGCGTGACCAGTCCTGGCGGTGAATGGGCGAAAGCTCGTGTCGGCGTC
GAACTCGACTGGTCGAATGTTGATCAGGAGCTTCGGCAGAAGTTGGAGCGGTCGACGCTG
ATCGCGTCGCGTGCCGCACAACGACATCTCGACAATCTGCGCCGCAGCGCCGAGGTCACC
TTCACCCGGATGGGCCAGTCGTACAGCCGTCAGACCGACGGCATGGTCCGCAACACCCAG
ACCACGGTGGCGCGTATCAACGCGCAGCTGCAACGTATCCGCGACGTCCGGGTCACCGCC
ACACTCTCGATCGACTCCAGCGGCGCGCTCGCCGAACTGAAACGGGTCCACGGCACCCTG
CAGGCTTGGTTGAACGCGAACCCGCTCACGGTGCGGGTGGGCGTCGACACGGCCCGCTCG
ATGGCGTCTCTGCAAGCCACGCACATCGCGATGCAGTCGTGGCTACAGGCCAACCCGCTC
GAGGTCGACGTGCGGGCCAACTCCCGAGGTCTCGCCGGTGGCCGTGGGGGAATTCAGAGC
CTCACCCGCGGGATCACGTCGGCGCTCGGGTCGGTGGCGAAGTGGACGACCATCCTGGCC
GGCGCGACGATGGCCGCCGGTGCTGCGCTGCCGGTGATTGCCGCGCTCGGCGCCGCGCTG
GCATCGGTCGGTGTGGCGGCCGGTGGCGCCGGGATCGCGGGTATCGCCGCTGCGGCTACC
GGATTCGCTGCGCTCAAGACCGGCCTGTCTGGGGTTGGGGAGGCGTTCTCTGCGCTCGGT
GAGGCGTCGGCGTCTGGCGGGGGTGCCGCGGTCGACAACGCGAAGCAGGTCCGTGACGCG
CAGCGTGACCTCACGAACGCGATCGAGGACGAGCGCGACGCCCAGAAGGACGTCGGTCGT
GCCCGCGACGACGCCCGCCGCAAGCTCCGCGACCTCGACCTCGAGCTGCGGGGTGCCGCG
CTGTCGGAGAAGGAAGCGGCGATCGACCTGGCCGACGCCCGCGACGAGCTCGCCCGCGGC
GATTTCAAGTCCTCCCGCGAGAAGCAGAAGGCCGTCCTCGCGGTGCAGAAGGCCGAACTG
CGGCTGACCGAAATCCAGCGCGGCAACGGCGATCTCATCAAGGACACCAACGAGCAGCGC
CGAAAGGGCGTCGAGGGGTCCGACGAGGTCGTCGACGCGCAGAAGCGACTGAAAGACGCC
ACCGAATCCGTCCAGCGTGCCCAGGAGGCGGTGGCCGAAGCCCAGAAGGGCGCCGCCGGT
GGCGGGGGTGTCGACAAGGCCGCGCAGGCGATGGCGAAGCTCTCTCCCAAGGCCCGCGAG
TTCGTCCTCGCGGTCCAGGCCGTCAAGCCCGCGTGGGCGGGCATGAAGCGCGAGGTGCAG
GACTCGCTCTTCGCGAACCTCGCCGCCCAGATGCAACCGCTGACCGACAACTATGTGCCC
CTGCTCGGTAGTGCGCTCGTCGGGGTCACGCGCGGCTTCAACGAGGGTGCTCTCGCCGCG
CTCGGCTTCCTCAACTCCACCCGCGGCCTCGGGGTGATGTCGACGCTGCTGGGGACGTCA
TCGAACATGGCCGGCAACTTCGGGCGCGCGATCGGCGAACTGATTCCCGGCCTCGCAGCG
GTCGGAGCTGGTGCAGGACAGGTGTTCTCGCCGATGACCGACGGGCTCGCTGGCGCGACG
CGCGGCTTCTCCGAGATGCTGATCAAGGCGCAGGAGTCAGGCCGGATGGCCGACTACTTC
CGGGACGCCGTCGCGGTCGCGAAGCAGTTCGGTCAGGTGCTCTCCGAGCTGGGTTCGATC
ATCGGTGGCGTCTTCAACGCGGCGGGGACCGCGGCCGGCGGGAACTTCCTCGGCAACCTG
CAGGAGTCGCTGTCGACGATCTCGGAATGGGTCAACGGGCCCGGCCAGACAGCCCTGGTG
TCGTTCTTCCAATCGATGTCGGCGGGCATGGGTGCGGTGCTGCCGATCCTGCTGCAGCTC
GCAGGGATCATCGGCACGACGATCGCCCCCGCCCTGTCAGACCTGCTGGTCCAGATCGCG
CCCGCCGTCGGTGGATTCGTGACTGCCCTCGGTGAAGGGTTGAAGGCGATCGCGCCGGCG
ATGGGTCCGCTCGGTACTGCCATCTCGGCGATCTTCACCGCCCTCGGTCCGGTGATGCCT
GTGCTCGGGCAGCTCATCGCGACGTTCGTTGAACTGGCTGGACCGATCATCGGTGCCCTC
GCGCAGGCCCTCGGCCCCGTGCTGGTCACCGTCGGCAACGCGCTGATCGTGCTGCTGCAG
GCCCTCATGCCCGCCGTCCAGCCGCTCTCGGAGTACTTCGTCGCTCTCGGCCCCGTCATC
GGTCAGCTCGCGTCGATGATCGGCGGTGCCCTAGGTGCTGCGCTGCAGGTGATTGTGCCC
GCAATGACGTTGTGGTGGAAACTCGTTGCCGCTCTGCTGCCCGTCTTCACCGGGCTCCTG
CAGATGCTGCAGCCGTTCACGACCGCGATCGGCGCCCTCGCGGGCGCAGTGCTGGTCGCC
TACGGCGCCTTCAAGGTGTTCCGGATGGTCTCGACGATCATCTCGGTGGTCCGCACTGCC
TGGACGCTCCTGTCGCTGGCGTTCACCGCGTCGCCCATCGGCATGATCATCACCGCGATC
GCTGCCCTCGCCGCCGGGTTGTACCTGTTCTTCACCAAGACCGAGACCGGCCGCGCCCTG
TGGGACAAGATCTGGGGCAGCATCAAGGCCACCTGGGATGTGGTGTGGGGTGCGCTCAAG
GTCGGGTTCGAGAAGCTCGGCGAGATCGCGAAGTGGCTGTGGGAGAACGCCTTGCAGCCC
GCGTTCTCGGCGATCGGGAAGGCCATCGGCTGGGTCAAGGACCACTGGGAGATCTTCGCC
GCCGTGCTCGGCGGGCCGATCGGCATCCTCGTCGCGCTGCAGTCGAAGTTCGGTGTCGTC
TCGACCGTCATCCAGGCGCTCGGAACTGTCATAACGTGGTTGTGGCAGAACGTCATTCAG
CCTGCGTTCTCGTTCATCGGCACCATCATCGGTGGTGTCTGGAACGTGGTGAAGTTCATC
TTCAACTCGTGGATGACCATTTTCCGGGCCGTCGGCGCCGTGGTGATGTGGTTGTGGAAC
AACGTAGTTACGCCCGCGTTCAACGCCATCAAGACCATCATCACTACCTGGTGGTCCGGG
GTGCAGATCGTGTTCGGGTTCTTCCGAGACATCCTCGTCACGGTCGGCGGCTGGGTGTGG
GACATGGTCGGCAAGGTCGTCGGATTCTTCACCACCCTCGCGACCGGGATCCGCGACAAG
GCGACGCAGGCGAAGGACTGGGTGGTCGAGAAGTTCAACCTGGTCATCGACTTCTTCCGC
GGGCTTCCTGCCACGATGCGCGACCTCGCGGGCAAGATCTGGGATCCGATCAAGAACGCG
GCGAAGACCGTGTTCAACTCGATCGCTCGCCTGTGGAACAACACCGTCGGCAAGGTCAAT
TTCACGGTGCCCGACTGGATCCCGGCAGTCGGTGGGAAGAAGTTCGCCATGCCGCAGATC
CCGACGTTCGCGTACGGCGGCACGGTGCGCGGCAAGGGCACCGGCACCTCGGACTCGATC
CTGTCGTGGCTGTCGAACGGCGAGTTCGTGTCCCCGGCCCACGCCGTCAACGCCCGCACC
CTGCCGCTCCTCGAAGCCATGCGCTCGGGGTGGACACCCCCGGCGTGGCTGACCGGCGCG
GCGCTCGGCGGCGGGCTGCCCGGATTCGCCGGGGGCGGCCCGCTGCTCACCCAGGAGGAA
GTCGCCCGGATGGGTGGCGGCACCGTCAACCGGTCCCTCGCCGAGGCTGTGCGGCGCCAG
TTCCCCGACGTCAAGATCACCTCGGCCAAGACCGACCACTTCGACGACGGCGGCTACCAC
CCGAAGGGCATGGCCCTCGACCTCGACAACCGCGACGACGTCGCCGCCTGGCTGTTCGCC
AACCGCAAGGCACTCGACCTCGGCCAGATCATCTACGGCGGCGGCGACGGCCAGTGGAAC
TACTACAACATCGGCGGCACCGAAGCGTCCGGCAAGGACGCCATCCCGATCTACGGCTCG
GATGTGGTGTTCGGGCAACACTCGGACCACATCCACACAATGGCGAACAAGGAGGTTCCA
CCGACCGCGCTCGGCGCAGGGCCGCGCCCGGGCTTCGACACCGGCACCGGGACCGGCACT
GCGCCGGGCGGACTCGGCGGCGGTGGCGGCGCGTCGACGCCGATCGGGTCCGGGCTCGGA
GCATCGTGGGGCAACTCGGGCGGCCAGTCGGCGTTCAACTCTGCTGCGGAGGCCGACAAG
GGCGGCGTGATCCCGGTGTGGGTGGAGAACTGGCCGGCGTCGCTGGGCGGCGGTGGCGGC
GGTGCTGGGGCCCCGACGTCGCTGGGTGGCGGTGACCCGTCAGCGCTTCCGGCAGCTGGT
GGACCTGCTGCTGGGGGTGCGGCGATCCCGGCCGGCGCCGGTATCGGGAAGCTGACGCGC
AGCTCGAGCAAGCAGGAGGTCGCCGACGCTATCTACTGGGAGGCTCGCAAGCGTGGCTAC
TCCCACGAGGAAGCGATCGCGATCCTTGCGCACGCCCGCGGCGAGTCGGACTTCGATCCG
GAGGCGGTCAGCGACAACGGGCTGTGGCATGGCGTGTTCCAGCAGGACTCGGGATACCCA
GGCCGGGACGACCCGAACAAGAACATCGGCGAGTTCTTCAACCGCCTCGACGCGAAGCGT
AAGTCGCCGGGCGCGTCCGACGACATCTGGAAGAACATCTTCTGGCTGCAGCAGCGGCCG
GGGGAGTCGTCGGCGGATGCGGCGTTCAGCAACGGCCGTCAGGAGTACCTGACCGCGGAG
ATGAAGCCGCACGAGGGCGAGGCCCGCAGGCTCGCCGATGAGGCCGCGAAGCGCGCGCCC
GCCGCGCCGGCACCTGCGCCGGCACCTGCGCCCGCGCCTGCTCCGGACCCGACCGCTACT
CCGACTGACGTCGCGCCGGTGACGCCGGCGGACACCCCGACCCTGACACCGAGCGAGGAT
CCCGGGAACGGATACAACGTCGGTCAGGGCGGCGACGACACGAAGAAGCGGGACCCGCAG
GAGTTCACGATCGGTGGTGGCACCCTGTCGTCACAGCTCGGCGGGCTGGTGAAGACCGCG
