##gff-version 3
##sequence-region Gordonia_phage_Phlop 1 58358
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	1	1608	179.7	+	0	ID=Gordonia_phage_Phlop_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	1684	1788	18.4	+	0	ID=Gordonia_phage_Phlop_CDS_0002;transl_table=11;phrog=31453;top_hit=NC_030913_p6;locus_tag=Gordonia_phage_Phlop_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	1788	2024	31.1	+	0	ID=Gordonia_phage_Phlop_CDS_0003;transl_table=11;phrog=9642;top_hit=NC_024138_p101;locus_tag=Gordonia_phage_Phlop_CDS_0003;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	2021	2497	49.1	+	0	ID=Gordonia_phage_Phlop_CDS_0004;transl_table=11;phrog=3193;top_hit=p40386 VI_04047;locus_tag=Gordonia_phage_Phlop_CDS_0004;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	2494	2637	19.6	+	0	ID=Gordonia_phage_Phlop_CDS_0005;transl_table=11;phrog=7793;top_hit=NC_031226_p65;locus_tag=Gordonia_phage_Phlop_CDS_0005;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	2634	3128	112.7	+	0	ID=Gordonia_phage_Phlop_CDS_0006;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0006;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	3482	3796	49.4	+	0	ID=Gordonia_phage_Phlop_CDS_0007;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0007;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	3793	5376	240.7	+	0	ID=Gordonia_phage_Phlop_CDS_0008;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	5373	5726	31.6	+	0	ID=Gordonia_phage_Phlop_CDS_0009;transl_table=11;phrog=14528;top_hit=NC_031112_p14;locus_tag=Gordonia_phage_Phlop_CDS_0009;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	5701	7734	237.2	+	0	ID=Gordonia_phage_Phlop_CDS_0010;transl_table=11;phrog=34890;top_hit=NC_031052_p14;locus_tag=Gordonia_phage_Phlop_CDS_0010;function=head and packaging;product=head morphogenesis
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	7857	8084	6.2	+	0	ID=Gordonia_phage_Phlop_CDS_0011;transl_table=11;phrog=21251;top_hit=NC_028668_p79;locus_tag=Gordonia_phage_Phlop_CDS_0011;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	8172	9389	184.7	+	0	ID=Gordonia_phage_Phlop_CDS_0012;transl_table=11;phrog=29860;top_hit=NC_031052_p18;locus_tag=Gordonia_phage_Phlop_CDS_0012;function=head and packaging;product=virion structural protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	9386	9934	73.4	+	0	ID=Gordonia_phage_Phlop_CDS_0013;transl_table=11;phrog=2659;top_hit=NC_023725_p94;locus_tag=Gordonia_phage_Phlop_CDS_0013;function=DNA, RNA and nucleotide metabolism;product=RNA ligase
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	9934	10077	6.2	+	0	ID=Gordonia_phage_Phlop_CDS_0014;transl_table=11;phrog=14225;top_hit=NC_028665_p19;locus_tag=Gordonia_phage_Phlop_CDS_0014;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	10168	12057	304.1	+	0	ID=Gordonia_phage_Phlop_CDS_0015;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0015;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	12147	12959	129.9	+	0	ID=Gordonia_phage_Phlop_CDS_0016;transl_table=11;phrog=779;top_hit=p304239 VI_00054;locus_tag=Gordonia_phage_Phlop_CDS_0016;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	12973	13374	75.9	+	0	ID=Gordonia_phage_Phlop_CDS_0017;transl_table=11;phrog=14463;top_hit=NC_028665_p22;locus_tag=Gordonia_phage_Phlop_CDS_0017;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	13471	14157	153.5	+	0	ID=Gordonia_phage_Phlop_CDS_0018;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0018;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	14260	15030	63.4	+	0	ID=Gordonia_phage_Phlop_CDS_0019;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0019;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	15027	15563	39.5	+	0	ID=Gordonia_phage_Phlop_CDS_0020;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0020;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	15604	15897	20.5	+	0	ID=Gordonia_phage_Phlop_CDS_0021;transl_table=11;phrog=28979;top_hit=NC_030913_p25;locus_tag=Gordonia_phage_Phlop_CDS_0021;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	15887	16330	69.8	+	0	ID=Gordonia_phage_Phlop_CDS_0022;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0022;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	16376	16969	94.2	+	0	ID=Gordonia_phage_Phlop_CDS_0023;transl_table=11;phrog=14331;top_hit=NC_031112_p29;locus_tag=Gordonia_phage_Phlop_CDS_0023;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	17119	17652	54.6	+	0	ID=Gordonia_phage_Phlop_CDS_0024;transl_table=11;phrog=13927;top_hit=NC_031112_p30;locus_tag=Gordonia_phage_Phlop_CDS_0024;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	17707	23238	838.1	+	0	ID=Gordonia_phage_Phlop_CDS_0025;transl_table=11;phrog=6090;top_hit=MF919510_p42;locus_tag=Gordonia_phage_Phlop_CDS_0025;function=tail;product=tail length tape measure protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	23235	24179	112.9	+	0	ID=Gordonia_phage_Phlop_CDS_0026;transl_table=11;phrog=106;top_hit=MG099939_p19;locus_tag=Gordonia_phage_Phlop_CDS_0026;function=tail;product=minor tail protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	24176	25942	334.0	+	0	ID=Gordonia_phage_Phlop_CDS_0027;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0027;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	25990	26538	82.5	+	0	ID=Gordonia_phage_Phlop_CDS_0028;transl_table=11;phrog=8122;top_hit=JF704115_p20;locus_tag=Gordonia_phage_Phlop_CDS_0028;function=tail;product=minor tail protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	26535	28457	232.5	+	0	ID=Gordonia_phage_Phlop_CDS_0029;transl_table=11;phrog=2689;top_hit=NC_031251_p25;locus_tag=Gordonia_phage_Phlop_CDS_0029;function=tail;product=minor tail protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	28457	28798	55.8	+	0	ID=Gordonia_phage_Phlop_CDS_0030;transl_table=11;phrog=13955;top_hit=NC_031061_p27;locus_tag=Gordonia_phage_Phlop_CDS_0030;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	28887	31043	305.0	+	0	ID=Gordonia_phage_Phlop_CDS_0031;transl_table=11;phrog=8780;top_hit=NC_031251_p28;locus_tag=Gordonia_phage_Phlop_CDS_0031;function=tail;product=minor tail protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	31047	31643	82.4	+	0	ID=Gordonia_phage_Phlop_CDS_0032;transl_table=11;phrog=7114;top_hit=NC_031097_p29;locus_tag=Gordonia_phage_Phlop_CDS_0032;function=tail;product=minor tail protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	31652	31888	24.9	-	0	ID=Gordonia_phage_Phlop_CDS_0033;transl_table=11;phrog=6153;top_hit=NC_031118_p37;locus_tag=Gordonia_phage_Phlop_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	32119	33159	184.2	+	0	ID=Gordonia_phage_Phlop_CDS_0034;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0034;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	33185	33637	87.4	+	0	ID=Gordonia_phage_Phlop_CDS_0035;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0035;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	33643	33957	33.9	+	0	ID=Gordonia_phage_Phlop_CDS_0036;transl_table=11;phrog=4511;top_hit=MF919537_p45;locus_tag=Gordonia_phage_Phlop_CDS_0036;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	33954	34190	4.0	+	0	ID=Gordonia_phage_Phlop_CDS_0037;transl_table=11;phrog=6071;top_hit=NC_030696_p47;locus_tag=Gordonia_phage_Phlop_CDS_0037;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	34187	34621	48.8	+	0	ID=Gordonia_phage_Phlop_CDS_0038;transl_table=11;phrog=3798;top_hit=NC_023698_p40;locus_tag=Gordonia_phage_Phlop_CDS_0038;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	34593	35363	71.0	+	0	ID=Gordonia_phage_Phlop_CDS_0039;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0039;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	35420	36316	127.1	+	0	ID=Gordonia_phage_Phlop_CDS_0040;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0040;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	36313	36600	21.4	-	0	ID=Gordonia_phage_Phlop_CDS_0041;transl_table=11;phrog=37690;top_hit=NC_031052_p48;locus_tag=Gordonia_phage_Phlop_CDS_0041;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	36620	36862	3.6	+	0	ID=Gordonia_phage_Phlop_CDS_0042;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0042;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	36859	37794	90.3	-	0	ID=Gordonia_phage_Phlop_CDS_0043;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0043;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	38811	38972	23.4	+	0	ID=Gordonia_phage_Phlop_CDS_0044;transl_table=11;phrog=33087;top_hit=NC_031052_p53;locus_tag=Gordonia_phage_Phlop_CDS_0044;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	38989	39261	20.5	+	0	ID=Gordonia_phage_Phlop_CDS_0045;transl_table=11;phrog=16141;top_hit=NC_031052_p54;locus_tag=Gordonia_phage_Phlop_CDS_0045;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	39340	40188	150.7	+	0	ID=Gordonia_phage_Phlop_CDS_0046;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0046;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	40185	41123	149.4	+	0	ID=Gordonia_phage_Phlop_CDS_0047;transl_table=11;phrog=4171;top_hit=NC_031097_p54;locus_tag=Gordonia_phage_Phlop_CDS_0047;function=DNA, RNA and nucleotide metabolism;product=RecT-like ssDNA annealing protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	41169	41567	81.8	+	0	ID=Gordonia_phage_Phlop_CDS_0048;transl_table=11;phrog=14395;top_hit=MF919514_p52;locus_tag=Gordonia_phage_Phlop_CDS_0048;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	41567	41998	58.6	+	0	ID=Gordonia_phage_Phlop_CDS_0049;transl_table=11;phrog=27511;top_hit=MG099939_p71;locus_tag=Gordonia_phage_Phlop_CDS_0049;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	41995	43575	220.9	+	0	ID=Gordonia_phage_Phlop_CDS_0050;transl_table=11;phrog=5999;top_hit=p272314 VI_05084;locus_tag=Gordonia_phage_Phlop_CDS_0050;function=other;product=DNA methyltransferase
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	43575	43850	15.4	+	0	ID=Gordonia_phage_Phlop_CDS_0051;transl_table=11;phrog=29500;top_hit=NC_031052_p62;locus_tag=Gordonia_phage_Phlop_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	43853	45016	100.5	+	0	ID=Gordonia_phage_Phlop_CDS_0052;transl_table=11;phrog=3171;top_hit=p32104 VI_04105;locus_tag=Gordonia_phage_Phlop_CDS_0052;function=DNA, RNA and nucleotide metabolism;product=replication initiation protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	45013	45240	5.6	+	0	ID=Gordonia_phage_Phlop_CDS_0053;transl_table=11;phrog=37029;top_hit=NC_031052_p64;locus_tag=Gordonia_phage_Phlop_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	45326	45925	98.2	+	0	ID=Gordonia_phage_Phlop_CDS_0054;transl_table=11;phrog=159;top_hit=p35032 VI_04131;locus_tag=Gordonia_phage_Phlop_CDS_0054;function=DNA, RNA and nucleotide metabolism;product=RuvC-like Holliday junction resolvase
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	45922	46344	37.2	+	0	ID=Gordonia_phage_Phlop_CDS_0055;transl_table=11;phrog=36828;top_hit=NC_030913_p62;locus_tag=Gordonia_phage_Phlop_CDS_0055;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	46341	46952	66.2	+	0	ID=Gordonia_phage_Phlop_CDS_0056;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0056;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	46949	47131	-4.1	+	0	ID=Gordonia_phage_Phlop_CDS_0057;transl_table=11;phrog=10709;top_hit=NC_031226_p63;locus_tag=Gordonia_phage_Phlop_CDS_0057;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	47128	47316	35.2	+	0	ID=Gordonia_phage_Phlop_CDS_0058;transl_table=11;phrog=10682;top_hit=p184266 VI_04120;locus_tag=Gordonia_phage_Phlop_CDS_0058;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	47316	47609	41.6	+	0	ID=Gordonia_phage_Phlop_CDS_0059;transl_table=11;phrog=38443;top_hit=NC_030913_p65;locus_tag=Gordonia_phage_Phlop_CDS_0059;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	47606	47932	54.1	+	0	ID=Gordonia_phage_Phlop_CDS_0060;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0060;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	47936	48169	32.5	+	0	ID=Gordonia_phage_Phlop_CDS_0061;transl_table=11;phrog=6114;top_hit=NC_030913_p67;locus_tag=Gordonia_phage_Phlop_CDS_0061;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	48172	48369	25.8	+	0	ID=Gordonia_phage_Phlop_CDS_0062;transl_table=11;phrog=23499;top_hit=NC_031112_p80;locus_tag=Gordonia_phage_Phlop_CDS_0062;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	48366	48614	36.9	+	0	ID=Gordonia_phage_Phlop_CDS_0063;transl_table=11;phrog=2421;top_hit=MH051261_p208;locus_tag=Gordonia_phage_Phlop_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	48611	48808	40.3	+	0	ID=Gordonia_phage_Phlop_CDS_0064;transl_table=11;phrog=23761;top_hit=NC_031233_p21;locus_tag=Gordonia_phage_Phlop_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	48808	49095	47.3	+	0	ID=Gordonia_phage_Phlop_CDS_0065;transl_table=11;phrog=19800;top_hit=NC_015720_p55;locus_tag=Gordonia_phage_Phlop_CDS_0065;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	49122	49325	32.5	+	0	ID=Gordonia_phage_Phlop_CDS_0066;transl_table=11;phrog=20777;top_hit=NC_031226_p56;locus_tag=Gordonia_phage_Phlop_CDS_0066;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	49322	49981	70.1	+	0	ID=Gordonia_phage_Phlop_CDS_0067;transl_table=11;phrog=21374;top_hit=NC_031112_p57;locus_tag=Gordonia_phage_Phlop_CDS_0067;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	49978	50415	58.3	+	0	ID=Gordonia_phage_Phlop_CDS_0068;transl_table=11;phrog=28509;top_hit=NC_030913_p74;locus_tag=Gordonia_phage_Phlop_CDS_0068;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	50421	50798	23.0	+	0	ID=Gordonia_phage_Phlop_CDS_0069;transl_table=11;phrog=33652;top_hit=NC_030913_p75;locus_tag=Gordonia_phage_Phlop_CDS_0069;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	50798	51136	65.4	+	0	ID=Gordonia_phage_Phlop_CDS_0070;transl_table=11;phrog=2293;top_hit=KX657794_p4;locus_tag=Gordonia_phage_Phlop_CDS_0070;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	51133	51504	68.7	+	0	ID=Gordonia_phage_Phlop_CDS_0071;transl_table=11;phrog=1810;top_hit=NC_023725_p34;locus_tag=Gordonia_phage_Phlop_CDS_0071;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	51674	52888	212.5	+	0	ID=Gordonia_phage_Phlop_CDS_0072;transl_table=11;phrog=498;top_hit=p48104 VI_12205;locus_tag=Gordonia_phage_Phlop_CDS_0072;function=other;product=DNA methyltransferase