CTGCACAACGGGATCGACGACTTCATCGCCGCGAACCCCGGCCTGCTCGGCAACTACGAC
AACACCGAGGGAACGTCCCTCGGTGACCGTGCCGGTGGTGTGGCGAGCTCGGCGATCTCC
GGGCAGCTCGGCTCCGCGCTCGGCGTGTTCGGCATGGACGTGCAGCCGCCGATCCTCGAC
GCGGTCGGCGCCTATATGCAGGACAACCCGCGCGACAAGGGAGAGAACGGCACGGCCACG
AAGAAGGACCTCATCGACCTCGCTGAGGCGTTCCTCCGCGGCGGCCCCATGCAGGTCATC
GTGAACAACCCCCAGGACGGAGACGACGTCGTGCGCAAGGTCGACCAGGACCGGCGACGC
CGGATGCGGAGGTACGTGAACAAATGACGTGCTCCCCCGAGATCTCGAAAACGTCGAACA
TCCGGATCGTCGGATGCGATGGCGGCGACGTCCACCCGATCCACGGCGAGGACGCAGGCA
CCACCGGTGTGAAGCTGCTCAAGGGCGGGTTACGGGACCTGTTCGAGGCGCCAATCCGCC
AGATCGAACGAACCCCGGTGAAGATGGACGGCGGCGTCCTGCGCGCGGTGAAGACCGCGA
TCATGGAACCAGTCATCACCGTCGGCATCAGCCGGAAGCTCGTTAACGAAGAGTTCGGCG
TCGTCGACGGCGCGTTCCGAGAGGCGTTCTCGTTCGAGCTTGATCCGTACTACGAGCAGT
CGAAGCTCGCGCGGATCGAGTGGGAGACCGAAGAATCGACGCGGTGGATCGAGGTCGTCC
TCGCCCCCGGCCAGTCGTACGACGCCGACCTCGTTCCGCATGAACACGGCTCGTGGATCT
GGGAAATACACCTCAAGGCCTACGACCCCTTCTGGCACGAGGAGGAGGGCAAGCCGGCGT
TCGCCGAATTCACCACACCCGGCACAAAGACACTCAAGGTCTCCAACCCGACGGGCGTCG
ACATGGCCCCCACATGGGTGACCACGCGCGGTCAGGTGCGGCTGCCGGACAACACCTGGA
CCGGCAAGCCCTGGAACCGGGCCCCGGGTGGGGCGTACCCGACGCGCACGCTTCTGTATC
CGAACATCACCAACGCAATGGGCGGACTTGTTGCCACCGCGGAGCCGGGGAAGGTTCCCG
TGCGGGATGCGTTCGACCACAACCTGACTGGTCAGATGCCGGTCCAGGGTGACTTCCCGA
AGAATCTGATCCCGCGGTTCACCCAACGCCAGGACCTCACCGTCCAGGCGGTCCAGGTCC
CGGCCGGTGGGATGCGTGTCGAGTGTCGGCAACCCCGCCGATTCCGGAAGCCCTGGGGGC
GAGTGTGAGCGCATTCCTGACGAAGGAGGCCAAGGCGACCGTGCAGGCGCGCGCGGCCCG
GGCCGTCGCAGCAATGGACGACTACCAGTCGCAGTCGCTGCTCGACCAGTGCAACGCGAT
CCTCGAAGCCACCGAACAGGCCGAACGCGACGAGGCGCGGTCCCGCCGCGAAGACCCGAT
CCTGCGGCTGTGGGATGCCGAGTGGCACCTCCAGCATGTCGCCACCGACGTCCTGTCGTA
CACGTTCGAGTGGGTCGACAACGACACCGGCACAGCAGAAATCGTGGTGCTCGCCGACTC
CCCACTCGGCCAGTGGATGCTCGACTTCGAAGGCCGCGACCTCCGCGAGGAAGGCGTCAA
CGTCCACATCACCGCCGACTACGTGGGCGCGCGGTGGGGCGGCCGCATGGAGGACGTGTC
GGTCGAGCTGACGTCGACCGGTGACGAAGTGATCACCGCGACGTTCCTGCACGACTACGA
GAACCTGAAGTGGATCGAGTGCTTCCCGTCGCCGCTGTTCCCGGCGATCTTCCAGCTGCG
AGCCTGGATCCTGCTCGGCCCGGTCAACTGGTGCGCGCTCACCACCCTGTTCCTGAATCT
GATGCGCGACGAGACGCCGCTGACGATCCCCGACGACCCAATGGACCTGGGCGAGTGGAC
CGAGGGCTTCGACGTCAACACCTGGCAGATCGTGCCGAACCCAGTGTCGTTCACCCAGGC
GATGGCCTCGGGCGTGCTCTGGGGCATGCCGATCATCCGAATGAAGTACTGGCACGACGC
CTTCCACGCGATGATGGACGACGCCGAGCTGTCAGTGCAGGCCGACCGCTGGCTCGAGGG
CGACGATCTGCCGTGGGAAGGCGCGAACCTCCGCAACGGCGCGCTGGTGATCTCGATCGC
CGACAAGTCCGGCCGCTACAACACCGGAACCAGCATGGGCGGCAACCTCTTCGGCGGCCT
GTTCAACACCATCGACCAGTTCACTTCCGACTTCCTGGACACCACCCGATCGCTGATCAC
CGGCCAGCCGATCCCGGGCGAGTACATGCAGATCGGCGCGAAGTCGACGAACAAGCGGAT
GCCCTACGTCATCCTCGAGCCCGGCCGGACACCGGGCGTCGTGTCGGCGAAGTTCACCCG
CACGCCGGAAAAGGTAGCCAAAATAATCACGGGCTCTAAGTCGGCTCCTGGTGTGAACGA
GGGCATTTCAGCCCTCATTCAGGCGATCGGCGATATCGTCGGCGACAACATCAACATCAT
GGGCTACGGCGTGGGGTCCATCGGTGGTGCGATCGACACCCTCCTTCGGCCGCTCTACAC
CGACACCATCCTCGCGTGGACCGACACCAAACTCATCACGCGCGCACAGAAACTCGGCTG
GTCCCGCTATGTCGAGTTCTTCCAGGAGGGCGCCGACCAGGCGTACACCCTGAACTCGCT
GATGGTGATCCGCCTCGGACTGTGGGCCACCCGCCGGTGGACGTCGCACGAGGTGAAGGT
CCTCGACGCGTGCCCGTGGATGGTCGGCGACAACGGCGTCGGTCACATGTGGCTGTCGGA
CCGCATCGGCACCACGGCGCCGCGGGACACCAGCGGCCGGGTGTGGGTCGACCGGATCAA
GAAACTCGTCCTGTCGGCCGACGAAGACAACTTCCATCCCGACTGGACGATCACGGTCGG
GGAGGACGCGAAGAACCGTGACCCGTTCGAGGAGGCGATGGCGAGGATCCGCGACACGAT
GTCAGGGCTGCACGATCTCGGTGTCGTGTGAATCAGCAGGTTACGGTTGATAGGTGACCT
GCGTACCGGAGGGAAGTGATGGGTAGGCGTAGCAAGAACCGGCCGCCGAAGAGGCGGCAG
TCGCCGATCGCTGTGCCCGATTTCCCGACCGTCGACAACTGCGACTCGGACGACCCCGAC
CAGTTCGCCGTCTGGGCGCTCGTCGGCCTGCCCGGTCAGAACGGGGCGCCGCTGCCGCTG
CCGGTGACGATCCTCCGTCTGGTGTCCCGGCGGCTCTGGAACCTCGGCTTCCGCTACCAC
CCAGAGCTTCGCACGCTGAAGTATCGGAAGCCGCAGACGGACAACCCGAACTGGTTGTTC
TCGCCGGGGGAGTGGGTGCCGATGGACGCGCCGGATGATCCGGCCGACGAGCTGTCGCCG
GAGGCGCGGGAACTACTGGATGTCGTCGCCCGGCAGAAGGCGGCGAGGGAGCAGGCGAAG
ACGCCGGCCCCGGTCATTCCGGACGAGGACGGGAAGGTGCCGTACGTCCGGAAGGACAAG
ACCACGGTGATGGTCACCCCGGCGCAGGCCGCTCGGTACGCCGCCGCCAAACGTGATCTC
CGCAAGGCGACAGGAGCCGACCAGTGACCAGCCCGAACCTCGGACCCGGCGACGTCCCTG
ACCACGACGACGCCGCGAACAGCGGCCACCTCTCGGACCTTCAGGGGCAGAACCCATCGG
CCGCTCTACAAGGCCAGGTCTCCGGCCTGACCGGCCCGCAGGGATTGATCGGCAACCTGA
TCATGGGAGCGCTCGGCGGGATCGTCGACGACGTCCAAGGGTTCCAGCAGCCCGGGAAGC
GGAAGAAGTCGCTGCAGAGCGCGGCGGCGTTCGCGCAGGATGAAGCCGGAGGGGCGAGCC
CGTCCGCGCCGCGCCCGGTGCGCGACATCATCTCGATCATCACCGGCGTCTCCAACGGGG
ACACGGGCCACCTCAGCTCATGGATGAGCAACCTCGGCCGACTGTTCCGCGGCGAACCCC
TCGGCACCGACCCCGGTGGCTGGTTCTCGGGAGTACTCGACTTCGGTGGGATGAACACGC
GTTTAGGAGAGGTTGAGGAGGCGATCGCTGATCTCGATGACATCGCTCCCGCCACGCCGG
TCACGCCGCAGTACGCGGCGGACATCAACGACATGCCGACGTGCTCCCGCGACGACCTCA
CGGAGTACTACCTCTCCGGAAGCTCGAGCAACGGCTACACCCTGGGGTTCCGGGCCGCGA
AGTACACGCCCTCCAAGGTGACCTTCAATTCGGTTGCGCCGGTTGACTACACGCCGATTA
TCGTCGACCGACAGGGGCGACCGAGGAAACTCCGCTGGCGCGTCGGCAACGATACGAGCG
TCTTCGGCATCGACGCCTACTACATGGCGTTGTGTGTCTACAACCCTGCGACGCTCGCGG
TTGAAAAGGTCTGGGACTCAGGAAATATCAAGGACGGCGTCGCAAATACCTCGTCACTCC
AGGAGGTCGGGGTCGATATGAACATCAACCAGCTCGTGACGCCCGGCCAGATCCTCTTCG
CTGCCCACCAGCAGATCGCTCCTGGACTGGCACAGAGCGCCCGCTCGTTCGCGTGCAAAC
CTCAACCGGGAGGAGCAGCGCGGCCGGGCCAGCTTCTCGACGCCTGGTACTTCCGCACAC
CGGGGAACCACGGATCGATCCCGTCATCAGTCGCTTTCGCCTCTCTCGAACGTCGAAACG
ACTGCATCCCTTGGGCTGCGGTGTCCGTCGACACAACCGTCACGGAGGCTCCGTGATGAT
CACCGCCGATCACGTCCAGGCACTCTACGAAGCCGGCGAGGGTGCGCAACTCTGGCGGCA
TCCCGATGGGTCGGTTCGCGTTCTGCATTCCGCGCCGCGTGAGGGAATCTATCTGATGCC
ATTCGACGAGGCCTGGTTCGCGCAGTGGTCCGGTGATTGGAATGCAGCCGCACACCAACT
CAACTCGATCACAGAACAGGACTCGTGATGGCTGACTGGGCACCCGAGATCGCCAAGCGC
GATTTCACCATTCGCGACGGATCGGACTACGACCTGTCCGGGACTTTCCGTGATCCGAAG