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	52919	53227	36.2	+	0	ID=Gordonia_phage_Phlop_CDS_0073;transl_table=11;phrog=33195;top_hit=NC_031052_p83;locus_tag=Gordonia_phage_Phlop_CDS_0073;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	53204	53449	-0.8	-	0	ID=Gordonia_phage_Phlop_CDS_0074;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0074;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	53446	53961	32.8	-	0	ID=Gordonia_phage_Phlop_CDS_0075;transl_table=11;phrog=59;top_hit=MG812495_p46;locus_tag=Gordonia_phage_Phlop_CDS_0075;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	53954	54202	9.1	-	0	ID=Gordonia_phage_Phlop_CDS_0076;transl_table=11;phrog=35838;top_hit=NC_031052_p85;locus_tag=Gordonia_phage_Phlop_CDS_0076;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	54199	54399	18.9	-	0	ID=Gordonia_phage_Phlop_CDS_0077;transl_table=11;phrog=23633;top_hit=NC_031052_p86;locus_tag=Gordonia_phage_Phlop_CDS_0077;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	54402	54608	28.3	-	0	ID=Gordonia_phage_Phlop_CDS_0078;transl_table=11;phrog=3351;top_hit=KY798216_p67;locus_tag=Gordonia_phage_Phlop_CDS_0078;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	54608	54955	51.6	-	0	ID=Gordonia_phage_Phlop_CDS_0079;transl_table=11;phrog=28893;top_hit=NC_031052_p88;locus_tag=Gordonia_phage_Phlop_CDS_0079;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	54990	55250	28.5	-	0	ID=Gordonia_phage_Phlop_CDS_0080;transl_table=11;phrog=37025;top_hit=NC_031052_p89;locus_tag=Gordonia_phage_Phlop_CDS_0080;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	55247	55585	59.2	-	0	ID=Gordonia_phage_Phlop_CDS_0081;transl_table=11;phrog=5392;top_hit=NC_031112_p11;locus_tag=Gordonia_phage_Phlop_CDS_0081;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	55669	55962	35.0	-	0	ID=Gordonia_phage_Phlop_CDS_0082;transl_table=11;phrog=28121;top_hit=NC_031052_p91;locus_tag=Gordonia_phage_Phlop_CDS_0082;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	55959	56294	49.7	-	0	ID=Gordonia_phage_Phlop_CDS_0083;transl_table=11;phrog=30864;top_hit=NC_031052_p92;locus_tag=Gordonia_phage_Phlop_CDS_0083;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	56291	56464	26.9	-	0	ID=Gordonia_phage_Phlop_CDS_0084;transl_table=11;phrog=28698;top_hit=NC_030913_p89;locus_tag=Gordonia_phage_Phlop_CDS_0084;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	56590	57120	115.9	+	0	ID=Gordonia_phage_Phlop_CDS_0085;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Phlop_CDS_0085;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	57342	57656	25.1	+	0	ID=Gordonia_phage_Phlop_CDS_0086;transl_table=11;phrog=16713;top_hit=NC_030916_p79;locus_tag=Gordonia_phage_Phlop_CDS_0086;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	57653	57937	30.3	+	0	ID=Gordonia_phage_Phlop_CDS_0087;transl_table=11;phrog=24327;top_hit=NC_031936_p74;locus_tag=Gordonia_phage_Phlop_CDS_0087;function=unknown function;product=hypothetical protein
Gordonia_phage_Phlop	Pyrodigal-gv_0.3.2	CDS	57934	58356	20.4	+	0	ID=Gordonia_phage_Phlop_CDS_0088;transl_table=11;phrog=29346;top_hit=NC_031052_p4;locus_tag=Gordonia_phage_Phlop_CDS_0088;function=unknown function;product=hypothetical protein
##FASTA
>Gordonia_phage_Phlop rotated=True rotated_gene=terL
ATGACTACACCCGACGAGACCGGCGTCGCACCGTCCGCGCTCACCGGCATGACCCGCGCC
GCCCGCCTCGAACTGAAACGCCGCCTCGCCGCGAGATGCGCCGAACTCGGCATCGTCCTC
GGCGACACCACCAGCCCCGGCCAACTCGCCCTGAAACACGACCCCGGCAACTCGGTTCAA
CGGCCACACCTCGCACCGATCGACGACGCCCTCATCGGCCTACTCGCCGAACCTAACCGC
CGACAAATGATCTTCACCCCGCCCCAGGTCGGCAAGTCGACGAGAGTGTCCCGTTGGCTG
CCGTTCTGGTGGCTCACCATGCGCCCACGCGATCGCATCATCCTCGCCTCGTACGCCATG
GGGTTGGCGGTCACCCACGGCTCCGCGACCCGCGACCTCGTCTCGATGTACGGAGCCGAG
TACGGCCTACGGCTGAAAGACGCTGAGAACACCAAGGCGGCGTGGGCGGTCCACACAGGC
GGCGGCATGCGATCCACCGGTGTCCGCGGCGGCCTTACCGGTCAGCCCATGGACCTGGGC
GTGATCGACGACCCACTGTCCGGGCGCGAACAGGCCGAATCCCCACTCATCCGGGCCGGT
GTCTGGGACTGGTACTCGTCGGTGTGGTCGTCCCGTAAGTCGCCGACGTTCCGCGAAGTG
CTCGTCATGACCCGCTGGCACAAGGACGACCTCGCCGGCCGCCTGCTGGACCAGGATGGG
CGCGTCGAGGAAGGCGGGGAGTGGCATGTCCTGCACCTGCCCGCGCTGGCGTTGGCCGAG
AACCGCGAGAAAGGCATCTACCCGGACCCGCTCGGCCGCGCCCCGGGGGATCCGCTCACC
CACCCGAAGGTCGACACCGCCGACACCGGGGGACTGCTCGCGCACTGGGCGCGGAAGCGG
CGGGAGTCGACGAACCGGGACTGGAATGCGATGTACCAGGGCCTGCCGTTCGACGCCGAG
GGCGCGCTGCTGACCGCCGACGACATCCGCACCCACACCGACACTGCGCCAACGGAATGG
CGGCGGAACGTGGTAGCGGTCGACCCGTCCGGCGGCGGCCGCGATACCGCAGGCATTGTC
GTCGTCGGCCTCGACATGCAGAAGCGTGGTTGGTTCCGCGCCGACTTCACCGCGAACATG
TCCTCGTACGAGTGGTCTCGGAAGGCATGCCTCGCCGCCCATGAGTACGAGGCCGGGCAC
ATCGTCGTGGAGAAGAACTTCGGCGGCGACATGGCGAAGACGCTGATCGCGCAGGCGTGG
GCGGAACTGCAACGCGAAGGGAAGATCCCACAGAACGCGTTGTGCCCATTGATCGTCGAG
GTGACGGCGAAGAAGTCGAAGATCCTGCGCGCCGAGCCGATCGCCCAGGCCATCAAGACC
AATCGGCTGTGGTTCGCCGCCGGGGCCGATTTGAAGCAGCTGTCGGACGAGTGGCTGTTG
TGGGAGCCGGGCACGACGTGGTCACCGGGCGCCCTGGACGCCGGGGTGTACGGGTCGACG
GAGGTCCTGCCGGCGCTACCCCGGGGTGCGGGGGTGGCGAATCCGGCGGCCCGGTCGCGT
GGTGATGCGCCGCGGACGGGTGTCGCGGCCCGCCGTATCGCGGGCTGAACGTAGGAAACT
GTTGTAACAGTGACCTACGAAAGCTAGTGTGTTCACGTCACCACAACCGTTCGGAGAGGA
CCCATGATCATGAACGTCACCTGGAAAGACCACCTCCACGCCGCCGCCTGGGCTGTCGCC
TGGGTGCTGCTGCTCGCGTACGGCGTCGTCAACACCCCGGGCGCCTGATGGGCAAGCGCT
GGGTCGTCTACGCCGCGACCGCGACGACCGTCGTGGAGATCCCCGACGATGTCGACGCAA
CCACACCCGCCGAGATCCGCGACTGGGCAGACGAGCACTTCCCCGGCGTCAGCGTGTGCC
ACCAGTGCAGCCGCTACGTCTCCCTCTCAGGCGACTTCGAGGCCGACACTGTCGTCACCG
CCGACGGCCAGGAGCACGACGTGAGCCACGGCGGTGAAGCATGAAGTGTCTGACGGTGCA
GCAGCCGTGGGCGTGGGCGATCGTGCGCGGCGGGAAACTCATCGAGAACCGCACCCAGAC
ATGGAACTACCGCGGACCCCTCGCTATCCACGCCGGACAACGCTGGTCCGACCGCGGCGC
GCAGTCCGACCTCGTGCACCGCGCCTGGTACGAACACCACCCGTCGCACAGCATCACCCG
TGGTGAACTCCCCGAGTGGCAGTTCGAGAAGGGCTCCATCATCGGCGTAGTCGACCTCGT
CGACGTCCACCCCGACGCCGGATGCTGCCGCCCCTGGGGTGAGAGCGCCTACACCGAAGC
CGAAGGCCGTGTCCGCCACCTGATCAGCCACCTCGTCCTCGAGAACCCCCGCAAGCTCAC
CGAACCGATCCCCGCCCGCGGGGCACTCGGCCTGTGGAACCTCGCCGACGACGTCGAACG
CCTGATCCGCCGCGACCTCCGAGGAGACCTCCAATGACCGCCAACGGCATCCTGTCCGCC
CTCGGCCTCGTCGCCGCCCTCGCCACCGTGCTCCGGATCGCGTGGGTGTTGCAGCAACGC
CGCAACAACCGACCCGAGGAACACAACACCATCACCGGCACAGGAGGAACGCCATGACCC
GCCAGACCGCGGTCATCGTCGACGTCGACGGCACCCTGTGCGACGTGTCGACCGCGCTGC
ACCACATCACCACCCCGGACGTGCCGAAGGACTTCGACGCCTTCCACAGGGCCGCCTCCC
AGTGCCCGCCCACCGAATGGGTCCTGGAGTGGTGCGAACAGCAACGCGCCGCCGGCCATG
TGCTCGTCGTCGTGACCGGCCGCATGTACCGGCACATCATGGACACCACCGAGTGGCTGG
TCCGGCACCTGCCCGGACCGTTCATCGGACCCCTGATGCGCGGTGACGACGACGTCCGGC
CGGACACCGAGGTCAAGCGCGAGATCTACACCCTGCTCACCGATCCCGACTACTACGACC
TCGACATCGTCGCCGCGATCGACGACCGGCCCAGCGTCATCCAGCTGTGGCGCTCCCTCG
GCATCCCGACCACCGTCGTACGGCGCGAGGACTGGATTACCGCGGGGGAGGTGTACACCG
ATGACTGACCGGCGCGAGACCCGACCAGCCTGGCTGTGTGGCCCCTGTGCGAGCGGCAAC
CACAACCACGACCGCCTGGTGCCAGACGGCACCGACGGCGGATGCTCAAACGCCCTCTGG
GAGAACCACACGATGCTGGCCGCATGCAGTTGCGCGGTCCGACTGCCGCCCGTAGCCACC
CGGCGACACTGCCCCACCTGCCGATGCGGATCACCGCCCGGATAGCTCCCGCTACCCCGG
GGTTGGGGTAGCGGAACCAGAGAACTCGGCCCGCCTGACACACGCGCAGGCGGGCCGAGT
GCTGCAACGCCACCATTCAACACGGTTACTCTTATCCGTAACCACGCGAAAGGGTGCACC
GGTGACCTTCCTGACAGCCATACTCGCCATCGGACTCATCATCCGACTCACCCGGCTCAT
CGTCGCCGACACCATCACCCACCCCATCCGCGCCCGCATCGTCGTCTGGCTCGGCCCCGA
CCACCCCATCGCCACCCTCGTCTGCTGCGCCTGGTGCATGTCGGTGTGGGTCGGCGCCGC
CATCGCGGCCGCCGGATACTTCGTCGCCGAAGGCCCCTGGTGGCAGTGGGTCGCCCTCGC
CGGTACCGCGTCCTGGCTGTCCGGGATCGCCACCCAGATCGACCCCGCCTACCAGGGCAG
TGAGGGCAACCAGTGAGACGTCTTCCCGATTCCACCGCCCCCGCGATCGCCGAGGCTGCT
GGGCGTCCCCGCGGCCTGTTCTCCCGCATCCGTGTCCCGTCCGGCGCCGTCGTCGCCTCG
TATCCGGTGCCGGAGACGAAGTCCGGGCGCCGCGGCTCGCGCGGCAAGTCGATCACCGCG
TCCGCGCAGGTCCTCACCCAGCGGAAGGTCGATCGGAAGGTCAAACGAGTACCCCCGCAG
CGTTGGCAGTCCGAGGCGTGGCAGCTGCGCCGCGAAACACCGGAACTCCGCTTCATGGGC
GACCGCCAGGCCCGCGCCTGCTCGCAGGTCCGCCTGTTCATCGGCCGCCGCGACAAGCTC
GACGAGGAAACCATCCCGGTCGAGGACGGCCCGGCCGCCGAGCTCGCCGCCGAGTTGTTC
GGCAACGAGCCGATGGTCGAGCAGGCGTTGAAGCGCTACGGCCAGCACCTCATCTTCAAC
GGCGAATCACTGATCCTGTTCACCGAGAAGGACGGTGGCATCGAGTGGCAGCCGCACTCG
GCGTCCGAGATCACCGGCGAGGACCCGAACTTCAAGCTCAACGACGGCATCAAGACCATG
AACGTCGATCGAGCTACTCAGATCGTCGTGCGGTCGTGGACCCCTGATCCGGAACGGTCC
GCGCTCCCGGACGCCCCGGTCGTCGCGGTGATGCCCGTCGCCAGGGAGCTGATCGGCCTG
ACGAAGTACGTGTCCGCGCAGGTCGATTCACGGCTGGCCGGCGCCGGTCTGCTGCTCCTC
CCGCAGGGCATCGAATCGCTGATGACCAACCCCGAGGACCGCGACAGCGACTACTCCTTC
GCCGACGAACTCACCGACTACATGGTGGTGCCGATCCGCGATCGCGACAGCGCAGCGTCG
GTCGTGCCGTTCATGGCGATGGTGCCGGCGGAGTTCGTCGACAAGGTCAAGCACCTGACC
TTCGACAGCCCCCTCGACCCGCACATGCACGAGCGCAGGCAGGAAGCGATCCGCCGTATC
GCCCTCGGCATGGACTCCGACCCGTCGGTCCTGCTCGGCATGGCCGACTCGAACCACTGG
TCAGCGTGGGCGGTCGACGAGAACGAAGTGAAGCTCGGCGTCGCGCCGATCCTGTCGACT
GCGTGCCACGCCCTGACCCAGGTCGTGCAACCACTCCTCGAGCAGATGGGCGTGGCCGAC
GCCGACCAGCATGTGGTCTGGTTCGACACCGCCCCACTCGACATGCGGCCCGACCGGTCG
AAGGATGCGAAGGACCTCCACGAGCGCGGCGCCGTGTCCGACGAGACCGTCCGCCGCGAG
ACCGGGTTCACGGACCGCGACATGCCGTCCGCCGACGAGCACCGCCGCTTCCTCGCCGAG
AAGCTGGTCCTCGCGAACCCCGCGTTCGCGCCGGCGCTCGCCGAGCTGATCGACCTCGGC
GACGTCGACTGGTCGAAGGCCACTCCCGCCACAGACTCGGCCCTGCCCGCCGCGCCGGAC
GCCGCGGACGAAGAACCCGAGCTCGTTGACCAGACCCGCGCCATCCCAGAAACCCGCGAC
GACTCGCCGCCTGCCGCAGAAGGACTCGACCAGTGACCGATCGCGCCGTAGAGATGGTGT
GCGAGTTCGCCGTACTCCAAGCCCTCGTCACCGCAGGGAAACGCGGACGGCTACCGCGCG
CGATGATCGGGCAGCTCCGCAACGACGGCGTGCCGGCGCACGCCGTGCACACCCACGTCC
TGCTCGCGCACAACGAAGCGGAGTGCGACCGCCTGATCTCGGGCACCTTCGACCTGCTCG
CCGCGGTACTACCCGAAGACGACGCCGCCCGCATCGTCAACGCCTGCGACACCTACACCC
GAGGCCTGATCCTGGCCCAGCGGCCGCCCGCACGGAACGCGCTCGCCGAGGTGCTCGACC
ATGCCGTCCCAGCGTCAAGCCGATAGGGCCCGCGCGTCCCGACGTCTCCTGCTGCGCGCC
GAACGCCGCATCGACGCCGCAGTCCTGGGCGCCATCGACGCCTGGCTGACCGCCGTCCGG
TTCCACCTGTTCCGCGAGCTCGGCGAACCCGACCCGATCCGGGCGGCCGCCTACCCGCAC
GGCCCGCACATCGTCGACGCCGCCGTGCAAGCCTCGTACGGCGAATGGCGCCACCACCTG
GACCGCCAGGTGATCCCGTCGGTGTCGATCGAGTTCTCCGAGGCATTCCAACAGGCCCGC
CAACGCGACCCCCTCAACTCCTACCGCTACCAGCAGCAGTACCTCGAGGAAGTGTCCGAC
CGGCTCAAGATCTGGCCCGAGGGCGCGTTCGAAGACATCCGGCCCGAGCTGATGGAAGCC
CTCGCCGAGGGCGAGAGCATCGACGAGATCCGCGACCGCGTCGGCCGTGTGCTGAACATC
GACGCACGCACCCGCGCGATCCGCGCCACCATCCACGAGGTCGAACAACGCCTCGCCGAC
CCCGACATCGACCCGAACACCCGCCGCGTCCTCAACGCCCGCCGCCGCGAACTGTGGAAC
GAACACGACGACAGCCTGGGGGAGTGGCAGTGGAAGGCCCGCCGCATCGCCCGCACCGAG
GCCCACGGCGCCGTGTCGGCCGGCACCCTCGCGTCTGCGCTCGCCCGCCAGGAATTCGAC
CCCGAGCTGCGTCTCTACAAACGCTGGCTGGCCACAGAGGACACCCGGGTACGCGCGACG
CACCGCGTCGCCGACGGGCAGGTCGTGCCGCTCACCGAACGGTTCCGGGTCGGTGGGTTC
CTGCTGGACCACCCGGCCGACGCCATCACGATCGCGCCGCACGAGGTGATCAACTGCCGC
TGCGCGATGCTGATCTACGACGACGACGAGCTGCAGGACGAGCTGCAGGGACCCGACGGC
AGTATCGGCGAGATCCGGCCCGGCGGGATCCGGTTGGGCCCGGACGACCCGGACGACGCG
GACCGCGTGATCGCCGAAGTGGCGAAGGAGGAGGGACTGTCGCGGCCGGCGCGGCTGGGG
CAACGCGGCGAGGACCGCGGCCAGCCGACACCGGCACCGGCAGAGCCGGTCGAACTCACC
GACGAGCGGGAGAAGTTGCCCCCGCCGGACCGCCCTGCCAGGAGTCTGGCGGACCTCTCC
GACGACCAGCTCCTCGACGAAATGCAGCGCGCGAACGACACCAACGACGGCGTCCTCTGG
GAGCAAACCAACGACGAATGGGAACGCCGGCACAGCCAGGCCGCAGAGGATCCGCAACCT
ATCAACAACGGGGCAGATTCTTCTGAACCTGTCACGTCACCCGCATACGATTCAGACGAC
GCACCACCACCGCCATCACCACCGGAAGGTCCGACGCTGACTCCCACACCGGACGACGAG
CCCATCGGCGGGCCCACCCCTGCGGAGCGCGACGCCGCAGTCGAGGTCCTCGACGAGGAG
TACGCCGACGACGTCGCCGAGCTGACCTGGGACGAGCGCGACATCATCGAGGCGTGGCAG
CGCGACGATCGCACTTACGAGGAGTTCCAGAAGGCCGCGCGCCTTGAATCCGACGACCCA
GACTTGATGGCGCGGGCCGGCGATCTCGACGAGCTGGTTCGGCAACATCGTTTGCGGCGG
CCCGTGCAGGCCTATCGCGGTATCCGCGACGCTCGCAAGGTGTTCGGCGTAGACGCTTCC
GACCTGGCCGAACTGGTTGGTCAGGACGTCGAGCTGCGGGGGTTCTTCGGGGTGTCACTC
GATCGGGCGGTCGCCCTCGATGAGTTCACCAATCCGTCACTCGGCGGCGGTGCTGCACTC
ATTGACGTGCAGATTCCCGCCGGGATCCGGGCACTGTGGGTCGCGGCGGCCGGTGCCGCG
GGGATGCGGCGTCAATTGGAGCTGCTGCTGCCGTCGCCCGTCGTAATTTCAGTCCTCGAC
GTCGACTACTCCGGCACCAAGCCGGTTATTCGCGTACGAGTGTCAACGGTGTGACCAGCG
AAAAACCGCGTCGGTATGTCCTGACCTTGTGCAAGTCGGTATTGTGGGGCGCAGACAGGA
GATGAATTCACATCTCCACTCGACACACCGATATTCGACACGGTTTGGACGCGGCCATGG
GTATTTCGCATCGTCTCTGGGACGACAGCGTATTTGTGCCTGCTGGCGAACAGGCACCGG
AGCCTGCTTTTGTCGGGCAACTGCTGGCCCGGCTTCGCCTCGAGGACGCCCCGAAGGCTG
ATCAGGTCGAGGGAATCCGGCACTGGTTGGAGACCCACGACGCCAGCAAGAGCCTCGAGA
TCAGCCTCGAGCGTCGCGGGTTCACTGAGCTTCTCTACAGCTGATCGTCGTTCCGCGACT
CGCCGCAGACCCTGTGCGCGATTTCCTTGGTGGATACTGTTCGATGTAGCCACATAGAAC
GGGAGCCTCCCATGGGTGATTCGCTGACCGCCGCGCTCACAGCCAGCGGGATCGTGTACG
ACCTGGCCGACTTCTCGAACCCCCAGCTCGAGGGTCCGACTGCCCTGCAGGTGACCGACG
ACGGGCGGGTCCGCGGCCACCTCGCGATCTGGGACACCCCGCACATCGGCTACGGCGAGA
TGGTGCCGCCCCCGCATAGCTCGACGTCGTACGCCTACTTCCACCAGGGCGTGGTGCGTA
CGGGCGCCGGGGACCTGCCAGTCGGCAAGCTCACCCTGGGCACCGGCCACGCCGGGCCCG
GTGGCGACGCGATGGCCGCCGCCGCCCACTACGACGACACCGGATCCACGGTCGCGGTCG
TTCGAGCGGGGGAGGACCAGCACGGCATCTGGATGGCCGGCCGGATCGTGCCCGGGGTGA
ACGACCAGCAGATCGACGAGCTCCGCCGGTCGTCGGTGTCGGGCGACTGGCGCGACGTCA
CACGGCAGGGGCAGATGGAGTTGGTCGCGGCCCTCGCGGTCAACGTCCCCGGCTTCCCGA
TCCCCCGCACCGAGCAGCTCGTGGCCTCTGGCCGCCCCGTCGGGCTCGTCGCCGCCGGCA
TTGTGCACCGCCGCGACCCGAACAGCCCCGTCACCTACGCCGACCTGACCTCGCTCGTGT
CGGCAGCCGTTTCGGATGCGCAGAAGTCCGCCGACCGCCGAAAGAAGGCGGAGGAGGCGT
TCGCCGCGGTGAAGGGTGACGTCGACGCCGACCGCGAGGACCAGCGGAAGAAGAAGGCCG
ACAAGCGGAAGAAGGCCTCCGGCAACGCGATCGCCGACGTCCGGAAGGATCGGGCGCGCG
GCCAGATGGCCGGACTGCTAGCTGCCGGTGTGGAGTCCACCGCTAACGACGTCGCCGGTC
GGATGCCGCCGCAGCTACACCGGTACTGGACGACGGGCAAGGGACTGGCGAAATGGGCGA
CCAAGCCGACGCCGTACCGGTCGCTGGTGACGGCGCTGAGTAGCGTTCCCGAGATCGTCG
CCGACATGACGCCGGAGCAGATCAAGGGCCTCGCCGCGAACCTCTACCACGACGTCTTCA
AGCAGTGGCCCGGGAAGCAGCGCGGCGACAAAGGATCCGGGAAGCTCGCCGCATCCGGAG
TGTTCGACGAGCCCGGGGTGCGCGCCGCCCTGGACCGCGCCGAGACCGCTCTCCTCGCGG
CCGCCGCGGGTGGTGGTTCGGGAAAATGACGGCCGCCGGAGACGGCGGCGACGACCACGA
CACCGACGGGATGATCGCGCTCCTGCCGACGGCCGAGGACGCGAAACGCCTCGCTGTCGG
GGACGTCTCGGTCGACGAGCTCCACCTGACTCTGGCCTACCTGCCGGACGTCGGCGACTT
CAACAACCCCTCCATGCTGGCCGAGATGTTCCACGCCGACGGCCCGATCCGCGGCGAGGT
CAACGGCGCCGGCAACCTCGGCGGCGGCGTCGCGGTGTGGCTGGTCAACACCCCGGGCCT
GACCGACCGTCGCGACGCGCTGGTGGCTGCGCTCGAGGAGGCGACCGGTGCGCCGACGCC
ATCCCGCGACTTCGACGGGTTCCTCCCGCACATCACCTACTCGTCCGGCGGTGTCACTCC
CGGCGACCCGATCCCCGGCGTGTACGGGCCAGTCGCGTTCGACCGGTTGCGAGTGTCGTT
GCGTGGCAAACACACCGACGTGCCACTCGGTTCTACTGACGGTATAAGTGGCCGCCAAAC
GGAAACCCCTGAAACCCGATCGGCGGTGGCGTGATGGGCTGCAACTGCGGAGGCGGATCG
GTCACCATCTGGGTGGTCCGGCTGCCCGACGGACGGCGGAAACGGTTCCTCGACGAGGGC