ACGAAGGAACCGTGGCCGCCGCCGGAAGGGTCGACCGCGTACTTCCGCGTCGGCCAGGAA
GGCGACTTCCCCCACATCCCGGTGGTCCTCGACGGCGCCAACTTCTCCGGACACATCGAG
AAGACCGACACCCCAGAGTGGCCAGCCCGGGCGACATTCCGGCTCTACGTCGTCCTGCCG
AACACCGTGAACGGTTTCCCCCAGGTCGTCTCCGAAGGGGTGATCAAGCGTGCCGACGCC
AAGTCCTCTTGATTGGGCCGACGGCCACGTCGTCATCGACGTCGAGGTTGGCAAGACCAC
CACCGTCGACGCGCCGATACCCGCCGGTGTCGAGGTGCTCGTGGTGCAGGGCAAGGACGG
GACCGGAGTCAACCTGCAGGGCGCGGTCCTGACCTATGCGGACCTCCCCGACGACCTCGG
TCCGCTCGACGCTGGCGCGTCCTACGTGGTGCAGGGCAACGGGAAGCTGTACGTGTGGTC
CGGGACCGCGTGGCCGTCCGAAGCGAACGGCGCCGACTTCCGTGGCGAGCCCGGTCTACC
CGGCCGCGGGATCACCGCCGGCGGAATCTCCGTGGTGGGCAACAAACTCCGGTTCACGAT
GTCGGACAGCACGATCGACGAGGCCACCGTCCCGGCGATCCAGCAGGCGATCGATTCCGC
TGCCGCCGCGTCGGGGTCGGCGACGGCCGCGAACACGGCCAGGCTCGCCGCGGAGGCCGC
CGCGGCGACCGCCGGGACCGCCGCATCGACGGCCACCACGGAACGGACAGCGGCGCAGAC
TGCCCGCACTGGAGCCGAGTCCGCACGCGACACGGCACTGTCAGCAGCCACCGCGGCCGA
CAACAGCGCCGATGCTGCCGCGACGTCGGAGACGAACGCGGAGACCGCCGAGACGAACGC
AGCAGGATCCGCTCTGGCGGCTGCAGGGTCAGCGTCCACGGCGAACTCCCGCGCCACCGA
CGCCGACACCGCCCGCGCGGCGGCGGTGGCCGCACGGACCGGTGCCGAGTCGGCCCGCGA
CGCCGCCGCCGCGTCAGCGAGCACCGCCCAGACCGCGGCGTCGGACGCCGAGGACTCCGC
CGCCGCAGCAGCAGCTTCCGCCGAGGAAGCCGCCGACGTCGTCGCGTCGGGCGTCCCGAA
CTCGACCACCACCACCAAGGGCGGGATCGTGCTCGCCGGTGACCTCGGCGGCACCTGGGA
CGAGCCCACAGTGCCCGCGCTCGCCATGAAGGCGGACCTCGACGAGAACGGCAAGCTCCT
GTCGTCGCAGATCCCGGCGCAGGCGACGCATGAGTCGGTCGTCGTGACGAGCACCGCTGA
ACGTCTCGCGCTGACCACGGCGCAGGTGCAGCGCGGCGACACGGCGGTGCAGATCGGCAA
CCCCGGCCGCGGCACCTATTCGCTACAGGGCGACGACCCCGCCGATCCGGCGTCGTGGGT
GCTACAGGTCGCGCCGACCGATGCTGTCTCGAGCGTCAACGGGTACAACGGCATCGTTGT
GCTCGGCAAGGGCGACGTCGGACTCGGCAACGTCGACAACACGAGCGACCTCAACAAGCC
GATCAGCACGCAGACGCAGACCGCGCTCGACGGCAAGGTCGACGAGGTCACCACAGCGAA
CGTCGCTTACGGCACCAAGACGGGCGGCGTGCAGGGCACGTGGCCGGTCACCTCGGCAGC
GACCGCGACGACTCTCGCTCTGCGCGGCACGGGTGGCACCGTGGCCGTTGGCACGGGCAC
CGCCGCCAATCACGCGACGACCAAACAGCAGCTCGACGACGGGCTGTCAGGAAAGTCGGA
CACCGGGCACACCCACGACGCCGCTGCGATCGCGACGGGCACTCTCGACGCCGCCCGGCT
CCCGGTGGGCACGGGCTCGACGCAGGTGGCTGCGGGCAACGACTCACGCATCGTCAACGC
CGTCCCGAACACCCGCACAGTCACCGCGGGAACCGGCCTCTCCGGCGGCGGGACGCTGGA
CGTAAACCGCACCCTGTCGGTGCTGTACGGCAACACCGCCAACACCGCGGCGCAGGGCAA
CGACGCCCGCCTGTCCGACACCCGCACCCCGACCGACAACACCGTCTCGACCGCGAAAGT
CCAGGACGGGGCGATCACGCTCGCGAAACTGGCGACCGCGGTATCGGTATCGATCCAGCA
GATGATTGACGCCTCGGTGTTGGCCGCGCAACTCGTCACGATCAACGCCCAGACCGGGGC
GTACACACTCGTCACGACCGATGCGAACAAGGCCGTCGAAGTCACCTCCGCGGCGGCGGT
GAACGTCACCATCCCCACCAACGCGTCGGTCGGGTTCCCGATCGGCACCGTCATCGAGGT
CGACCAGATGGGCGCCGGGAAGGTGACGATCGTCGGCGCGTCCGGTGTGACCGTGCAGTC
CGCGGTCGCGACCCCGACGAGCCGCGCCCAGTACTCGGCGCTCGTCCTCCGCAAGCGCGC
CGCCGACCTGTGGCTCGTCACCGGCGATCTGGCGTAGCCGATGGTTCTTCCGGCGCCGCG
GTTCCGCACCACCCGCAAGTGGCAGGCGAACAACGTTCAGCCCGACAACTCGCTGGTCGT
GGAAGGATCTTCGACGACCAACGTCAACCTCACCGTCGGGGCCGGCGCAGCGATCATCGT
GTTCGTCGCTGGCAACCAGACCGCCGCAGCGCGTGTCGACGGCGTGCCGATGACCCTGAT
CGGCAAGACCAGCAACGCCGCCATGTACGGCATCACCGGGCTCGCCGCCGGCGCCCGGAA
CGTGCAGGTCGATCGGTCGGGTTCGAGCGCCCACATCGTGGCGGTGCTCTCGTACACCGG
GGTCTCGACCATCACCGGCGGTGCGCTCGGTAGCGGGTCCGGAAACACCCCATCGGGCAC
ACCGTCAGGCTCTGGGCACCTCGCGGTCGCCGGCTTCGACTTCGGAGTCTCCTCCGGCGA
CGTCGGGTCCGTCGTGTCGAACGGCAACCTGCGCCAGCTCTACCGGCGGACCGCGGCAAA
CGCTCTGGCCGTCGCCGACAAGGACTCCGCGCCGGTCACGATCACCAACCCCACCGGCGG
CAGCTGGACGAGCATCGGGGTGTGGCTGAGCACCTGACGGCCCGGTCAGGGTTCCCAGTC
GTCGCCGAGCACCGCGGACAGCCGGTCGGCGAGGTCGGGCGCCTCGGCCCGCCGGCCGTA
CAGCACCTCGTCGCACTCCACACCCAGCGCCTCCAGCTCGGGGTCCAGCGGCACCCACCC
GCCATCCGTAGCGGCCTGACGGTTCGCCTGCTGCCGGCGCATCAGAGAGTGCACAGCCTC
CGACGCGGCTCGCAGCACCTCACGATCGATCACCGGGCCCATTGTCCAGGGAACCGTCCG
GACGCCGGATGCGTCCAAGGTGCATGTTCTTCGACGTCCTGGCGATCGTCATCTGCGCGA
GCGCTGCCGCGTGGCTCGTGATCGCCCGACGCTGACCCGGGCCGCGGGCAGGGCTGACCG
TCATCCGAGGGTTCCCGGTCTATTCTGGCAATAGCTGCTGGCCGAGGGCCGGGCGACGAT
CCACCACGTCGATCCCGGAGAGACCAGCCCTATGACGAAGATCATCACCCCCGACAAGGT
TCGCGAAGTCGACGCGATGGCCCGGGCGCGCGACGGCCTGTACTACGGCTACGGCGAGGC
GTTCACCCGGAACCCGAAGCAATCCACCGACTGCTCGGGACTCGTTCTGCAGACCGGTGC
ATGGTTCGCCGGACGCACCGACTGGGTCGGAAACCGCTACGGCTCAACCGAATCGTTCCG
CCTCGACTACAAGATCGTCTACGACCTCTGGTTCAAGCGCATGCCGCGCGGCGGACTCTC
TGCCCTGCCGTTCAAGCCGATCATGCTCGTCGGCCTCCAGCACGGCGGCGGCGGAATCTA
CAGCCACACCGCATGCACGCTGATGGGAATGGACCGCCCCGGCGGCGAGGTCAAACAGTC
CGCCCGCGGCGTCGACTGGGAATCCCAGGGCAACGGCGTCTTCTACTACGAAGGCGCCCG
CGCGTGGAACGACAGCCTGTTCCACGACTTCTGGTACCTCGACGCCAAGCTCGAGATCGC
CCCACCGGTCAACGAAATCAACGCCGAGTACGACCGCGCGAAAGGCTGGATCGGCAAGCG
CATCGACGTCAACGAGCAGCCGGCGCCTGACGGCGAGGGCAAGTTCATTCGCTGCGAGCG
CGGACACATCTACTTCCACCCGAAGGTCAACACCGGCGCACCGGCCGGAATGCGCGCCAT
CGCGATCCCCGCCGACATCTTCGAAGTGTGGAAGGGCCAGGGCTTCGAGCGCGGCCCCCT
CGGCTACCCCACGGTGCGCCACTACACCGACACCGGTGTCGGCACGATCCAGGCATTCCA
AGGCGGCGCGATCTACCGCAAGTACGGCACTTCCGGCGGAGTCGTGGTCGGCGACATCGG
CCGCCGCTACGCCGCACTCAAGGCCGAGAAGGGGCCATGGGGATACCCGCTCGGCAGCGA
GAAGTTCCGCAACGGCGGCCAACGCGTCCAGACGTTCGAGCACTACGACGCCTACTGGCA
CCCCAGCAAGGTCATCGACTTCCTCCGTGATCCCGAAGCCCCCAACCAGTAACCACTCCC
GAAGGAGAACGAACACCATGACTCTCGACCAGAGTTCACCGCGCACCAACCCCGCCGTCC
TGTTCATCGAGGACCTCATCGAGCGGGCAGTGAAGACCTTCGCCCAGCTCCTCCTGCTCT
TCCTCGTCGGCGGCGTCACCGTGATGACCGTGCCGTGGAGCACCGCCCTGCAGGCCGCCG
CGATCGGCACCGCCGCAACCGTTCTGCTCGCCCTGCTCGACCGGTCGATCACGTCGACGA
ACCCGACCATCGAAGCGCTCATCCGCGCCGGCCGCACGTTCATCGCCGCGTTCGCCGGAG
CGCTCCCGGTGGTGCAGGACGCCGCCAACGCGCCGACGTTCAGCAGCGTCCACTGGGGCG
AGATCGTCGCCTACGCAGGAACCGCGGCCGTGCTGTCGCTGCTGACGTCGTTCGCGTCGC
TGCCCGTCGGACCCGCGAAGGGCTCGCCGACCCTCGTCCGTGCCGCGTAGAGCCGATGCC
AACGTGGTTGACGCCGAGCGCGATCGACAATGTCAGCGTCGTCGGTCTCTTCGGGATCGT