GACGCCCGGGCGTGGGCCGACGACCGAGACGGGACCGTCGAGCCGGTTACGACCTAACCC
GCAGGTCGCGGGTTACAGTATTGGACAGAGCCGCTGGCCGAGGGCCGGGTGCATTGAGAT
CGAGATGCGACCCGACAGGAGATTCCGGTGGAACTCACCCTTCAGGACCTGCTTGACGCG
GCACACGGTGCCGGTGAAGAGGGCCAGGCCCCCACGCCCGAACAGCGCGCAACCGCCATC
CGCGAGAAGCTCGCCGGCGCGGACCGCCCGGCGATCGAAGCCCTCCAGGACGAGGCGATC
GAGAAGTGGGGCGAGCTCAACGCCACCGACCCCACCGACGAGGAAGGTCTCGCCGGACTC
GAGGCGCTGACCGAGTTCGTTCAGGTGACCCGGTCGGTGCAGTCCGACCTCGACGCCGCC
GACGAGCAGGCTCGGGCGCGGCGCGCCGAGATGGAAGCCAAGATCAAGGGCACCAAGGGC
GACGCCGACGGTGGCGAGGACGAGGGCGCCGAGGGCGAGAACGCCGGTGAGGGTGGCGAA
GGCGAGGGTGACGGCGGCCAGGGTGCCGACGACAGCGCCGCTGCCGCAACCGAATCGGCC
GCCGAGGGTGCCGAAGGTGCGCAGGGCGCCGAGAGTACTGCCGCTGCCGAGGCCGCTCCT
GTTGCCGAGGCTGTCGTGGCGTCGGCCAAGCGGAACCGGTTCGACCTCGCCGCGATCGGC
AAGCGCACCCCGAAGCCGAAGCCACAGGCTGAGGATGAGCGGCCGCGCGGGTTCTCGATC
ACCGCTGCCGCGCGCGTCCGCGGGTACGAGACCGGGCAGGCTCTCGACCTCGACGGCGTG
GTCGCCGCCGCGCAGGCACGTATCGAGAACATGCCCCGCGGCGTCAAGGGCCTTGTGCAG
CAGGAAGACATCGCGAACTTCAAGCTCGAGTTCCCCGAGGAGCTGGTCGCCTCCGGCAAG
GACGACAACGCGCTCCTCGACTACGCGGCCAGCCAGTCCCGCCTGAAGGGCGGATCGATC
GTTGCCGCCGGTGGTTGGTGCGCCCCTTCGGAGACCCTGTACGAGCTGTCTCCGGTCCTC
GCCGACGCCACCGCCGGCCTCATCGACGTCCCCGAGATCTCTGTGAAGCGCGGCGGTGTC
CGGACCACGGAGGGCGCCGACTACGCCGCCATCTACTCGGGTGGCCAGGTCGGCGTGCGG
GAGACCGAGGCGCAGGCGATCGCCAACGCGTCCGACGACGACTACCAGAAGGTGCTCTAC
CGGGTTCCCTGCACGGACTTCGTCGAGAAGCGTGCTGGTGTCGTCTACACGGGCATCGAG
GCCGGCATCCTGCAGAACTCGGCCTACCCCGAGCTCACCCGCCAGCACGTCGAGACGGCG
ATGGCCGCGCACGCGCACCGGGTCAACGAGCTGACCATCGCCGACATGGTGACCGCCTCC
ACCCCGGTCGACCTGACCGGGACCCTCGGCCCGTCGGCCACCGGCGCCATCCTCAACGGT
CTGGAACTGCTGATCGTCGACTTCCGGTACCGCTACCGCGCGCCGGAGTCGATGCTCCTC
GAAGTGCCGCTCCCACTCTGGACCAAGCTGCACGTCCGATCGGACCTCGCTCTCCGGTCG
GGTGTGGACTTCAACCAGGTCACCGATCAGCAGATCAACGCGTTCTTCCTCGCCCGTGGT
GCCCGCGTCCAGTGGGTCTACGACTGGCAGGACGCTTTCTCCGGCGTCGCCAATGGTTTC
GGTGCCGCGGCACCGAAGACCTCGTTCAACACCACGGTGAAGGCGATGGTCTACCCGGCC
GGCACGTTCGTTCGTGGTCGCGGCGAGATCATCTCGCTCGGTGTCACCTACGACTCGGTG
AACATCCGGAAGAACGACTTCCTCGAGATGTTCAACGAGGAGAAGCTCCTGGTCCACAAG
CGGGCGTACAAGAGCCTGGTGGCGACGCTGCCGATCGCCGTGACCGGCGCTTCGTCGGCG
CCCGTGGTCCTGACCCACGGCGGTCAGGTCGCTCCGGCTGAGCCGGAAACTCCGTAGTCG
CGGACTGAGCAGATGAGGGCGCTCCCGGTTTCCCCGCGCGGGAGCCGGGAGCGTTCCTCA
TTCCCCACCACCACGAGGAGCCACTGATGCCCGTCGGACCACCCGTATACGTCACCCGGC
AGACCGCGCCGGACGCACCGCGATTCGGGCTGCTGTCCGTCGCATCGATGCCCACCGACG
GCGGAGACCGCGCTGTCTACAACGGCATCGAGTACGACCTACCCCCGGAGCCGAAGGCCA
CCGGCTCGCCGACGGACTGCGTCGACACCCCCGCCGATCCGATCGACCTCGACCGCGGGC
ACCCCACCACCACGGCCATGCCGATCCGCGCCTGGTCCGGATTCGAATGCTCGACAGTTG
GCCTGGACGACGCCGAGATCGCCTCCTATGCCCGCGCGAAGCTCACCGCCGCCGAGTCCC
CGTACCTCGAGGCGGAGCTGTGGTCCGAGGCTGACCCGTCGCTGATGTCGGCGGACACCG
TCGTCATCGAGGACACCGCCGTGCCCCTCGAAGTCGGGATCGGCCTGCTCGAAGGGTGGC
TGCACACCTCCTACGCGGGCGTTGGCGCGCTACACATTCCGCGGGCGCTCGGCGCGCTGG
CAGACCACAAGTCGGTGCTCCACGCCTCCGGGTCTAAGCTCGCCACGCTCGTCGGCACGC
CGGCCGCGCTGGGCAACTACCCGACGACCGGTCCGGCCGGGCAGGCCGCGGCGGCGGGCA
CATACTGGATCGTCGCCTCGGGGGACGTCGTCGCGCGTCGCGGCGAGATCAAGGTCCACA
CCACCCAGCCAGCCGCGCGGCTCGACTGGCGGCGCAACAACATTCAGGGCATCGCAGAGC
GGTCCTACGTCGTCTCGTTCGACGACGTCGCCGCGGCGGTCCTGGTGAACCTCACCTAGA
AGGGAATGGGTCATGCCGACGATTCTGACCAGCAGCGACCGTGAGGCGTCGCAGATCGCG
CGGAAGCTCCTCGATGCGAGCAAGGGTGACGAGACACGGTTCCGCATCGTGACGACCGGC
CGCCGTCTGGCCTTCCAGGTCGACGACGCGCTCGCCGACGAGATCGGCGCGGACACAACC
GATGAGCCGGACGCGGCCAGCGAAGACCCCACCGACGAGACCGAGACCGTCCCGGACCCG
CCGCTGGTGTCCGGCGAGCCGGTGATCCCCGTCGACGACCTCGAAGTCCCAGACCGCAAC
GGCCGCACCGCCGACTGGGCCGAGTACATGCGTACCCGCTTCCAGATCCACACCGGCGGC
ATGACCCGCGCCGAGCTGATCGCCGAGTACGACAAGCGCACAGGCGATGCGTAACCACGA
AAGACCTGCATCGGGGACTATCCTGATGTCAGCAAGCCGCTGGCCGAGGGCCGGGCGTGA
ACTCACTCACGACCGACCTGGAGGTCTGAAATGGCGAACCTGAGCTGGCCGTCCATCCGC
GGTAAGCGAGCGCGCTTCACCCGGCTCGACGAATGCGGCGTCCCGATCATCGGCGCGAAG
ACGACCCTCGTCACGAAGGGGTACATCAGCGTCACCGTGACCCCCGAGTACGAGGACGCC
ACCGAGAACATTCCGAAGACCGCCGACGACGAGATCGCATTCGTCGACCGCGGCAAGGAT
CTGCTGAAGTACCTCACGGCGGAGATCCAGTTCGTCGGTGTCGATCCCGAGGCGTACGAA
ATCGTGTCGGGAAACCCGATCTGGACCAACGCGGCCGGCGACGCCACCGGTATCAAGATC
GGCACCTACGACGACATCGACGCGAACTTCGCGCTCGAGCTGTGGTCGGACATCCCGGGC
CAGGTGTGCCAGGGCGGGAAGGCGTACGGCTACTTCCTGCTGCCGTTCATCGGTCCGGCC
CGTATCGGTGAGATCGCGATCCAGGCCGAGCGTGCGGAGTTCTCGCTGACGAACGCGATC
ACGAAGGACGCCAACAGCTGGGGCACCGGACCGTACAACGTGGACCTCACCGACGCCGAG
CCGCCGGTGCCGGGCAAGCTCAACACGGCACTGGGCCCGAAGGACCATCTGGTGATGTTC
CAGACCCCGGTCCCGCCCCCCGCGATCACCGCGGGCGCGATTGCGCTGGCAGCCTGATTC
CCCTCCTTGGATGGTGGGTTACGCGCCCCCGCCCCAGCCGATCCCCAACCGGCTGGGTCG
GGGGCGTTCCCGTTTCTGACGAACGAACAGGAGTGTTCTGTGGTTGAGTGGCCGATCATC
ATCCCGTCGAACGCACAGGCGTTGTGGGACAACGCCGATCCCGTCGACAGGCAGGCCGCC
GAAGCGCTCGCCGGCCGCATCCTGTGGGCACTGACCGGCGAGGTGTTCGGTCTCCGCTCC
GAGAAGGTCCGCCCGTGTTTCACCCCACAGACCCGCGGCTCGACCTACTACGGGCCCGGT
GACCCCACCCCGGCGTGGTGGCCCGGCGTGGGCGTAGGGAACCCGGGAGCGTCCGGCGCG
TGCGGGTGCCGCTCGAACTGTCGCCACGTCACCGAGGCTGACGTGTGGGTGCCCGGACCG
ATCGCCGAAGTGACCCGCGTGAGCATCGACGGCGTCGACGTCCCGGAGTCCGCGTACGTG
GTCCGGTCCCGGCGCTGGTTGCGACGCACCGACGGCCAGGCGTGGCCGCAGGATCAGAAC
CTCAACGCTCCCGACAACGGGCCGGGTGCGTTCGTCATCGAGTACGAGCGCGGCGTTCCA
GTCCCGCCGGAGGGGCAGTTCGCGGCCGGCGCCCTCGCCGTGGACCTGTTGCGCGGCATC
ACCGGTGGCGAGTGCTCGCTTCCGTCGAACCTCACATCGATCTCCCGGCAAGGTCTTTCA
GCGGAGGTCGACCCTCGCGCGTACTTCGCCGAAGGGCTGACCGGGATCGAGGCCGTCGAC
GAGTGGATCATGGCCGTGAACCCGTACAAGTCCCGTCGGCCCGCGCGCATCTCGTCGCCG
GACCGTCCTCGAGTGGAGCGTCTATCATGACCGTCTGCAATCCGTACGCGATCGCGAAGC
GGCTACTCGACCAGCTCGCAACGGAACTCGTGGAGGCGCGCGCCCCGCTGCCGAAACGGA
TGACGGTCCTAACGTCGCCGCAGGCCGCGGTGATGGAAATGTGCAGCACCGGTTGGGTGG
CGTTCTCCGGCATCACCCCGAGCAACGGGGCCGGCGGATCCCCCGGGGAGTTCCGCGGCG
TCGCACCCGATCACCAGATCGCGATGACGATGGGGGTGTACCGCTGCTTCCCGGTCGATC
CGAAGCTCGGACCGCCGCCATCTCCTGCACTGGATTCGGCGTCGCGGGACATCCTCGACG
ACTTCGAAGCGATGCGCCGAGCCGCGCTGCGTGCATGGGAAGACGAGGACGAATGGGACC
TCGAACCTGTCCTCGGTGGCTGGCGGCCGGTCACACCGCAGGGCGGAGGCCACGGATCGA
CGATGGACGTGTCGGTCACGACGTCGCTGTCGCTGTTCTCCGACGAGTCGGTTCCGATGC
TCGACGGAGACCCACGCGGCTGACGTCCGTTCGTAGGTCACTGTTCGGGCGTATCCTGCG
TGCATGACCGAGGTGACTATCAAGGCAGCGCAGCGCGTCGCGGGACTCCTCCCCGGCGCA
GTGGTGACGGTTGAGAAGACCGACCGCATCGAGAAGTTGATCGCGCTGGGACGCGTCGAG
GTCGTCGACGCCGACGGCCGCGCCATCGACCAGGACCCGCTGCCGACGGGCAGCTTCGCT
CCAGCGGACGATCCCGCCGACGCGGCGGCCACGGGTCTCGCCGCCGCCCAGGCGGACGCA
CAGGAACAGGCATCCGCGTCCGGCCGGCGGAAGAAGCCGACTGGCGATGCCGGTTGACAT
CCATCACCACACGATCGAGCAGGACAACCGCGCCGCCGCCGAGCGGTGGGGCAACCGTAT
CGGCCGCCGCGTCACCAACGCCGCGAAACGCCGCGCTCCGGTCGACGAAGGCACACTCCG
CGCGAGCATCGACTACACCCTCGAATGGTCGGCGGGGTCGTGCCACATCACCATCGGGTC
ACCCCTCGACTACGCCGAGTACTTCCACACCGGCACAGGCATCTACGGGCCGAAAGCCAC
GCCGATCGTGCCGGTCACCCGCAAGGCTCTCAAGTTCCGGTGGGAACCGACCGGCCCGGG
CGCGAAGAAGAAACTGCCCAAGGAGCAACGTGGCTGGTTCTTCGCGACGTCGGTCAAGGG
CATCGAGCCCGACCCGTTCCTGATCGACGCCCTGAAAGAGGTCATGGGCGTCATCGACAC
CCTCCGCTAACCCGCACCACCACAACACCATCCACTGAAAGGGAACCACCATCCAATGAG
CACCACCGACGACACCACCAGCGACATCATCGTCGACGACGACTTCGACATCGAAGACCC
GGAGACCCGGTCGACGCTCGGGCTTGCCCCGCTCGATGAGGACATTCCCGAGTCGCTGCA
GTTCTCCACGAAAGACGGCGGCCGCAAGTTCGAGCGACGGTCGATCGTGATCGACGGCCA
GCAGTTCGTGATGACCCAGCCGTCGGACTACACCCTGTACCTGTATGTGCCGAAGCTGAC
CAGCCCGGACGGATCCGAGCGGTTCGATGCGATGATGCGGTTCCTCGACGTCGTCCTCGA
CCGCAGTGCCTCCCAGTACCTGCTGGCCCGAATGACCGACCCGGCCAACGACTTCAACGT
TGAGATCCCGCCGACGATCGTGGCGACCGCCCTCGACCTGTGGGGCAACAAGTCCGTCGC
CGAGATGTACCGCAAGTTCAACGCCGAGAACGATACGTCGGCACCCGCGGTACCGCCGAC
CCGGATCGGCGCGAACCGTGCACAGCGTCGGCAGGCGACGAAGAAGACCGCCGCGAAGAA
GGCTCCGGCGAAGAAGGCCGCACCTCGGAAGTCCACTGCACGTAAGTGACTGCCGGCCCG
CCGTGGTTCGACGCTGCACCCGCCTGGTCTCTCGACGGGCGGGTGCTGCGTCTGACCGAA
CCCTCCACCCCTGACATGGTGCGCGCGCTCCTCGTCCCCGACGAACCCCCTGACGTGGTA
CCGGGAAGGCCAGCCACGATGGGCAACGTATCCGGGCTCGCGATCGTTCTCGCCTGCACC
CCCCGGGAACAGGACCGCATCCACATACTGACGCGGCTCCTCGAGCCCGCCGAGACTGCA
CCATCCCTGACCGACATGCAGTTCGTCGCTGACGAGGTCGTCTCCATGTACGGCGGCGGC
ATGCGCCGATGGACCGTCGAGCATCTGTGGACCAAGACGATGCAGAACTGGGCGTTCGTC
GACGGGGAGCTCCAGTTGGGTGGTGTCGATGTCCTCGAGTTGCCGTTCGCGCGCGCGACC
GCGCTGGTGTGGGCGTTGTGGCGCAGGGTGCTGCGCCACAACAAGGACGAGATGTCCCGG
TTCACCCGGGAACTCGACAAGCCACCGCTGCGGGTGATCGAGAAGGAAGACGAGGAGGAG
GCCGCGACCGCCGACGCTGATTCTTCTGGGTTCATGGCGCTGCAGAACGTGTGGCAGCAA
GCCCAGCGCGGTCCCGCGACGCCAGCGTCCACCAGTGATAGCGGCAGCTCGGATACGCTA
GACCGGAAATAGAAGCAGCTCGCGCTGCTGGCCGAGGGCCGGGCGCGTTGTCCTTGGAGG
CAGCGCGTGACCAGTCCTGGCGGTGAATGGGCGAAAGCTCGTGTCGGCGTCGAACTCGAC
TGGTCGAATGTTGATCAGGAGCTTCGGCAGAAGTTGGAGCGGTCGACGCTGATCGCGTCG
CGTGCCGCACAACGACATCTCGACAATCTGCGCCGCAGCGCCGAGGTCACCTTCACCCGG
ATGGGCCAGTCGTACAGCCGTCAGACCGACGGCATGGTCCGCAACACCCAGACCACGGTG
GCGCGTATCAACGCGCAGCTGCAACGTATCCGCGACGTCCGGGTCACCGCCACACTCTCG
ATCGACTCCAGCGGCGCGCTCGCCGAACTGAAACGGGTCCACGGCACCCTGCAGGCTTGG
TTGAACGCGAACCCGCTCACGGTGCGGGTGGGCGTCGACACGGCCCGCTCGATGGCGTCT
CTGCAAGCCACGCACATCGCGATGCAGTCGTGGCTACAGGCCAACCCGCTCGAGGTCGAC
GTGCGGGCCAACTCCCGAGGTCTCGCCGGTGGCCGTGGGGGAATTCAGAGCCTCACCCGC
GGGATCACGTCGGCGCTCGGGTCGGTGGCGAAGTGGACGACCATCCTGGCCGGCGCGACG
ATGGCCGCCGGTGCTGCGCTGCCGGTGATTGCCGCGCTCGGCGCCGCGCTGGCATCGGTC
GGTGTGGCGGCCGGTGGCGCCGGGATCGCGGGTATCGCCGCTGCGGCTACCGGATTCGCT
GCGCTCAAGACCGGCCTGTCTGGGGTTGGGGAGGCGTTCTCTGCGCTCGGTGAGGCGTCG
GCGTCTGGCGGGGGTGCCGCGGTCGACAACGCGAAGCAGGTCCGTGACGCGCAGCGTGAC
CTCACGAACGCGATCGAGGACGAGCGCGACGCCCAGAAGGACGTCGGTCGTGCCCGCGAC
GACGCCCGCCGCAAGCTCCGCGACCTCGACCTCGAGCTGCGGGGTGCCGCGCTGTCGGAG
AAGGAAGCGGCGATCGACCTGGCCGACGCCCGCGACGAGCTCGCCCGCGGCGATTTCAAG
TCCTCCCGCGAGAAGCAGAAGGCCGTCCTCGCGGTGCAGAAGGCCGAACTGCGGCTGACC
GAAATCCAGCGCGGCAACGGCGATCTCATCAAGGACACCAACGAGCAGCGCCGAAAGGGC
GTCGAGGGGTCCGACGAGGTCGTCGACGCGCAGAAGCGACTGAAAGACGCCACCGAATCC
GTCCAGCGTGCCCAGGAGGCGGTGGCCGAAGCCCAGAAGGGCGCCGCCGGTGGCGGGGGT
GTCGACAAGGCCGCGCAGGCGATGGCGAAGCTCTCTCCCAAGGCCCGCGAGTTCGTCCTC
GCGGTCCAGGCCGTCAAGCCCGCGTGGGCGGGCATGAAGCGCGAGGTGCAGGACTCGCTC
TTCGCGAACCTCGCCGCCCAGATGCAACCGCTGACCGACAACTATGTGCCCCTGCTCGGT
AGTGCGCTCGTCGGGGTCACGCGCGGCTTCAACGAGGGTGCTCTCGCCGCGCTCGGCTTC
CTCAACTCCACCCGCGGCCTCGGGGTGATGTCGACGCTGCTGGGGACGTCATCGAACATG
GCCGGCAACTTCGGGCGCGCGATCGGCGAACTGATTCCCGGCCTCGCAGCGGTCGGAGCT
GGTGCAGGACAGGTGTTCTCGCCGATGACCGACGGGCTCGCTGGCGCGACGCGCGGCTTC
TCCGAGATGCTGATCAAGGCGCAGGAGTCAGGCCGGATGGCCGACTACTTCCGGGACGCC
GTCGCGGTCGCGAAGCAGTTCGGTCAGGTGCTCTCCGAGCTGGGTTCGATCATCGGTGGC
GTCTTCAACGCGGCGGGGACCGCGGCCGGCGGGAACTTCCTCGGCAACCTGCAGGAGTCG
CTGTCGACGATCTCGGAATGGGTCAACGGGCCCGGCCAGACAGCCCTGGTGTCGTTCTTC
CAATCGATGTCGGCGGGCATGGGTGCGGTGCTGCCGATCCTGCTGCAGCTCGCAGGGATC
ATCGGCACGACGATCGCCCCCGCCCTGTCAGACCTGCTGGTCCAGATCGCGCCCGCCGTC
GGTGGATTCGTGACTGCCCTCGGTGAAGGGTTGAAGGCGATCGCGCCGGCGATGGGTCCG
CTCGGTACTGCCATCTCGGCGATCTTCACCGCCCTCGGTCCGGTGATGCCTGTGCTCGGG
CAGCTCATCGCGACGTTCGTTGAACTGGCTGGACCGATCATCGGTGCCCTCGCGCAGGCC
CTCGGCCCCGTGCTGGTCACCGTCGGCAACGCGCTGATCGTGCTGCTGCAGGCCCTCATG
CCCGCCGTCCAGCCGCTCTCGGAGTACTTCGTCGCTCTCGGCCCCGTCATCGGTCAGCTC
GCGTCGATGATCGGCGGTGCCCTAGGTGCTGCGCTGCAGGTGATTGTGCCCGCAATGACG
TTGTGGTGGAAACTCGTTGCCGCTCTGCTGCCCGTCTTCACCGGGCTCCTGCAGATGCTG
CAGCCGTTCACGACCGCGATCGGCGCCCTCGCGGGCGCAGTGCTGGTCGCCTACGGCGCC
TTCAAGGTGTTCCGGATGGTCTCGACGATCATCTCGGTGGTCCGCACTGCCTGGACGCTC
CTGTCGCTGGCGTTCACCGCGTCGCCCATCGGCATGATCATCACCGCGATCGCTGCCCTC
GCCGCCGGGTTGTACCTGTTCTTCACCAAGACCGAGACCGGCCGCGCCCTGTGGGACAAG
ATCTGGGGCAGCATCAAGGCCACCTGGGATGTGGTGTGGGGTGCGCTCAAGGTCGGGTTC
GAGAAGCTCGGCGAGATCGCGAAGTGGCTGTGGGAGAACGCCTTGCAGCCCGCGTTCTCG
GCGATCGGGAAGGCCATCGGCTGGGTCAAGGACCACTGGGAGATCTTCGCCGCCGTGCTC
GGCGGGCCGATCGGCATCCTCGTCGCGCTGCAGTCGAAGTTCGGTGTCGTCTCGACCGTC
ATCCAGGCGCTCGGAACTGTCATAACGTGGTTGTGGCAGAACGTCATTCAGCCTGCGTTC
TCGTTCATCGGCACCATCATCGGTGGTGTCTGGAACGTGGTGAAGTTCATCTTCAACTCG
TGGATGACCATTTTCCGGGCCGCCGGCGCCGTGGTGATGTGGTTGTGGAACAACGTAGTT
ACGCCCGCGTTCAACGCCATCAAGACCATCATCACTACCTGGTGGTCCGGGGTGCAGATC
GTGTTCGGGTTCTTCCGAGACATCCTCGTCACGGTCGGCGGCTGGGTGTGGGACATGGTC
GGCAAGGTCGTCGGATTCTTCACCACCCTCGCGACCGGGATCCGCGACAAGGCGACGCAG
GCGAAGGACTGGGTGGTCGAGAAGTTCAACCTGGTCATCGACTTCTTCCGCGGGCTTCCT
GCCACGATGCGCGACCTCGCGGGCAAGATCTGGGATCCGATCAAGAACGCGGCGAAGACC
GTGTTCAACTCGATCGCTCGCCTGTGGAACAACACCGTCGGCAAGGTCAATTTCACGGTG
CCCGACTGGATCCCGGCAGTCGGTGGGAAGAAGTTCGCCATGCCGCAGATCCCGACGTTC
GCGTACGGCGGCACGGTGCGCGGCAAGGGCACCGGCACCTCGGACTCGATCCTGTCGTGG
CTGTCGAACGGCGAGTTCGTGTCCCCGGCCCACGCCGTCAACGCCCGCACCCTGCCGCTC
CTCGAAGCCATGCGCTCGGGGTGGACACCCCCGGCGTGGCTGACCGGCGCGGCGCTCGGC
GGCGGGCTGCCCGGATTCGCCGGGGGCGGCCCGCTGCTCACCCAGGAGGAAGTCGCCCGG
ATGGGTGGCGGCACCGTCAACCGGTCCCTCGCCGAGGCTGTGCGGCGCCAGTTCCCCGAC
GTCAAGATCACCTCGGCCAAGACCGACCACTTCGACGACGGCGGCTACCACCCGAAGGGC
ATGGCCCTCGACCTCGACAACCGCGACGACGTCGCCGCCTGGCTGTTCGCCAACCGCAAG
GCACTCGACCTCGGCCAGATCATCTACGGCGGCGGCGACGGCCAGTGGAACTACTACAAC
ATCGGCGGCACCGAAGCGTCCGGCAAGGACGCCATCCCGATCTACGGCTCGGATGTGGTG
TTCGGGCAACACTCGGACCACATCCACACAATGGCGAACAAGGAGGTTCCACCGACCGCG
CTCGGCGCAGGGCCGCGCCCGGGCTTCGACACCGGCACCGGGACCGGCACTGCGCCGGGC
GGACTCGGCGGCGGTGGCGGCGCGTCGACGCCGATCGGGTCCGGGCTCGGAGCATCGTGG
GGCAACTCGGGCGGCCAGTCGGCGTTCAACTCTGCTGCGGAGGCCGACAAGGGCGGCGTG
ATCCCGGTGTGGGTGGAGAACTGGCCGGCGTCGCTGGGCGGCGGTGGCGGCGGTGCTGGG
GCCCCGACGTCGCTGGGTGGCGGTGACCCGTCAGCGCTTCCGGCAGCTGGTGGACCTGCT
GCTGGGGGTGCGGCGATCCCGGCCGGCGCCGGTATCGGGAAGCTGACGCGCAGCTCGAGC
AAGCAGGAGGTCGCCGACGCTATCTACTGGGAGGCTCGCAAGCGTGGCTACTCCCACGAG
GAAGCGATCGCGATCCTTGCGCACGCCCGCGGCGAGTCGGACTTCGATCCGGAGGCGGTC
AGCGACAACGGGCTGTGGCATGGCGTGTTCCAGCAGGACTCGGGATACCCCGGCCGGGAC
GACCCGAACAAGAACATCGGCGAGTTCTTCAACCGCCTCGACGCGAAGCGTAAGTCGCCG
GGCGCGTCCGACGACATCTGGAAGAACATCTTCTGGCTGCAGCAGCGGCCGGGGGAGTCG
TCGGCGGATGCGGCGTTCAGCAACGGCCGTCAGGAGTACCTGACCGCGGAGATGAAGCCG
CACGAGGGCGAGGCCCGCAGGCTCGCCGATGAGGCCGCGAAGCGCGCGCCCGCCGCGCCG
GCACCTGCGCCGGCACCTGCGCCCGCGCCTGCTCCGGACCCGACCGCTACTCCGACTGAC
GTCGCGCCGGTGACGCCGGCGGACACCCCGACCCTGACACCGAGCGAGGATCCCGGGAAC
GGATACAACGTCGGTCAGGGCGGCGACGACACGAACAAGCGGGACCCGCAGGAGTTCACG
ATCGGTGGTGGCACCCTGTCGTCACAGCTCGGCGGGCTGGTGAAGACCGCGCTGCACAAC
GGGATCGACGACTTCATCGCCGCGAACCCCGGCCTGCTCGGCAACTACGACAACACCGAG
GGAACGTCCCTCGGTGACCGTGCCGGTGGTGTGGCGAGCTCGGCGATCTCCGGGCAGCTC
GGCTCCGCGCTCGGCGTGTTCGGCATGGACGTGCAGCCGCCGATCCTCGACGCGGTCGGC
GCCTATATGCAGGACAACCCGCGCGACAAGGGAGAGAACGGCACGGCCACGAAGAAGGAC
CTCATCGACCTCGCTGAGGCGTTCCTCCGCGGCGGCCCCATGCAGGTCATCGTGAACAAC
CCCCAGGACGGAGACGACGTCGTGCGCAAGGTCGACCAGGACCGGCGACGCCGGATGCGG
AGGTACGTGAACAAATGACGTGCTCCCCCGAGATCTCGAAAACGTCGAACATCCGGATCG
TCGGATGCGATGGCGGCGACGTCCACCCGATCCACGGCGAGGACGCAGGCACCACCGGTG
TGAAGCTGCTCAAGGGCGGGTTACGGGACCTGTTCGAGGCGCCAATCCGCCAGATCGAAC
GAACCCCGGTGAAGATGGACGGCGGCGTCCTGCGCGCGGTGAAGACCGCGATCATGGAAC
CAGTCATCACCGTCGGCATCAGCCGGAAGCTCGTTAACGAAGAGTTCGGCGTCGTCGACG
GCGCGTTCCGAGAGGCGTTCTCGTTCGAGCTTGATCCGTACTACGAGCAGTCGAAGCTCG
CGCGGATCGAGTGGGAGACCGAAGAATCGACGCGGTGGATCGAGGTCGTCCTCGCCCCCG