CGTTGTGCTCTTCATGTGGGCGCTGCTGACAGGGCGACTCGTGCTCGGCGTCACCCACAA
GGAGACACGCGAGCGCCTGGAGAAGGCCGACGCCCGCGCGGTGGACGACGCCAAGGCGAT
CGCCACGCTGACCACCGCGCTCACTGAGAAGAACGCGAGCGACCAGGCCAACGCGCACTT
CATGCAAGCCGTGCGCGACGTCATCCAAGGAGAGCTCGGGGCCGCTCGCCGTGATGGAGG
GGCCACATGATCCGTTGGCCATGGTCGCGGCGCGAGGACCGCGAAGCCGCGCGCAGAACG
ACGCGGCAGTACGAAATCGAAGCAGAGAAGTCCGCGAAGCGTCGCGAAGACGCCGAACGG
CTGGCGGTCGAATCGAGAGCCAGCACCGACGCACTGCGTGAACAGATGCGATTGAACGGG
TGGACAGAGATGTTCGCCGCGTCGTGGGGTGGCCGCGGCGCCGCGCAGGAAGGTCGAGGG
TGAGCGAACCACGACGGCTGGTACTCAAGGGTGCCGCCTACATTCTGATTCTGTCGGGGG
TAGCCACCACGGTCGTGTGGCTGCTGAACGTCTTCTTTCCCGATGTGCCGGACGAACTCT
GGGGCGACGCCTGCCTGATGGCGATCGCGATCATGATGTCGCTGTTCGGCCTGACGTACG
GGTTCCGGTCCCCGTGGTGGACGAACGACGTCGGCCGCATCTTCCTATGGAAATCGACGA
TCGTATCGGCGCTGTTCCTGCAGGTGGCACTGTCGTCGTTCACCGACTCGGCGTACCCGG
GCCGCGATTACGTGCGCCCAGTGCTGTACACGCTCGGCTTCATCTCCTACATCGCGATGG
AAGTGTCGCTCGTGCGCCGCCAGCAGGCCGACCGAGCCCGAGCAGATGAGGCGGCCCGCC
GTGCCGAGAGTTGAGCGCCTGGTCACGGTCTGCGGGATCGGCGAGGTTCCCGGCCAAGAC
CTCCTCGGCCAATTGCGGCGTGCGCTACCAGAGTTCGAGCACGTCCTGGTGCAGTGGTCG
GCGAGCTACGGCTTCGTCAATCCGCGGCGTGATCCGTTCGGCCCGGCGTTCACCAGGTCG
ATGGCCGACGGCATCGCGAGGACCCGGGCCGCGCTCGACGGCGGCCTGGCGATCGCCGCA
GGGTTCTCCGGCGGGGCCGGCGTCCTCGGCCACGTCGCCCAGGCAGGGCACCCGAACCTC
GTTGCCGCAGGCCTCGTCTCGGATCCGTTCCACCCGGACGGCGGGATCGCCGGCCACCGC
CCGATCCCGACCAACGTGCCGGTGCGGTGGGAGACGAACCCCCGGGACGTGATCTGCGCG
TGCCCCGACGACTCGCCGCTCGTCGAGTTCGCGAAGGTGTCGGCGGCGTTCTCGCTGGGC
GACCCAGCAGGGTGGGGTATCGACATCCTGACCAAGCTGCGGGCCGGTCGCCTGCATGGC
GCGTTCCGGTCGTGGAATGTGTTCGCCGAGCTCGCACGCTACAACCGGGCGATCACGGGC
GCGGCAGGCTATCTGGGTGTCGACCCAGCGACGCTGCGCCGGGTGCCGTCGGAGCACACG
GTCTACAACTGGAAGCGCCCGTACCGCGGCCGCACGTACCTCGAGGAACTCGCGGTGTGG
CTTCGGGCGCAGGCTGAGCGGGAAGCCGCACGCTGACCTCCGAAACGTGGGTTACAGTTG
GAACTGTTACACCACGACGGAGAGACGAGTAGATGAGCCTGCGTGCATACGGCTGGACGA
ACGACGGCAAGATCGTCGAGTCCGAGGCCGACGAGATCCGTTCCTGGGCCCGACACGTCA
TCGACGGCGGCGCGATCCGGCCCCTCGTCGCCGAGTTGAACGAGCGTGGCGTCGCGACGG
TCACCGGGAAGTCCTGGGCCGCACCCACCATCACCCGCGCGCTCACTGCGCCCCGCATGG
TCGGCCTCCGGGAACGCGACGGGGAACTCGAGGACGCACCCATCGAACCGATCCTCGACC
GGGACACCTGGGACGAAGTCGTCGCGATCCTCACCGACCCGGCGCGGAAGAAGTTCGCCA
GCCGGAAGAACCCGCCCACCCTGCTGGCAGGCATCCTCCGGTGTGGGAGGTGCGGCCGCA
ACCTCCACGCCACCGGGCCCTCGTACGCCTGCTCCGCCCGCTACGGCGGCTGCGGCGAGA
TCTCGACATCCCAGCGCCTCGCCGACACCGAGGTAACCGAACGCGTCCTCATCCGCATCA
CCGGCGACGAATGGCTCACCGCCCTGTCCGACGCCCGCCGAGAGTCCGCTGAGACCTTCG
AGACCGCCATCGCCGAAGCCGAGAACCGGATGGTCCACCTCGCCGAGGTGTTCGGCGAGG
GTGGCAATCAGCAGGCGTTCGACGCCGGAGTCGCGAAGGCCCGCGAGGTCGCGGAGGAAG
CACGCGGACGGATCGCGCTACTCGACGCGACGGCCGCGCTCCCAGACACGGTCACCGACG
CCGAGGTCGTCGAGTGGTGGGCCGACGCACCGATCGACACGCGACGTCAGGTCATCCGCG
TGGTGGTCGATCACATCGACGTGCGCGCGAAAGCCGACGCCGAACCTAAGGCCGGAGTCG
GTGACCGCATGCACTTCCACTGGGCCTAGGGGCAGTAGTTCGTGGTCTTCGTCGACACGC
CCTGCTCCTTGAGCGCACTTGCGATCGCGGGGTAGTCGGAGTGGTAGTCGGCGAACACGT
AGGACGTCCCGTCCGTCAGGACCTGGAAACCGGGATCGATGTAGCCCTCGCTGCAGGCGC
GTGCCCTGAGAGTTGCTGACTCTGACCAGTCCGACGAGAGCGAAAACGACACGCCGTTCA
GCGTGCAGTCCTGCTCGCCGGCGCGACTCCCAGCGTTGCAGGTCGCGCCGGCAGTAGTGA
GCGCGTCCTCCATCGACAGATCGGCTTCCGCGGTGGAGGTTCCAGCCGTCGTCGAGGTCT
CGGCCGTCGTCGAGATGGTGGCGGTCGTGGTCGCTGTGGTCGTCGACGTGGACGTCGGCG
AGTCAGCCCCGTTCGGCGTCTCGGTACCGGAGCAACCGACGAGCGCGAGCGTCAGCGACG
AGAGAACAGCAGCGGGCCACAGGAATCCACGAGTCAACTTCATGCCCGCGAATGTAGCCC
ACGCGATCAGCAACCACGGGCGGATCGGACGCTAGGCGGCGGAGTTCATCGCTGCCCGCA
CCTCGTCTTCGTCCACCGCCGTGTACCGCTGGGTCGTGGCGAGCGACGCGTGCCCGAGGA
GCACCTGGACCGCCCGGAGGTTCCGAGACCCGCGGTAGGCGCGAGTAGCGAACCGGTGCC
GCAATGTGTGCATCGTCCAGCCGCCCGGCAGCGCCTCCGCGCACAGCGTGCCGACCCACC
GCGGCGACAGGTGGCCGCCGTCGTTGCCCGGGAATAGGTAGCCGGTCCGCGGCGCGCCGG
GGGTATGGCCCGCGGCGCCATCCTCGATCCGGAGCGCGAGTTCGTCGCTGATCGGAATGA
CTCGGATCTTCCCGCCCTTGCCGTGGACGCGGAGCATCGCACCACCGACGCCGTCCTCGA
CGTCGGTGGTCGACACGACGGCGACCTCGGCGCGTCGGAGTCCGAGTTCGCAGGACAGCC
TCAGCATGAGCTGGATGCGCTTCTCGGGAGTCTTGAGGGCGACGTTCACGACTCGGTCCG
GCGCGGGCCGGGGCGCCGGCACCGACGACTTCACGATGGGGAGGTGCTGGGCGGGGTTCT
CGGGGATGTGGCCGCAGCTGTGTGCCCAGGCGAAGAACGAGACCGCCGCGTTCCGATGTC
CGCGTCTGGTCTCGAGCGCCCACGTCTGGGCGGCGTGGTAGTCGGTGATCGCGTCGCGGG
TGACCTCGGAGGGTTCTCCTTCGAGCGCGCGGGCCATGCGTTCGATCTGCTGGCGGCGCG
TGTTGATGGTCGTGTTCGGTTGGCCGGCGGCGCGCAGGTGCCGGAGGAATCCGGCGATGA
GCGGCTGCCAAGAGGCGGGAACGAACTTAGCCTTACCCGTGTTACGCAAGTTAGTCATGT
GAACTATGTTGTTCACCACGTTGTTACCTGACGGGCGGGTTTTGTCCGTTTCGTAACCGG
ATCTCATGCGGCGGCAGGTTCCGCAACCGCGGGTTTGGAGTCCGGCCGTTCGGTACGCCC
GGGAAGTGGGATGACCTGCGAGGACGTCCGGGTCGCGGCCACCGAGGCAACCTCTCGAAC
AGAAGGTTTGGGGTTCGAATCCCTACGGGCGCACCCATCATCGCCCTCCGGCCCTGGCTG
GGGGGCGATGCCTGTTTCCAGCCACTTCACGTCGAAGCCGGTTGCCAGTGCCCATGCGTT
GAGCACGACCTTGCGGGGAGCGTTCTTCCCCTTCTCTGCCGCCGACACGGTATTCCGTGA
GACGCCCATGCGCTCGGCGAGCGACTGTTGCTCCAGTCCCGCTTCCTCCCGTGCGATCCG
CAGCCGGTGTCGCAACGAAATTTCAGGGACCCGTCCTGATTCGTATGCAGTGGTCATGAG
CCAAATAGTATGCGTGACCGCGCAAACTTGCAATACACCCGTTTGACCGGGTGATTGCGC
GTGGTCGCGCAAGCGCCTAGATTCGTGCGTATGCACGATCACGCTACGAAAACCCTATCG
GCGTCAGCCGCCTCCACCGAGTCCGGGATCCCGAAACGAACGATCCTCTACGCCATCCAG
ACGCGCAAGCTCCGCGCGGAGAAGTTGCCGGGCGCCGGGTACGTCATCCGACGCCGGGAC
TTCGAACGGTGGCGTGAGAGCCGTGAGCAGGTGGCGTCGTGAGTACTGAGGCAACGGCGC
TCCTCGAGCGCGTGCGCGCCCGCCGTGTAGCGGAACCTGACCTCGTCCCGTCCGGGCCGC
TTCGTCCTGAACAGGCCACCCGGATCGCGGCCCTGATGTGGCCCACCGCCGCTGGGGACA
AGGAAGCCGGACGGTGATCGCGGGGGTCACCACAACCCCGTGTATGCGAGCCGTCCGGCC
TCTAGTCACGTCGGAGAGAACCAAAGTGACGCACTCACGATACCGCAGCCCGGCTGCGAT
GCGCGGCGCCGTGAACACGGCCACGCCCACCCCACACCCTTCTGTGCTCCGAGGAGCCAT
CGAATGCCCCGATCTCGGATGTTCCTCGACGACTACCAGCGATCCCAGCTGCGCGCCGAG