GCCAGTCGTACGACGCCGACCTCGTTCCGCATGAACACGGCTCGTGGATCTGGGAAATAC
ACCTCAAGGCCTACGACCCCTTCTGGCACGAGGAGGAGGGCAAGCCGGCGTTCGCCGAAT
TCACCACACCCGGCACAAAGACACTCAAGGTCTCCAACCCGACGGGCGTCGACATGGCCC
CCACATGGGTGACCACGCGCGGTCAGGTGCGGCTGCCGGACAACACCTGGACCGGCAAGC
CCTGGAACCGGGCCCCGGGTGGGGCGTACCCGACGCGCACGCTTCTGTATCCGAACATCA
CCAACGCAATGGGCGGACTTGTTGCCACCGCGGAGCCGGGGAAGGTTCCCGTGCGGGATG
CGTTCGACCACAACCTGACTGGTCAGATGCCGGTCCAGGGTGACTTCCCGAAGAACCTGA
TCCCGCGGTTCACCCAACGCCAGGACCTCACCGTCCAGGCGGTCCAGGTCCCGGCCGGTG
GGATGCGTGTCGAGTGTCGGCAACCCCGCCGATTCCGGAAGCCCTGGGGGCGAGTGTGAG
CGCATTCCTGACGAAGGAGGCCAAGGCGACCGTGCAGGCGCGCGCGGCCCGGGCCGTCGC
AGCAATGGACGACTACCAGTCGCAGTCGCTGCTCGACCAGTGCAACGCGATCCTCGAAGC
CACCGAACAGGCCGAACGCGACGAGGCGCGGTCCCGCCGCGAAGACCCGATCCTGCGGCT
GTGGGATGCCGAGTGGCACCTCCAGCATGTCGCCACCGACGTCCTGTCGTACACGTTCGA
GTGGGTCGACAACGACACCGGCACAGCAGAAATCGTGGTGCTCGCCGACTCCCCACTCGG
CCAGTGGATGCTCGACTTCGAAGGCCGCGACCTCCGCGAGGAAGGCGTCAACGTCCACAT
CACCGCCGACTACGTGGGCGCGCGGTGGGGCGGCCGCATGGAGGACGTGTCGGTCGAGCT
GACGTCGACCGGTGACGAAGTGATCACCGCGACGTTCCTGCACGACTACGAGAACCTGAA
GTGGATCGAGTGCTTCCCGTCGCCGCTGTTCCCGGCGATCTTCCAGCTGCGAGCCTGGAT
CCTGCTCGGCCCGGTCAACTGGTGCGCGCTCACCACCCTGTTCCTGAATCTGATGCGCGA
CGAGACGCCGCTGACGATCCCCGACGACCCAATGGACCTGGGCGAGTGGACCGAGGGCTT
CGACGTCAACACCTGGCAGATCGTGCCGAACCCAGTGTCGTTCACCCAGGCGATGGCCTC
GGGCGTGCTCTGGGGCATGCCGATCATCCGAATGAAGTACTGGCACGACGCCTTCCACGC
GATGATGGACGACGCCGAGCTGTCAGTGCAGGCCGACCGCTGGCTCGAGGGCGACGATCT
GCCGTGGGAAGGCGCGAACCTCCGCAACGGCGCGCTGGTGATCTCGATCGCCGACAAGTC
CGGCCGCTACAACACCGGAACCAGCATGGGCGGCAACCTCTTCGGCGGCCTGTTCAACAC
CATCGACCAGTTCACTTCCGACTTCCTGGACACCACCCGATCGCTGATCACCGGCCAGCC
GATCCCGGGCGAGTACATGCAGATCGGCGCGAAGTCGACGAACAAGCGGATGCCCTACGT
CATCCTCGAGCCCGGCCGCACCCCCGGCGTGGTGTCGGCGAAGTTCACCCGCACGCCGGA
GAAGGTCGCGAAGATCATCACCGGCGGCAAATCGGCTCCCGGTGTGAACGAGGGCATCTC
GGCGCTGATACAGGCGATCGGCGATATCGTCGGCGACAACATCAACATCATGGGCTACGG
CGTGGGGTCCATCGGTGGTGCGATCGACACGCTCCTCCGGCCGCTCTACACCGACACCAT
CCTCGCGTGGACCGACACCAAACTCATCACGCGCGCACAGAAACTCGGCTGGTCCCGCTA
TGTCGAGTTCTTCCAGGAGGGCGCCGACCAGGCGTACACCCTGAACTCGCTGATGGTGAT
CCGCCTCGGACTGTGGGCCACCCGCCGGTGGACGTCGCACGAGGTGAAGGTCCTCGACGC
GTGCCCGTGGATGGTCGGCGACAACGGCGTCGGTCACATGTGGCTGTCGGACCGGATCGG
GACCACGGCGCCGCGCGACACCAGCGGCCGGGTGTGGGTCGATCGGATCAAGAAACTCGT
CCTGTCGGCCGACGAAGACAACTTCCATCCCGACTGGACGATCACCGTCGGCGAGGACGC
GAAGAACCGCGACCCGTTCGAGGAAGCGATGGCGAGGATCCGCGACACGATGTCCGGGCT
TCACGATCTCGGTGTCGTGTGATTGAGCAGGTTACGGTTGAGAAGTGACCTGCGTACCGG
AGGGAAGTCATGGGTAGGCGTAGCAAGAACCGGCCGCCGAAGAAGCGGCAGTCGCCGATC
GCTGTGCCCGATTTCCCGACCGTCGACAACTGCGACCCGGACGACCCCGACCAGTTCGCC
GTCTGGGCGCTCGTCGGCCTGCCCGGCCAGAACGGGGCGCCCCTGCCGCTCCCGGTGACG
ATCCTCCGTCTGGTGTCCCGGCGGCTGTGGAACCTCGGGTTCCGCTACCACCCGGAGCTC
CGCACGCTGAAGTACCGGAAGCCGCAGACCGACAACCCGAACTGGCTGTTCTCGCCAGGG
GAGTGGGTGCCGATGGACGCGCCGGATGATCCGGCCGACGAGCTGTCGCCGGAGGCGCGG
GAACTACTGGATCTCGTCGCCCGGCAGAAGGCGGCGAAAGAGCAGGCGAAGACGCCGGCC
CCGGTCATCCCGAACGAGGACGGGAAGGTGCCGTACGTCCGGAAGGACAAGACCACAGTG
ATGGTCACCCCGGCTCAGGCCGCTCGGTACGCCGCCGCCAAACGTGATCTCCGCAAGGCG
ACAGGAGGCGCGCAGTGACCACACCCAACCTCGGGCCCGGCGACATCGGCGACTACGACG
AAGCCGCCAACAATGGCAACCTGTCCGACCTCCAGGGCGCAAACCCCTCCGCCTTCCTGC
AGGGCGAGATTGGCGGTATGACCGGCCCGGTAGGGGCGGTGGGGTCAGCGATCTTCGGAG
CCGTCGGCGGTGTTGTCGGTGACGTCGTGGGCTACTCCGAGCCGGGCCAGAAAAACCTGG
GCCAGGCTCGTGGGTTCGTCCTCGGCAAGCTGCCCGGTGTCACAGGCGGACTGCTCAGTC
CGGTCCTGAAACCGTTGGCGCTTCTGCTGTCCTGGGTGGTCGGTGGTAGCCCCTCCGATT
GGGACACGATCGAGGAGATCCGAGACAACCTGATCCCCGCCCTCATACGCCTACCATTGA
AGATTCTCGTCGGTCTGATCGGTGGCATTCCCGTGGTGGGGGACGCGTTCGAGAACGCCC
TAGCCGGATGGCTGAAGAACACCAACGAGACTGCGGTCGACGCTGCCGAAACCGTGGTGT
CGGTGGGGACGCAAGTCAACCAGGTGCAGGAGGTCATCGCGCTGCAGTCCGGGATGGGCG
TGCACGAAGCCGGCCCCGACCGAACCGGCACGCCGTCGTTCAACTTCGGGTACTTCAACC
TCAACCCCGCTAACGTCGCGCTTTCGGGTGGCTCGCACGAGCACAACGTCACCGGCAGCA
CCTCCAATGCGACCGTGCCCGGAGTCAGCGGCAGCAGCCACAACCACGGCGCGGGTAGCG
GGGTAAGCGGACTATCGGCGTCGTCGAGCGGCTCTGACCATGTGCACAACGTGACGATGA
ACATGCCGACCGTCGCCGCGACCGCCTCCTATGCGCCCTGGGCCAACGTCATCTTCAAGT
CCGCCGCCGAGCGGAAAGTGCTGACCTGGATCGCCTACAAGACCGGCACCGTGTCGACGT
TCAACCTCGACGTGTACAAGCTCGAGGAGGACGGATCGTCGACACTGGTCTACTCGTCGC
CCAACCTGGCCGGAGATGTCCCGGTGTCGCTTTCGTCGATCGGGTGGATGCAACACCTCA
TGAGCGGGGCCTCGATCATCGCCGACTACGGTGACGTATACGACGTTCAGTTCCGCATGA
CCGGATCCGGCGCGGTCCACATAGCGGGGATCAACTTCTTCACCCCTACACCGCTTCCCG
GGTTCCGGCCCTACACCTCGGGCAGCCAACGCAACCCCTCCACCACCCCCGCGCCGACGA
CAATCCCGACCACCACCCGAGACACGATGTATACCGGCCCATGCCCTTTCGTGGCGATCG
GAATCGATGTCGGGCAGACGGAAATCCCGAGGTTCTTCTTCGACGACTTCAACCGAGCAA
GTCTTGGGCCGCGGTGGATTCGGTACGGAGACATCGGCATCAGCGACAACAAGGTCGCGT
ACACCGGTAGCGCGATCGCCAACGCGACGGCCGCCGCGATGTACCACCAACCGTTGAACT
CGGACGTCGTCGAGGTCGGCGCGGACCTGTCCGTCGACGCAGAAGACATCGGGTTCGGCC
TGTGCTGCACATCCGGCCTCGGTTCGGGTATGTGGCTGGTCCTCGACGAGGGTGGCATCG
CCCTCTCATCGGGGGCGTACAACTCGCGCACCGCCCGCGCCGTCGACGACACAGACGACC
CGCCATCCGGCCGGTACACGGTGCGACGCACTCGATCTGTCGACGACACGCATTACGTGT
TCGACGTCTACTTCGGTGACCCGAGCGACGAAGAGAACGAGCCGATACTCACGTGGCCCG
ACACCGGCAACGTCATCGCCGCGGGCGTCGGCCGCCGATGGTGGGGACTCCTCGCGCGAC
GCAACGGCCTCATCAACCCGTCCGGGCGACTCGACAATGTCACTGCCGCCGACATCACCA
CAGAAGAGGAGCCGTGATGGCTGATTGGGCACCCGAGGTCGCCAGGCGCGACTTCACCAT
CCGCGACGGCGCCGACTACGACCTCGCGGGCATGTTCCGCGACGCGGTCACCAAGGAGCC
GTACCCCGTCCCCGACGGATCGACCGCCTACTTCCGTGTCGGCCAGGACGGCGATCACCC
CACCATCCCGGTAGTGCTCGACGGCGCCAGCTTCTCCGCGCACGTCGAGAAGACCGACAC
CCCAGAGTGGTCGACAGGAGCAACCTTCCGGCTGTACGTCGTTACGCCACCGACAGTTAA
CGGCTTCCCGCAGGTCGTCTCAGAAGGGAAGATCAAGCGTGTCGACGCCAAGTCTTGACT
GGGCAGACGGGGATGTAGTCCTCGACGTCAACGTCGGTAGCGTCTCGACTGTCGACGTTC
CGATCCCTCGCGGTGTCGAGGTGCTCGTGGTGCAGGGCAAGGACGGGACCGGAGTCAACC
TGCAGGGCGCGGTCCTGACCTATGCGGACCTCCCCGACGACCTCGGTCCGCTCGACGCCG
GACACGCATACCTGGTGCAGGGCAACGGGAAGCTGTACGTGTGGTCCGGCACCGCATGGC
CGTCCGAAGCGAACGGCGCCGACTTCCGTGGCGAGCCCGGTCTACCCGGCCGCGGGATCA
CCGCCGGCGGAATCTCCGTGGTGGGCAACAAACTCCGGTTCGCGATGTCGGACAGCACGA
TCGACGAGGCCACCGTCCCGGCGATCCAGCAGGCGATCGATTCCGCCGCAGCCGCATCGG
GGTCGGCCACGGCCGCGAACACCGCTAGGCTCGCCGCTGAGGCCGCCGCGTCGACCGCCG
GGACTGCCGCATCGACGGCCACCACGGAACGGACAGCGGCGCAGACTGCCCGCACGGGAG
CCGAGTCCGCACGCGATACGGCGCTGTCAGCAGCCACCGCGGCCGACAACAGCGCCGACG
CTGCCGCGACGTCGGAGACGAACGCGGAGACCGCCGAGACGAACGCGGCAGGATCGGCTC
TGGCGGCCGCAGGGTCGGCCTCGGCAGCGAACACACGCGCCACCGACGCCGACACCGCAC
GCGCGGCAGCCGTGACCGCACGCACCGACGCGCAGACCGCGCGCGACACCGCATCCGGGT
ACGCCACCGCCGCGCAAACCGCTGCGGACGCCGCGGAGGACTCCGCCGCCGCAGCAGCAG
CTTCCGCCGAGGAAGCCGCCGACGTCGTCGCGTCGGGCGTCCCGAACGCGACCACCACCA
CCAAGGGCGGGATCGTGCTCGCCGGTGACCTCGGCGGCACGTGGGACGAGCCCACGGTGC
CCGCGCTCGCCATGAAGGCGGACCTCGACGAGAACGGCAAGCTGCTGTCGTCGCAGATCC
CGGCGCAGGCGACGCATGAGTCGGTCGTCGTGACGAGCACCGCCGAACGTCTCGCGCTCA
CGACGGCGCAGGTGCAGCGCGGCGACACGGCGGTGCAGATCGGCAACCCCGGCCGCGGCA
CCTATTCGCTACAGGGCGACGACCCCGCCGATCCGGCGTCGTGGGTGCTACAGGTCGCGC
CGACCGACGCCGTCTCGAGCGTCAACGGGTACAACGGCATCGTTGTGCTCGGCAAGGGCG
ACGTCGGACTCGGCAACGTCGACAACACGAGCGACCTCAACAAACCGATCAGCACGCAGA
CACAGACCGCTCTCGACGGCAAAGTCGACGAGGTCACCACAGCGAACGTCGCTTACGGCA
CCAAGACGGGCGGCGTGCAGGGCACGTGGCCGGTCACCTCGGCAGCGACAGCGACGACTC
TCGCTCTGCGCGGCACGGGTGGGACCGTGGCCGTTGGCACGGGCACCGCCGCCAATCACG
CGACGACCAAACAGCAGCTCGACGACGGGCTGTCAGGAAAGTCGGACACCGGGCACACCC
ACGACGCCGCTGCGATCGCGACGGGCACTCTCGACGCCGCCCGGCTCCCGGTGGGCACGG
GCTCGACGCAGGTGGCTGCGGGCAACGACTCCCGCATCGTCAACGCCGTCCCGAACACCC