GAACAGGAGGCGTACGACGCCTGGATCGACGACGTCGCCGAGCGACGCGCCGACGACTTC
GTGCCGGTCGACAACTTCGACCCCACCCCATCCATCCACTGGTGAACGAAAGGGGAGTCC
TGTGAACGGACCCCAGCACTACGGAGAGGCAGAGCGGCTGCTGACTCTTGCGGACCAAGC
TGCGTCGGCAAACTGGCCAGAGCGGACGGGCGAGAGAAAGTCCGACGTCCTAGCCGCCGC
CCAGGTGCATGCCACGCTCGCACTCGCCGCAGCGACGGTGCTGTCCGGCGTCATCCGAAA
CACCGTGGCGGCGTCTCATCCGGTCAACGACCTCGCCCACGACGACGAGACCGTCGACGC
GGTCAACGCCTGGCACGAGGCGGCGGCACGGTGACCGACGACCACGACCTCACCCGCGAA
GACATCGACGACCACCTCGACTGGCGCGGCGACAGAAACCAGGGAGCAGATTATGACTGA
CCTACAGGTGCCCGCCGCCGACGGTCTGTACGCCGACGTCACCGAGGCCGCCTACCACGG
CGACCCCGGATCGCTGTCGTCGTCGCAGGCGCGAACCATCCTCAAGCCCGGCGGCCCGGC
GCTGCTGAAGTACGCACCCCGCAAGGAGAAGAAGGAGTGGGACTACGGCCACGTCGCCCA
CGAACTCATCCTCGGCAAGGGCCAGGGAATCGAGGTCGTCGACGCGCCGGACTGGCGCAC
CAAGGCGGCGAAGGAGAAGCGAGACCAGGCGTACGCCGATGGCAAGGTCCCGATCCTGCA
GAAGGACTACCACCGGGCCGAGGGGCTGCGTGACGCCGTCCTGGCGCACCCTCTCGCCGC
GATCCTCTTCGAGTCCGGGGAGCCCGAGCAGTCGCTCTACGCGCACGACCCCGAGACCGG
CGTACGGCTGCGGTGCCGCCCCGACTGGCACACCCGCCGGACTACGTTCGTCGACCTCAA
GACCACCAACGACGCCGCCCGGTTCGAGAAGTCGATCGCCGAGTACGGCTACCACCAGCA
GGAGGCGTTCTACCGCGACGTCGCCGAGCTTCTCGGAATCCGCATCGACTCGTTCTTCTT
CGTCGCTGTCGAGAAAGAGCCGCCGTACCTGACGGCAGTCGTCGAACTCACCGCCGCCGA
CGTCGACCTCGGGCGCCGACTCAACCGCGCCGCGATCGACCTCTACGCCCACTGCCACCA
AACCGACACCTGGCCCGGGCTCCCCGATGAGGTCGGAACCATCTCCCTACCGCCCTGGGC
GTACACCGACGCCGAGAAGGCAATTGACCGAGCCCGCAACATGATTGGAGTCCCAGCATG
ACCAGCAACGAACTCGCCCACCAGACCACCGCCCGACCCGCCGCGATCGATCCGAGCGAC
CGCGCCCTGGAACGAATCATGGCGCAGTCCAAGGCGATGCAGGCCGCACACCAGCTCGGC
TCGGCGCTCGCCGCCACGTCGATGGTGCCGCAGGCATACCAGGGCAAGGCCGACGACGCG
ACCGCAGCAATCCTGTACGGCGCCGAGCTCGGACTGTCCGCCATCCAGTCCCTGCAGAAC
ATATTTATCGTCCGTGGCAAGCCAGCCGTCTACTCGAGGACGATGGTCGCTCAGGTCATT
GCCGCCGGCCACTTCGTCTACGAGATCGAAGCGACCCCCGAATCGGTGACCTGGAAGGGA
CGGCGCGGTGACACCGGCGTCGAGTTCACCTCCACCTGGACCATCGAGCGCGCCCGCAAG
GCCGGGTTTACCTCGAACAAGATCTACGAGTCCATGCCCATCGAAATGCTCCGCGCGAAG
GCGCAGGCCGAGGTGTGCCGCACGATGGCTCCGGACGTCCTCCTCGGCATCGCGCACAGC
CGTGAAGAACTCGAGCTGGAGCAGCCTCGCTACGTCCGCAACGAGGCACAGGCATCGACC
GGCGCAGCCGGGCTCCGCGAGCGGCTGGCCGCGCCGGTGTCGAAGCCCGCCGAGGACATC
GCCCCAGCCGACCCTCCCGTCTCCGACGAGCCGCCGACCGCCGAACCCCCGGCCGAGGAG
AAGAAGGCCGCCCAGAAGCTCATCACCGCAGCCCAGTTGAAGCGACTCCACGCGATGCTC
GGCGAGGCCGGGCTCGGCAACGACCGCGCGGGAGCGCTGGCCTACATGAGCGACGTCGTG
CAGCGCGAGCTGACCACGTCCAAGGACCTCACCAGCGAGGAGGTGCAGAAGGTCTTCGAG
TCCCTCGAAAACGGCGGCCGGACAACAGATCAGTAACCCACGCACCACCCACCCACACGC
TACGAAGGAGCACCACACCCCATGTCGAAGGTCACCAACATGAACGGCGACGGCGGATCA
CCCTCCGGTATGTTCTTCCACCGCTTCTCCGGAGGCGGACCCGACCAGTTCGAGTTCCCC
GGCAACGACCCCCGCGCCTACCTCGGCGACACGTTCTCGATGACCGTGCGCGCCGAACTG
GTCAAGGTCATCACCGACGAGATCGCCGACGGGCAACGCCAGATCCTCGCGTTCCGCGTC
GTCGACTCCGCCCCGGTGAAACTCGTCGCCCGAGCAGACGGTCACGACCCCGCGCAGACG
AGCATCGACGACATCGACGATGCGCCGCCGCCGGACGACAACCTCGACTCCGACATCACC
GAGCCGGCCGAGAAGCCCGACGACAACCCCGCCGAGATCTTCTCCGACAAGAAGCCCTGA
TGGGCGGCCGCCGCCACCAGTGGGCGGCGGTCCGCGACGCCGAGGAGCTGGCCCACACAG
CGCGCACCTTCCACGCCCGCTGGGACCAGCTCCTCGCCGCCGGATACACCGACCACCAGA
TCCGAAACATGACCCTCCCGAAGGACTACCCGCCCGTGAAGGCCGCCGACATCCCCTACC
CGCGCAACCCGCACCAGGCCCAGGGCCAAGCACTGCGCGACGTCGACACCATCGTCTGCG
ACGTACGCGACCTCGACCCAGCCGACGTGTGGCGCGAAATCTCCCGCTGGACCCCCACCC
GACTCGCGACCGCGTTCATCGCCGCGTGCGCCGCCCTCGACCGCGACGTCTCCCTCGAGG
ACGCACTCGACTGGGTCCGCGACCTCGACCCCACGGTCGCCACACCTATCACCACACGGA
GAGAAGCATGACCCTGACCTTGACGGCCGACGAGGTCGACCTACTCCGCGACGCCCACCG
CATCATCGCCCCGATCGTCGCAACGTCCAGCATGACCGACCATGTGCGCTCCACCATGTG
CGGCGGCGGCAACGGCCGATTCTGCTACGAGGTGCGCGGCAACAAGCTGACCGGCTGGTG
GCCCAGCCAGTGGAAGCCCGAACGCGAAGCGTCAATCACCCTCACCCGCGTTCAGAAGTG
GGCCGACAGCCTTCCCGACGACCTCCGAGCCCGTGCCTTGACCGCGTGGCGGGTGCACCC
AGTCAACACCCGCGACATCCCCGCTCTGTATCGCATCGCCCTCGAAGCCATTGACCTCCA
AGGGCGCCGAGAGCCGGACCCCGGCCAGCAACTCGACCTGTTTCAGGCAATGTCATGACG
CCCTACTACGCCGACGACTCGGCGACGCTCTATCTGGGCGACGCTCTGAAAATTGGCCGG
CAGCTCGAATCCGGATCGGTCGATTGCATCGTGACGAGCCCGCCCTACTTCGGCCTGCGC
GACTACGGCCATTCCGGCCAGTACGGGCTCGAGGCCTCGCCCACTGAGTACGCCGAAACC
TTGTGCGCGCTGTTCGCCGAACTACGCCGCGTCCTCGCTGACGACGGAACGCTCTGGCTG
AACCTCGGCGACAGCTACGCCTCCGACCCCGGCAATGGCCGCGGCAGCGGATCCACCCTG
CTTGGACGGAAACACGACCATGCGGGCGCCGCGGCGCCAACGAGCAACCGCCGAAAGCCG
GGCGTCGCACTGCCGCGGAAGAACCTCCTCGGCATCCCCTGGCGCGTCGCGTTCGCGCTG
CAGGACGACGGCTGGATCCTGCGAAACGAAGTGATCTGGGCGAAGCCGAACGGCATGCCG
GAGAGCACCACCGACCGACTGTCCAAGCGGCACGAGCACGTGTTCATGTTCGCGAAGTCG
GCGCGCTATTGGTTCGACCTCGACGCCGTCCGTGAGCAGTACGACGGTGACCGCGATCTC
TCGCGCCGCGTCCGGTCCGGGAGCGTGAACAAGGAGAACTCAGTCGCGGTTCCGTGGAAC
AGTGACCGCGGACGCAACCCTGGCGACGTCTGGACTATCCCCACCCAGCCGTTCCCCGGT
GCGCACTTCGCTGTCATGCCGACGGTCCTGGCTGAACGTTGCATCCGAGCCGGGTGTAAG
CCCCATGGAGTGGTCCTCGACCCGTTCAGCGGTTCCGGCACGACCGGGCTCGCCGCAGCC
CGACACGGCCGTCGGTACGTCGGCATCGACCTGAAGCGGGAGTACCTCGACCTGTCGATC
CGTACCCGGCTCGCCCAGCCGTCGCTCGACTTCGCGGGGGACGGGTCGTGACCGCGATCG
AGAAGTGGCCGAAGGGCCTCACCGGCCGGCCGCCACGCTTCGACCCCAACGCCATCACCG
ACCCCCTCATCCGCGAGGAATGGCGCCACCTCGCCGACTACGGCTGGGACGACCACCGCA
TCGCCCGCCGCCTCGGACTCGCCACCACCACCCTCACGAAGATGGCCGAACGCCACCGAC
AGCGGTCTACCGTCGACAGCGACACCAGGACGCAGATAACCGCAACCACACAGGAGAGCC
CCCAGTGACCGCAGGACGCCAGTACGCGAAGGTGTGGTTCCGCCTCATGCGTGACCGCGA
CTTCACCACCATGCCCCAGTTCGACAAGATGCTGTACCTCGCGATCCTCGCCAGCGACAG
CCTCAACGCCGCAGGCGTCACACCGCTCTACTACCGTCGCTGGGCCCTCGCATGCGCCGA
CGACGGAACCATCCCCACAGACCGCGACGTGAAGGCCGGACTCACCCGCCTCGAGCGCAA
GGCCTACGTCTACACCGACGAATACACCGGCGAGCTCCTCGTCCGAACTTTCATCCGCGG
CGACCAGGTCGACAAGCAGCCCAACGTCCTCAAGAGCGCCCTCCGCGCCATCACCGCCAT
CCAGTCCGACAAGCTCTCCGCCGTCCTCCTCGGCGAGTTCGACCGCGGTATCACCATCCC
CCAGATCAAGGCCAAGACCGCCGAAGCGACCCGCCGCATGCAGGACCAGATGGACGCGAT
GGCCACCGAGGCGATGGACCACCTGAAGGCCACTTCGGAAGGGATCACGGAACCCTACCC
GCAACCCTTCCCCGAAGAGTTCCCGGAAGGCTTGCCGGAACCCTTCGCGAAAGCCTTCCG
GGAACCCTTCCCGCAACCCTTGCCGGAAGGGTTAACCCACGAAATCGATCAAACCCGCAG
GTCAAACCCACAAAATGGGCCGAAAGTGGCCGAAGGGTTCCCGGAAGGGTTAGCCGAAGG
GTTCCCGGAAGGGATGCCGAAACCCCCGGTTGAGGTTGTGGTTGGGGTTGAGGTTGATAA
CTCACCTACCGAGGTGGTTACGGGGGGTAACACGCACGAGCGCGAAGCGACACCACCCGA
ACCCACCCAGCCCAGCAACGAACCCCCCACACCCCAACCCGAACGACGCCAACGCCCACC
CCGGTCACTGCCCGCCGGACCCGACGGCGAACCACCCCAACGCTGCCCCCGGCACCTCGG
CATCCCCGACGGCGAGGTCCCCGACTGCGGACCCTGCGCCGAACTCCGCAAGGCACACGA
CCGCTGGACCGCCCGCCGCACCCACGCCCGAGCCGAAGCCACCGCCAGCGCCAACCGCAC
CCGCGCCGACCTCACCCGCGCCGAAATCGACGCCTGCGACCTGTGCGACGACCGCGGCTA
CGAGATCACCCACGGCGACGGCCCCAGCGGCGTCTGCCGCCACAACCCCAACCAGGCCGC
CGTCAACGCCCGAGGCCGCGAACGCCTCGACGCCGTCCGAGCCCAGATGGCCGCAGCAAA
AGCCGCCAAGGCCACACCCGAACCCGAAGACCCCGACCAGGACCCCGAACCATGACCGGC
CTCACCGACGACCAACGCGCCCGAGCCCGCAACCGCCGAGCCGCCATCGCAGCCTGCGGA
CGCTGCGACCCCAACGGCTGGATCGTCATCGCCAACAAAGCCCACCGCTGCAACCACCAA
GACGCACTCGACCTCGACCAGGGAACAGCTCAACCACAACCCACGGAACCAAACAAAAAC
GCGCCCTCCGACCCGCCAGCAGCCCCACACAGCCAATAACCCCCGCCCCGCGACCATCCG
GACACCCCCAACCCCACACAGACGCTCTCAGCCCCCAAAACACACCACACCCGGAGAGAA
ACCCATGACCACCGTCATCGGCCTAGACCTGTCACTCACCAGCACAGGCCACGCCACCCT
CACCTACGACCCCACCAACGGCGACCACACCGTCCAGCTGCAAACCATCACCAGCAGCCC
CACCGGCAAAACCCTCGCCGACCGCGAAACCCGCCTCACCCGCCTCCGCCAGACCATCGT
CGGAGCATGCCGCGGCGCCGACCTCGTCTGCGTCGAAGGCCCGTCGTTCGGGTCCAACAA
CTCCGGCACCTGGGACCGCGGCGGCCTGTGGTGGCTCGTCGTCACCGGCCTCGCCCGCCT
CGACGTCCCGTTCGTCGAGGTGCCGCCGGCCACTGTGAAGAAGTTCGCGTGCGACAAGGG
CAACGGTGGGAAAGCCGACGTGGCCGCCGGGATCACCCGCCTGTGGCCGAACGAGTACCC
GCACGGCGACGACCAGATGGACGCGCTCACCCTGGCGTCGATCGCGCTCGTGCTGTCGGT
GCCGCGGGTTACGGCCGACACGATCGGGATGCCGTTTCGTGTGCTGGAACGCCACCGTCA
GGCGATCGCCAAGGTACTGTTACCGGAGTCACCACGTAGGACACAGTTGGAGAGAAACCT
GTGAATATGATTCCGCCGATTCTCGATCGGTCCATCCTCGACACCACCGCCGAGTACCCC
GTGGTCTTCTCCGCGGTGTTCCAAGACTTCGGTTCCGGTGCGCCTGAGTTGCGTGTCGCC
CGTGTCGATCTCGAAGACCCCGAGCAGGGTGAGGGCGGGGCGCCGGTCGCGCGGCCGTCC
CGTATCGGGTGCACGACGTTCACGCTCACCCGTGCCGCGGACGACCCGGAGCAGCTGACG
GTCACGGCGCATGCCGGCCGCGGTCTGGGGTTCTCCATCCTGGGGCTCGCCCACACCAAG
ACGATCCCGTCGTGGCCGATCACGTTGGGCGAGATCCCGCCTGACGCTGGGGGTGGGGTG
TGGGCGATGATCGCCTGCCCCCGCGACGTCACCCTCGCGTTCATCGACGGCCCGGGCGGC
GTTCAGTGACCGCGCCGGGTGTGGTGTCCGCGCTCATCGGCACCGCCGCGGAGAACAAGA
TCCGGGACCTCGAGCTGCGCCTCAACGCCGTCCGGCAGCAGCGCGACGAAGCCACGCAAC
AACTCCTCGACGAACGCGCCACCGTCGCCGTCCTCCGCCGAAAGCTCGACCAGCGCGCCG
AGGGGATCGGCTACTGCGACAGCACGTTCACCGCCCCCGACGGCTCGGTGTTCGCGTGCG
CCCTGGACGCCGGCCACCGAGCGAACCTGCACCGCGACGCGTCCCTCCGCTACGCCTGGG
ACGACAACGCCAAGGCCCCGGGAAGCCAAGACCCAACGTGGACGTGCGGCAAATGTGAGC
GCGCCGAGCGGCTGGGCGAGGACGACGGGCAGATCCCGGAACACCACCGCACGTGCCCGA
AGCGCGGTCCTCGGTCACTGTCCGCCATCCTCTCGGGCACGCCGTGACTCGCGGCATGTT
CACCCTCACCGACCTCGACGGCGTCCTCGAACCAGAAGACCTCGGCACCCTCCACCAAGC
CCTCTGCCGCGCAGCCGAACCCCTCTGGACCGACCGCCCCTGGCTGATCGTCGACCCCGC
CGGCCGACCCGCAGCCAGCCCCACACGAAAGACACCAGCATGAACGCACCCATCCGCGAC
TTCCTCGACGTCGCCCGCCAGCAGATCAACGAGCAGCAACCCGACATGAACCTCGCCCGC
CCGGGCGTCGCCGTAGTCCTGTTCCCGCACAACACCACCTGCGACTGCGGCGGCGACGCC
CTCGCTGTCGAAGTGGCTGTCGCCGCCCACCCCGAAGCATTCGACGACATGGCCGTCGTA
GTCGACGCGCTCCGAAAGCTCGCGAACCACCTCCAGCAGCAGATCGGCGAAGCGAACTAC
CAGATGGCCGAGATCCGAAGGGAGCAGCAACGATGACGATCCAGTGGCGCAGCCCCGACG
AGCTACGTGAGACTGCCGCGACCCTCCGCGCCGACGGATTCTCCCAGCGCGCAGCCGAGT
ACGAACACGCTGCGAAGGAGATGGAAGCCCGCGCCCCGTTCCTCCGCGCTCTGCTGTTCG
CTGCCTGGAGCAAGGCGCCATGGGGCGGGCAGGCTCCCGGTTCGCCCGAAGCCATCGCCG
ACGGTCACGTGTACAAGCGAGGCTCGGAACTCGCGCGATTCCTGATCGCGGCGGGATGGT
CACCCCCGCGGGCCCTGGCGAACCCTGCGACCCCCAAGGACGCCCGAGATGCCTGACCCA
CAACCCGAACTCGCCGACGAGGTCGACGCCATCATCGAGACCGGGAAGCGTGACCCCGAG
GACGCCCACGGCCGCGAAGACTCCCTCCTGCGCCGCATGGTCCGCGCGTACGCGCCCGCC
TGGGTGAACGCCGAACTGGACCGCCTCGCGGCCGCCGACTTCGATCGGTGGTGCGCATGA
CCGGCCTGATGCACTTCGCGCCGCGACTTGTCCGGTTCGACCGCGACCGCCGCTACACCC
AACCCGGGCCCGGCACGTTCGAGAAGCCGAAGGGATTCTGGGTGTCCGTCACCGGCCCCG
ACGACTGGCCCGAGTACTGCCTGCCCGAGTTCAACGGCATGCGTCCCGAAGCGCGACTCC
GCCACGCGCACAACGTCACCCTCGCCCCGGGCGCCAACGTTCTCCGCCTCGACGACGTCG
CCGACATGCTCGAGTTCCACCGCACCTACGCGGGACCGTCGGACTTCGACCTTCGCTACC
ACCCCAACGAGCGCGACCAGTGGGGCATCGACTGGCGGGTGGTCGCCGCCGAGTACGCCG
GCATCGTCATCGCCCCGTACCAGTGGTCGATGCGGCTCAGCGCGTCCTGGTACTACACCT
GGGACTGCGCCTCAGGCTGCGTGTGGGACCTCGACGCGATCGCCGCCGTCGAACCCTGCT
GGCTCCCAGCCCTACCCGCGGGGGTGCCCGCATGAGGAACACTCCCAACCCCTGCCCGTT
CTGCGCGAAGATCGAAGACGGCACAGCCGAATACGTGCCCGTCTACAACGCGGCGCACTT
CGTGCCGCTCAACCCCGCCACCGAGGGACACCGCCTCTTCGTACCCGACTGGCACGCACG
ACACCCCAACGCGACAGCCACGAGCGAGGCGATGGGCGCGGCCGTCCGGTGGGCGGCCAG
CAACCTGCCGGACGACGCCGAGTACAACCTGATCACCTCGAACGGCGCATCGGCGACACA
GACCGTCGAGCACCTGCACGTGCACCTCGTGCCCCGCCGCCCCGGCGACGGACTCCTCCT
GCCGTGGGGAGGCCCCCGATGATCAACCCGCTCTGGTCCATCGCGCTCACCGTCCTCGGC
GCATTCGGCCTGTTCCTCGTGTTCCGGTTCCCGAACCACTGGATCGGCCCCACCTGGTCG
ATCGTGCTGCAGGTCGTGTGGTTCACCTACGGCGCCGCGACCGGGCAGTGGGGGTTCATT
GCGTCCGCGTTCATGTACGCGGGGGCGAACGCCTACGGGCTGCACGCGCGACGCAAAGCG
CGACGGGCGCAGGAGGTCCCGCGATGAGCGACCCGCGACCGATGAAAGTGCCGCTCGCCT
GGACGCAGACGAAGACGTACGTCCGGAAGGTCGACGGCCGCTGGTGGGTGGCCTACGCCC
CCTTCGTCGACACCACCTACGCCATGGGCCAGGTCGCTGGGATCGTCGACCAGCGCTGGT
GGGTCTGGTGGAGGTTTGACCACCACGCCGACGCCCTCGAGTTCGCAGTCGGTCTCCAGA
GGAGCGCACCGTGAGCCGGGTTCGGCCCGGCGCGTGCGGTGACCCCGGCCCGTACGCGAC
GCACTGCACCCTCGACCCCGGCCACCAATGGAGCTGCTACGACGGCAGCGAGGACGTCTC
CTTCAACCACCGCCACGACTTCCGTCACGACTGCGACGACCCCGAATGCGACCGCCAACA
CTTCACCAACGAGGGCGACTGATGGTCCCCACGCAGGTGCCCGTCCTGCCCCGCCCGCAC
GACTGGCCCCACACCCGAGGCGCCCCCTGGCTCCGCGTCCGCCACGACGGCCTCATCGAA
CTGTGCGACGTCACACCAGAGTTCGCCATCTCAGCCGAGGTGATCGGCGAGCTGCAGCAG
ACCGGCAACCTGACCATCTCCGACGACCACCTCACCTACCGCTTCCACATGGCCAACGGC
GAATGGACCTATCGCGTCGTCGGGATCGTCGCCGGCACCAGCCACCTCGTCCTACGCATG
CCCGACTAACCCAACCCCGAACGGAGACACCATGGACCGCCCCAAGCCCCGCACCACCCG
CACCACCACCCTGAGAAGCCTCGACTCGCTCACCCTCGGCGACCTCCGCGGCTTCCTCTC
CACCTGCGTCGACGAGGGCTGGTCCGACGACGCCCAGGTCGGCATCTCGAGCACGGTGGG
GGACCGGCCCGGGGAACGCACCACCTACCAGCTCAGCGTCACGGAGACACGATGACCCAC
CCCACCCCCCGTAACCACGCGGAGAAGCCGTCGACACCACCCACCGGGCCGTCAGGTGTC
TCACACCAGCCAGCCGACAGCTCGCCGCCCACCCCGATCAACCTCACCGAAGAGGTCGCC
CGCATGACGGCGATCGTCGAGCAGAACCTGCGCGTCCTGCTCGACACGTTCGGCATCACG
TACACCGAATCGCCGCCCGCACCGGCCCCGGCACCGCACCACCTCGACGCGATGCGTGAG
GCATGGGGAGAGGGCTACTACGACGGGAGGATGGATGGCCGTAACGACGACCGGCACATC
GACGGCTACGACGACAGCGTCACGACCGTCAACCCGTACGGCAAGCTGCTCGACGACCGC
CGCGAGTTCGTGCGCAAGCAGGTGAACAACGGCTACGGCGCGCAGCTCGACGAGAACGAC
GACGACGTGCTCGGCGACGACAACGCCGAATGGTTCGACGCGCTGCTCGACGCGCACGAC
GAATGGCTCGCGTTGCAACGCAACCCGGGTGGTCGTGAGTACGGCGTCGACAACGTGCGC
GCCGAGCAAGCCGAGACCCGCGTCGCCGAACTCGACAGCGCGCTACGCAGCGTCCTCGAC
GCGGTCAACAACCTCGACACCGGATACAACGCGGTGAAGATCAACGGGGTGCGGATCGCG
CTCGCCCGGGCCGGATATGGCACGCATCCCGACACAGGGGAGAAGCGGTGACCCGCCGGG
CCCGCGGCCGCCACACCTTCCGGCACCTCGGCGCCGCAGCGCTCCCCGCCCCAGACCTCG
TCGCAGTCATGCGCGGCGGCTACAAACTCGTGGACGGATGGGTCGTCATCGACGGGCGCC
ACGACGAAGTCGGCGGCTACGAACCCCGCGAGGACGCGATCGACCTGCCCGCCGAGCCGG
ACCGGAACGTCACCGAATGGCTCGCCCGGCTCGACGACCGCATCCTCCCCGACGGCCCCG
TCGGAGTATTCATCGGCGGCCGCGTCCACATCGCCCCAGCCACATTCGACCCGCCGGCCG
ACAGCCCGTACGCCCGCATGTGCCGGCACCTCGACGACATGCAACCCACCATCCGCCAAC
TCACACAAGGAGAACCAGCATGAACCGATTTACCAAGCCCGCCACCGCGATCGCCGCCGC
CGCAGCACTCGCCGCCACCATCCTCACCGGATGCTCCAGCGACGCCGACGTCGTCTCAGA
GAACCTGTCCAAGGAGGCCGACCAGTTCAACATCGAACGCCGCATCATCTTCCTCAACGG
CATCACCGACAAGTACATCCTCGCCGTCGAAGGACGCTGCAACATCAACGACGAAGGCAA
CCAGCTCGAGGTGACGTGCAAGGCCGCCGGTGGGGAGTACAAGAAACACTTCCTCGGCCT
GTCGGACAACGTGACCTATTTCGTCGAGCAGCTCGAGTCGGCCAACGTCAGCGCCGATCA
CTACAAGGTGATCTTCAAGCCCGAAGCCATCGTCCCCGACGTCGACCGGCCCTGACGACG
TCCCCGAACCCCGAACCCCGACATCAGGAAGACCTCATGAAGCTCACTCGACGGGTCGCC
GCATCGGCCCTCATCGCCGGACTCGCTGCCACCGGGCTCACCGCCTGCGACAGCGACGGC
AACTACGCCGACCCCATCTACAACGAGATCTGCGTCGACAGCTACGACCGCCGCGTCGTG
GACTACCAGTGCGACGCTCAGGTCCCCTCCTACGAGTGGTGGTACCTGCCCGCCGGCACG
TTCGTCGGGATCGGGCAGCGCGTCACCACGGGCAACCAGCAGCGGCCCGCTCGCGTCCGT
CGTGCCCCGACGACGACCACGGTCACCAAGACCACCACCGCGCGGTCCACGGCCACCACG
GCGAAGACAACAACACCGAAGACCACCCGCAAGGCCACCCCGACCCGAACCAGGAGCACT
CGATGACCGCACCGAAGCGCTACCGGAAGAAGCCCGTCGAGATCGAAGCCATGCAGTGGG
ACGGCACCGCCGAAGGCGCCACCCCGATCATCAACTGGGTCCTCGAGAACGACGGCACTG
CAACCTTCGTCGGCGTGGGGGAACCACACTCGGGACGTGGGACCCGCTTCCTCGAGGAGC
ATCATCCGGAACCCCTCGAGTATGGCGGCTACGGGCATCGGCAGGTACTCAACTCCGACG
CCCCCGCGTTCATCAGCATTCGTACCCTCGAGGGCTACATGCGCGCCGACGCGAGCGACT
GGATCATTCGCGGCGTCCAGCGCGAGTTCTACCCGTGCAAGCCCGACATCTTCGCCGAGA
CCTACGACGACCCCGAGGACGTCGACCCGCTGCTCGCAGTCCGCCGCGCCGAGCAGCGTC
TCGTCGAGGCGCGGGAAGCTCTCGCGCGAGCGAACGAGGCACCGAAGACGTGAGGTGCCC
GGGCAGCGGCGGGTGGCACGTCGGCGCGGCACCCCTCCGCGACCGCGACCGACTCCCACG
CGGCTACTGCCCCGAATGCGGCCGCTCCCACGCACTCACACACCAAGGCCGCATCTGGAC
CCACCGCGCCCCAGGACCCACCATCACCGGAAGGACCACCCCGTGACCGTCAACCACGTC
GGGACGAAAACCCTGCCCGTCACCGACCTCCACCCACACCCCGACAACCCCAACCGCGGC
AACGTCGACGCCATCCGCGAATCCCTCGACCAGTTCGGCCAATACCGGGCCGTCGTCGCC
CTCACCGACGGCACACTCCTCGCCGGCCACCACGTCTGGCAGGCAGCCAAGGCCCGCGGC
CAGGAAACGATCCGCGTCGAAGTCATCGACACCGACCCGCAGACCGCGAAACGCATCCTG
TTGGCCGACAACCGGATCGCCGAACTCGGCGAAGGCATCGACCCCGAGAAGCTGTACGCC
CTGCTGTCCGACGACCTCGACATGACCGGCACCGGCTACGACGCCGACTACCTCGCCGAC
CTCGAAGCGCTCCTCAACCCCGGCGAACTCGTCGGGGACCCCGACACCGCCCCACCGGTA
CCCCGCGCCCCCGGACGCGCGAAGACCGGGCAGGCGTGGCAGCTCGGCCCACACCGCCTG
TGGATCGGCGACTCCACCGACACCGAGGGCGTGTTGCGTTGGCTGGCCGGGGACCGCGCC
GACTGCGTGTGGACCGACCCGCCGTACGGCGTCGACTACGTCGGGAAGACGAAGGAGTCG
TTGACGATCGAGAACGACGGCGCGAAGGACCTCCCCGCACTGCTGGCCGGCGCCTACCGC
ACCATCCTCAACGCCGCCCGCGCCGGCGCCCCCGTGTACGTCGCCTGCCCACCCGGCCCC
GAGTTCGCGCACTTCTGCAACGGCATGCTCGCGTCCGGGATCCAGTGGCGGCAAACCCTC
GCCTGGGTGAAGAACACGATCGTCCTGGGCCGCAGCGACTACCACTACCGGCACGAATCG
ATCCTGTACGGCTTCACCCCCGGCCAGAAAGGGTCCGGACGTCTGGGGCGTGGCGGTGAC
CGCTGGTTCGGCGACAACAGCCAGGCAACGACCCTGTTCTACGACAAGCCGCCGGCCAAC
AAGGACCACCCCACGATGAAGCCGGTCGACCTGATCGGGCACATGCTCGGCAACTCGTGC
CCTCCCGGCGGTTTGGTGTTCGACCCGTTCGGCGGGTCGGGGTCGACGATGGCGGCCGCG
CACGTGACCGGACGGCGCGCGGCGCTGGTCGAGCTGGACCCGAAGTACGGCGAGGTCATC
CTCGAACGCTACGAGGCGATGACCGGCGACACCGCCGTACTAGTCGATCCGGCCTGACGA
AGCTCCCTAGCTGCCCGCACCGCCGCAGCGCGAGCATGCAACCCCGACCGACCCCGGCCC
TGACGACGCACGATCACCGCGTCGTCAGGGCCGCACAACTCCGCCAGCCACACCCCACCC
GTCACCGACAGCGACAGGTATCGGCCGGCGTCGAGGTCGACGATCATCCACGACCCCAGA
CGGCCGTGCACCCACACCGCAGGCGGGATCGCGACCGCGGTCACGAGGTGATCTCGCGGT
AGTAGCGCATCTGTGCCTCGTAGTCCTGCACCGCCCGCTCATGCACACGCCGACGTTGAC
GGTTCTCATCCTCCGCACGGTTGCGGGCGCAGTTGACGTTCGGCTGGTTCGGCTCGCAGA
AGATGCACTCCGAGATGTCACCGCACCGGTCACACCGGTAGCTGCTGTGGACATCGCCGT
CCACCATCGCGCCCTCGTGCCAGTTGCACGCCTCGTCCGAGACCGCGGCCAGGTTGATCA
ACTCGACCGCTGGTGGTGGCGTCGGCTCCGGGAGATCGCGCATCACAGCTTCCCCGCCGC
TCGGAGGACGTCGGCCGCGGCTTCGAGGGCGTCCCAGTACTGGCGGTCGTCGTGGTGCCG
GTCCGGGTGCGCGTTCGCCCGGGCCCGCCGGTACACCTGCGCCAGGGTGCCCAGCGACAG
CGATTCGTCGAAGTCGCCGGCCTGACTCCGCAGGACCGCCTCCGCCTCGTCCACCGTCAG
CGACGCCGACACGGTCGACGCCGACGGCAGCTGAGCCCAGCCTGTGTACTGTTCGGCGTT
CGGTGTGGTGCCGTACCGGTCGACCCGGCGCAGCGCCTCCAACGACAACGCGATTGCCCG
CAGATTGTCCTGCCAGGTCAGGTACTTGTCACACGGGAACGACAGCGACCCCCGCGCGTG
CGACTCGACGGACAGGATCACCCCCGGATGCTCCGGCCGCGCGTTCGCCCGAGGCATCCC
GTCGAGCCGGAAGTCCTGCTCACGCATCGCGATCTGCAACACCGACGGCGCCACCAGCCG
CCGCGGATCCGACGACAGGTGCGCCAGCTCCCGCTCGAGCATGTCCAGCGTCGACTTCCA
CGGCGCCGAGAACTGCGACCGCTCCCGGTTCACCGTCAGGTTCCGCGGCCACCGCTCGAT
CGGCCGCAGCGTCATGCCGGTGGGGTAGTCACTCATGTGGTTGGTCCTCTCCTCGCTTCG
TGCGGCGCGTCATCCACGCCTCGATGTCCGCGCGCGCCCAGATCGGGTACCGGCCCGACA
CTGTTCGCAGCGGCGCCGGTAGGTCGGTGTGGCGGGGTGTGCCGGCCTCGCGGTTCCAGC
GGGACCGCGAGTACATGACCCGGGCGGACTGGATCGTCCAGCCGGCGGCCGCGGCAACCT
CCGGGAGGTCCATGACGTCCGCCGCCTTCACCGCGGTCACGACATCGCCCGCAGGAGCTG
GGAACACATCTCGGCGGCCTGTTCGAGCGTGTACTCGATCGTCGCGATGAGCTCCCGGTT
CCCGTCGCCGGGCGCGGTGATCACCCGGGCGCGCACGACGTCCGCGCGGGGCCGGTCCCA
CACGATCCCCGTCGGCACCTGCTCTTCGACGCGAGTTGTCGATTCTGGAACGTTCATCGC
GCACCACCTCGGCTGCGCGCGAGACGCGCACGCACGGCCACCGCCAGGAGATGCTCAGCG
TGCCGCTGTTCCATCTCCTCCGGAAAATCGCAGGTGCAGTCTCGGTGCTGTATGTGGTCG
TCGTACACAAACCCGCAACTGCACCCGTAGCCGTCATTGCGGGGCTCGGAGTATCCGTCG
CCGTCGTGCCACTGCTCGAACTGGTGCAGGTCGACCAGTTGCCGCAAGGTCCGCGGCCGG
TGTTTCGGGCAGTCCGGGTCTTCGATAGTGACGACTTCGAGAACCGCTTCCGCGAACGGC
CCGGGCACGTTGTGCTTGATCGTGCATGAACAGGTCATGTCAGTACCATCCAATCGTGTA
GCCGTGGGGCACATCTCGACGCTTCTGGCAGTTCTCGCACTGCAGGAACTCGCCCGTCCC
CGTGTCGGACATTCGGCTGTTCTGCGCGACGATGACCTTGCGTTCATCGTCGATCGTTGT
CGACCAGAAGCGCCCGTACCCGTCCTCGACCAGCTGCCAGACGTGGTCGCATTCGACCTC
GGCCATCACGTCCCCCGATTATCGACGCGGCTGTCGAACACAGAGGGCTGTATTCGCTCG
ACGTCCCCGCGGCGGATACGGAGAGCCCAACGGCCATCGGCGAACTCGACCCACTCGCCG
AACCGAATCGACGCGCGGTGCTGATTCTCGACCTCGATGAATCTGCCAGACTCCGGTCCC
GGCGGTCCGTCGAACATGACGTCGACGTACGTGCCGACCTCCTCCTGGACTGCGATGAGC
TCGGTCGGTTGGTTGCCTTCGCGGATCGCGTCGGCGACGTCGAGCAGCGCGTGCACGATG
CCGAGGTTCTGTTCGAAGGCGAGGGCGGTTGCGTCTTTGCGGTGGTTGGTCATTGGGGTC
TCCGTTTGCCGTGGTCGTTGTGGTTCACCATTCGACTGCCCGCCCCCACCGCATGCTGTG
CAGCGCGTTGCGGTACGTGTAGTCGAGGGCGTCGTCGAGCTGCTCCTTCGTCGCCCCGTC
GGCGACCGCCGCCACCCACACGGCCTGCAGCTCCGTCGGGGCGGTGCCCTGCTCCAACAA
CTCCCGCGCCCGGTCGGGGGTCGCCACCTGGGCGGACAGCCACGCAACCGTGGCCGTCCT
GCCCAACTGGTCGAGCACCGAAATGCGGGACGTCAGCGTGCTCACTCCGCCTCCGGCGCG
GACTCTTCGGTCTCGGTCGGCTCCTCGGTGTCCGGCTCCTCCTCGTCCGGCGTCCACGTC
GGGGCCTCGTAGGAGTAGTCAGGTCCCGTGCGGGGGAGGTCGCCCATGTTCACCGGGTCA
GTGTTGGCGCCACCGCCGATCGACGAGCCGTCCGTCGACACGATCGGCGGCGGACACGGC
GCCGTCCCACCGTTGCCGAGCTGGATCACGCACGGCGCCGGAACCTGGGCCGGTGCCGGG
GTGGGGTTGGCCATGGCGACGGCGACCGGGGCGGCCAGGACGGCGAGCGCGGCCAGGGCG
GTGCTCAGTTTGCGAATCATGCTGTTCTCCTTGGATGTTGGTGGTCTGGGTTGACCGTCC
ACACCCCCGGCACAACTCCGGGGGCGGGGCGCACGACCCAGGCTCACCACAGATCGCCGT
GCTGGTTCCAGCGCTCGTTCTGTTCGTCGGCACGGTCGGCGAGGTCACGCTCGCGCTGCT
CCTGCTCGATCCGGTACTGGCGGCGTCCGGCCGGCACGGCGACCGCCAACACCACCACCG
TCGCGAGACCGAACGACACCACCGCGACGGCGGGGTCGACGTCGGCGAGCACCGCGGACA
GCAGGGCGAACACACCGACCCCCAGGGCGGCAAGCGCGGCGGTCGGGTTGGAACGAGCGG
CATCACGCACTTCTCGAATCATGGTGGCGAGCATCATGACTCGGCCCGAACGTTCGCGAC
GGTCAGATGGGCGCGGACGGTGACCACCGCGGCCTCCTGCGCCTCCTCGCGGCTATCGAA
CGTCGACGACCACCGGAACGCCGCGATCGGCGCGTACAGGGTGGTGCGCACCGTGACGAC
CCACCACAGGACCGCCCCGCCGGGCTCCTCGACGGCCAGGACGGTGACAGCGAAGTACTC
GGCCACGAGGGTCGTTGCACCCCACGGGGTGGTGTACCACTCGACCTCGGAGGCGCACCA
CGGGGCGTGCGCGGGACGCTTGGTCCCGCAGTCGCACGCCGCCGTGTCCTGCGCCACGAG
GGCCGTCACCGGCCCGCCTGGTCGATCAGGCGGTCGGCGCGGTCTTCCTTCGCCCACAGC
TCATCCCGCAACTGGTCGCGGGCGGCGCTGTCGGGCATGGCTTCCCAGTCTTCCCAGCCC
TTCGCGATCTCGGCCTCGAGGTCGGTCAACTCGCTGGGCGGGTTCAGTAGCTGCTTCATG
GTTGGCTCTCTCGGTCGGTGTTGTGGTGACGTGAACAAAGTAGCTCGAACATAGGTAACA
GTTCAAGAGAAACCTGGCACAATCACCCATACTGAACAGACATCACCACACAGGAGGGAC
AACCATGGGAGACGCCAAGACCAGCGTCCGCTACCAGAGCAACATCATGGAACGCGAGGC
CCGCTGCCTCGAACTGTTCCTGGCCGGCGCGAAGTACGTGCACATCGCCAAAGAGGTCGG
ATTCCGCGAACCCCAATCAGCGAAGAAGGCCGTCGAACGCGCGATCGCCCGACGCCGCCA
GGAACGCAACGAGCTCGCCGACGAAGCCGCCACCGTCATGCTCGACCAGCTCGACATGCT
GTACCGGGCGCACATCACCACCGCCCTCGACCGGAAGAACCCCGACCAGTACAAGGCCAC
CGAACAGGTGCTGCGCGTGCTCGACCGGAAGGCGAAGCTGCAGGGACTCAACGCGCCGGT
CCAGGTGGAGACCACCGTGCGGGTGAAAGACGAACTGGACGACGAGATCGCCACGCTCGT
ACGGAAGTTGAAGGAGCAGGGCGACCCGGCGCTCCTGCCGGACACCCCGGTTCTCGATTC
GATCATCGACGCGCAGGTCGTCGAGGTCCCGGCCGACGAAGGGGTCGAGGCGTGAACCCC
GAGACCGCGGTCCTCGACGCGATCGACGCACTTGTCGATGAGCAGCTCGCCCAGGAGGCG
TCCGGATACGACTACAACATCAACCAGCCCTGGTGCCCGCACCCCGGTTGTCCAGCTGAG
TGGCATGGCCTACCAACACTCCGGTGCCCGGGATCGGCTGTCGCGGGACCGATGAAGCCA
CCACCCTGGCCTGTCAAATCGAAGTCACAGGCGCGAATGGCGATCATCGACGCCGACGGC
AACCGGACCCCGATCCGCAGCGCGCTCGTCGACTTCCAGATGACTCCCGACCCAGCGGTT
GAGCAGTTCCGCGAGGCGTGGGACGGATTCCGCACCACCGTTGTCGAGGGCTTCCGCACG
CTCGAGGTGTCGTTCCAGGGGGTGTCGGCGGACCTCCGGAGAATCCTCGAGGGCAGCTTC
GCCGAGGGTGGCGAAGTGGTCGAGCAGACTCCGCAACAGCGCGCCCTGCCACGGCCGTCG
CATACACCGCCGATGTGGGCGGCCCGCGCCGACGGACGGAGACGCCGATGACCGCCCGCG
TCGTCAACCGGGTGACGCGGCTCCGAGAACCGTCCCGACTCCGTCACGACGTCCGAATGT
GTGGCGGCCTCGTACCGTTCGTGTCCGCCCTGCTGCAGACCTACGGTCCGCTGGCCTTCT
TCGTCTTCGAGTACGGGTACGGCGACTACGACCTCGACCGGTGGCGCATCCCGGACGATC
CGTTTGACGCGTCCACGTGGACTGACCCCGAGACACGCGACGACTCAACCGCGGCCTGGA
CGCTCGACGCCTACACCGAGCCACGCCGATGAGCACCGCAGACCTCTGGTGGTGGGACGT
CCTCGGCGCGCTCGCCCTGTCCGTGCCGCTCTACTGGGCGTCCAGCCGCGCCGGCCACCG
GTGGGCGCGGTGGCGCGACCTCATCCGCCAGGAACGCGCAATCGATCGACGCGAGCAGAA
CCGCGACCTGGAAGAGATCATGCAGGCGTGGGACGCTGCCCGCCCCGTCGCTCGAGCAAA
GCCGATTCCGCACCCGAACATCACGCCGCCGACCGGGGGAAGCGGTCAGGCGGCGGCATC
GATGGTGCCGCTGATCATCCACCCGGACTACATGGGCGACCTCGAAGACCTCATCCAGGC
ACAGGGGTTCCGGCCCGACGAGTACACAGAGGTCCGTGACGGCGCCGGCCGCCTCGTCCG
CCTCGATACTTCGCCCGACTTCGACGACTGGGGCTCAAGCGACACGGTGCTCGG