GCACAGTCACCGCGGGAACCGGCCTCTCCGGCGGCGGGACGCTGGACGTAAACCGCACTC
TGTCGGTGCTGTACGGCAACACCGCCAACACCGCGGCGCAGGGCAACGACGCCCGGCTGT
CCGACACCCGCACCCCGACCGACAACACCGTCTCGACCGCAAAAGTCCAGGACGGCGCGA
TCACGCTCGCGAAACTGGCGACCGCAGTGTCGGTATCGATCCAGCAGATGATTGACGCCT
CGGTGTTGGCCGCCCAACTCGTCACGATCAACGCCCAGACCGGGGCGTACACACTCGTCG
CGACGGACGCGAACAAGGCCGTCGAAGTCACCTCCGCGTCCGCGGTGAACGTCACCATCC
CCACCAACGCGTCGGTCGCGTTCCCGATCGGCACCGTCATCGAGGTCGACCAGATGGGCG
CCGGGAAGGTGACGATTGTCGGCGCGTCCGGTGTGACCGTGCAGTCCGCAGTCGCGACGC
CGACGAGCCGCGCCCAGTACTCGGCGCTCGTCCTCCGCAAACGCGCCGCCGATCTGTGGC
TCGTCACCGGCGATCTGGCGTAGCCGATGGTTCTTCCGGCGCCGCGGTTCCGCACCACCC
GCAAGTGGCAGGCGAACAACGTTCAACCCGACAACTCGCTGGTCGTGGAGGGATCGGCGA
CGACCAACGTCAACCTCACCGTCGGGGCGGGCGCGGCGATCATCGTGTTCGTCGCGGGCA
ACGTCACGAACGCGGCGCGCGTCGACGGCGTACCGATGACCCTGATCGGCAAGACCAGCA
ACGCCGCCATGTACGGCATCACCGGTCTCGCCGCCGGCGCCCGGAACGTGCAGGTCGATC
GGTCGGGTTCGAGCGCACACATCGTGGCGGTGCTGTCCTACACCGGGGTCTCGACCATCA
CCGGCGGGGCGCTCGGCAGCGGGTCCGGAAACACCCCATCGGGCACACCGTCAGGCTCTG
GGCACCTGGCCGTCGTCGGGTTCGACTTCGGTGTCTCCTCGGGCGACGTCGGGTCGGTCG
TGTCGAACGGCAACCTCCGCCAGCTCTACCGGCGGACCGCGGCAAACGCTCTGGCCGTCG
CCGACAAGGACTCCGCGCCGGTCACGATCACCAACCCCTCCGGCGGGAGCTGGACGAGCA
TCGGGGTGTGGCTGAGCACCTGACAGCCCGGTCAGGGTTCCCAGTCGTCGCCGAGCACCG
CGGACAGCCGGTCGGCGAGGTCGGGAGCCTCGGCCCTCCGGCCGTACAGCACCTCGTCGC
ACTCCACACCCAGCGCCTCTAGAGCGGGGTCGAGCGGGACCCACCCGCCATCCGTAGCGG
CCTGACGGTTCGCCTGCTGCCGGCGCATCAGGGAGTGCACAGCCTCGGACGCGGCGCGCA
GCACCTCGCGATCGATCACCGGGCCCATTGTCCAGGGAACCGTCCGGACGGCGGATGCGT
CCAAGGTGCATGTTCTTCGACGTCCTGGCGATCGTCATCTGCGCGAGCGCTGCCGCGTGG
CTCGTGATCGCCCGACGCTGACCCGGGCCGCGGGCAGGGCTGACCGTCATCCGAGGGTTC
CCGGTCTATTCTGGCAATAGCTGCTGGCCGAGGGCCGGGCGACGATCCACCACGTCGATC
CCGGAGAGACCCAGCCCTATGACGAAGATCATCACCCCCGACAAGGTTCGCGAAGTCGAC
GCGATGGCTCGGGCGCGCGACGGCCTGTACTACGGGTACGGCGAGGCGTTCACTCGGAAC
CCGAAGCAATCCACCGACTGCTCGGGACTCGTTCTGCAGACCGGTGCATGGTTCGCCGGA
CGCACCGACTGGGTCGGAAACCGCTACGGCTCAACCGAATCGTTCCGCCTCGACTACAAG
ATCGTCTACGACCTCTGGTTCAAGCGCATGCCGCGCGGCGGCCTGTCGGCGCTCTCGTTC
AAGCCGATCATGCTCGTCGGCCTCCAGCACGGTGGCGGCGGAATCTACTCGCACACCGCC
TGCACGCTGATGGGAATGGACCACCCCGGCGGCGAGGTCAAACAGTCCGCTCGCGGCGTC
GACTGGGAATCCCAGGGCAACGGCGTCTTCTACTACGAAGGCGCCCGCGCGTGGAACGAC
AGCCTGTTCCACGACTTCTGGTACCTCGACGCCAAGCTCGAGATCGCCCCACCGGTCAAC
GAGATCAACGCCGAGTACGACCGCGCGAAAGGCTGGATCGGCAAGCGCATCGACGTCAAC
GAGCAACCGTGCCCGGACGGCGAGGGCAAGTTCATTCGCTGCGAGCGCGGACACATCTAC
TTCCACCCGAAGGTCAACACCGGCGCACCGGCCGGAATGCGCGCCATCGCGATCCCCGCC
GACATCTTCGAAGTGTGGAAGGGCCAGGGCTTCGAGCGCGGCCCGCTCGGCTACCCCACG
GTGCGCCACTACACCGACACCGGTGTCGGCACGATCCAGGCATTCCAAGGCGGCGCGATC
TACCGCAAGTACGGCACTCCCGGCGGAGTTGTGGTCGGCGACATCGGTCGCCGCTACGCC
GCACTCAAGGCCGAGAAGGGGCCATGGGGATACCCGCTCGGCAGCGAGAAGTTCCGCGAC
GGCGGTCAACGCGTCCAGACGTTCGAGCACTACGACGCCTACTGGCACCCCAGCAAGGTC
ATCGACTTTCTCCGTGATCCCGAAGCCCCCAACCAGTAACCACTCCCGAAGGAGAACGAA
CACCATGACTCTCGACCAGAGTTCACCGCGCACCAACCCCGCCGTCCTGTTCATCGAGGA
CCTCATCGAGCGGGCAGTGAAGACTTTCGCCCAGCTCCTCCTGCTGTTCCTCGTCGGCGG
CGTCACCGTGACGACCGTGCCGTGGAGCACCGCCCTGCAGGCCGCCGCGATCGGCACCGC
CGCAACCGTTCTGCTCGCCCTGCTCGACCGGTCGATCACGTCGACGAACCCGACCATCGA
AGCGCTCATCCGCGCCGGCCGCACGTTCATCGCCGCGTTCGCCGGAGCGCTCCCGGTGGT
GCAGGACGCCGCCAACGCGCCGACGTTCAGCAGCGTCCACTGGGGCGAGATCGTCGCCTA
CGCAGGAACCGCGGCCGTGCTGTCGCTGCTGACGTCGTTCGCGTCGCTGCCCGTCGGACC
CGCGAAGGGCTCGCCGACCCTCGTCCGTGCCGCGTAGAGCCGATGCCAACGTGGTTGACG
CCGAGCGCGATCGACAATGTCAGCGTCGTCGGTCTCTTCGGGATCGTCGTTGTGCTCTTC
ATGTGGGCGCTGCTGACAGGGCGACTCGTGCTCGGCGTCACCCACAAGGAGACACGCGAG
CGCCTGGAGAAGGCCGACGCCCGCGCGGTGGACGACGCCAAGGCGATCGCCACGCTGACC
ACCGCGCTCACTGAGAAGAACGCGAGCGACCAGGCCAACGCGCACTTCATGCAAGCCGTG
CGCGACGTCATCCAAGGAGAGCTCGGGGCCGCTCGCCGTGATGGAGGGGCCACATGATCC
GTTGGCCATGGTCGCGGCGCGAGGACCGCGAAGCCGCGCGCAGAACGACGCGGCAGTACG
AAATCGAAGCAGAGAAGTCCGCGAAGCGTCGCGAAGACGCCGAACGGCTGGCGGTCGAAT
CGAGAGCCAGCACCGACGCACTGCGTGAACAGATGCGATTGAACGGGTGGACAGAGATGT
TCGCCGCGTCGTGGGGTGGCCGCGGCGCCGCGCAGGAAGGTCGAGGGTGAGCGAACCACG
ACGGCTGGTACTCAAGGGTGCCGCCTACATTCTGATTCTGTCGGGGGTAGCCACCACGGT
CGTGTGGCTGCTGAACGTCTTCTTTCCCGATGTGCCGGACGAACTCTGGGGCGACGCCTG
CCTGATGGCGATCGCGATCATGATGTCGCTGTTCGGCCTGACGTACGGGTTCCGGTCCCC
GTGGTGGACGAACGACGTCGGCCGCATCTTCCTATGGAAATCGACGATCGTATCGGCGCT
GTTCCTGCAGGTGGCACTGTCGTCGTTCACCGACTCGGCGTACCCGGGCCGCGATTACGT
GCGCCCAGTGCTGTACACGCTCGGCTTCATCTCCTACATCGCGATGGAAGTGTCGCTCGT
GCGCCGCCAGCAGGCCGACCGAGCCCGAGCAGATGAGGCGGCCCGCCGTGCCGAGAGTTG
AGCGCCTGGTCACGGTCTGCGGGATCGGCGAGGTTCCCGGCCAAGACCTCCTCGGCCAAT
TGCGGCGTGCGCTACCAGAGTTCGAGCACGTCCTGGTGCAGTGGTCGGCGAGCTACGGCT
TCGTCAATCCGCGGCGTGATCCGTTCGGCCCGGCGTTCACCAGGTCGATGGCCGACGGCA
TCGCGAGGACCCGGGCCGCGCTCGACGGCGGCCTGGCGATCGCCGCAGGGTTCTCCGGCG
GGGCCGGCGTCCTCGGCCACGTCGCCCAGGCAGGGCACCCGAACCTCGTTGCCGCAGGCC
TCGTCTCGGATCCGTTCCACCCGGACGGCGGGATCGCCGGCCACCGCCCGATCCCGACCA
ACGTGCCGGTGCGGTGGGAGACGAACCCCCGGGACGTGATCTGCGCGTGCCCCGACGACT
CGCCGCTCGTCGAGTTCGCGAAGGTGTCGGCGGCGTTCTCGCTGGGCGACCCAGCAGGGT
GGGGTATCGACATCCTGACCAAGCTGCGGGCCGGTCGCCTGCATGGCGCGTTCCGGTCGT
GGAATGTGTTCGCCGAGCTCGCACGCTACAACCGGGCGATCACGGGCGCGGCAGGCTATC
TGGGTGTCGACCCAGCGACGCTGCGCCGGGTGCCGTCGGAGCACACGGTCTACAACTGGA
AGCGCCCGTACCGCGGCCGCACGTACCTCGAGGAACTCGCGGTGTGGCTTCGGGCGCAGG
CTGAGCGGGAAGCCGCACGCTGACCTCCGAAACGTGGGTTACAGTTGGAACTGTTACACC
ACGACGGAGAGACGAGTAGATGAGCCTGCGTGCATACGGCTGGACGAACGACGGCAAGAT
CGTCGAGTCCGAGGCCGACGAGATCCGTTCCTGGGCCCGACACGTCATCGACGGCGGCGC
GATCCGGCCCCTCGTCGCCGAGTTGAACGAGCGTGGCGTCGCGACGGTCACCGGGAAGTC
CTGGGCCGCACCCACCATCACCCGCGCGCTCACTGCGCCCCGCATGGTCGGCCTCCGGGA
ACGCGACGGGGAACTCGAGGACGCACCCATCGAACCGATCCTCGACCGGGACACCTGGGA
CGAAGTCGTCGCGATCCTCACCGACCCGGCGCGGAAGAAGTTCGCCAGCCGGAAGAACCC
GCCCACCCTGCTGGCAGGCATCCTCCGGTGTGGGAGGTGCGGCCGCAACCTCCACGCCAC
CGGGCCCTCGTACGCCTGCTCCGCCCGCTACGGCGGCTGCGGCGAGATCTCGACATCCCA
GCGCCTCGCCGACACCGAGGTAACCGAACGCGTCCTCATCCGCATCACCGGCGACGAATG
GCTCACCGCCCTGTCCGACGCCCGCCGAGAGTCCGCTGAGACCTTCGAGACCGCCATCGC
CGAAGCCGAGAACCGGATGGTCCACCTCGCCGAGGTGTTCGGCGAGGGTGGCAATCAGCA
GGCGTTCGACGCCGGAGTCGCGAAGGCCCGCGAGGTCGCGGAGGAAGCACGCGGACGGAT
CGCGCTACTCGACGCGACGGCCGCGCTCCCAGACACGGTCACCGACGCCGAGGTCGTCGA
GTGGTGGGCCGACGCACCGATCGACACGCGACGTCAGGTCATCCGCGTGGTGGTCGATCA
CATCGACGTGCGCGCGAAAGCCGACGCCGAACCTAAGGCCGGAGTCGGTGACCGCATGCA
CTTCCACTGGGCCTAGGGGCAGTAGTTCGTGGTCTTCGTCGACACGCCCTGCTCCTTGAG
CGCACTTGCGATCGCGGGGTAGTCGGAGTGGTAGTCGGCGAACACGTAGGACGTCCCGTC
CGTCAGGACCTGGAAACCGGGATCGATGTAGCCCTCGCTGCAGGCGCGTGCCCTGAGAGT
TGCTGACTCTGACCAGTCCGACGAGAGCGAAAACGACACGCCGTTCAGCGTGCAGTCCTG
CTCGCCGGCGCGACTCCCAGCGTTGCAGGTCGCGCCGGCAGTAGTGAGCGCGTCCTCCAT
CGACAGATCGGCTTCCGCGGTGGAGGTTCCAGCCGTCGTCGAGGTCTCGGCCGTCGTCGA
GATGGTGGCGGTCGTGGTCGCTGTGGTCGTCGACGTGGACGTCGGCGAGTCAGCCCCGTT
CGGCGTCTCGGTACCGGAGCAACCGACGAGCGCGAGCGTCAGCGACGAGAGAACAGCAGC
GGGCCACAGGAATCCACGAGTCAACTTCATGCCCGCGAATGTAGCCCACGCGATCAGCAA
CCACGGGCGGATCGGACGCTAGGCGGCGGAGTTCATCGCTGCCCGCACCTCGTCTTCGTC
CACCGCCGTGTACCGCTGGGTCGTGGCGAGCGACGCGTGCCCGAGGAGCACCTGGACCGC
CCGGAGGTTCCGAGACCCGCGGTAGGCGCGAGTAGCGAACCGGTGCCGCAATGTGTGCAT
CGTCCAGCCGCCCGGCAGCGCCTCCGCGCACAGCGTGCCGACCCACCGCGGCGACAGGTG
GCCGCCGTCGTTGCCCGGGAATAGGTAGCCGGTCCGCGGCGCGCCGGGGGTATGGCCCGC
GGCGCCATCCTCGATCCGGAGCGCGAGTTCGTCGCTGATCGGAATGACTCGGATCTTCCC
GCCCTTGCCGTGGACGCGGAGCATCGCACCACCGACGCCGTCCTCGACGTCGGTGGTCGA
CACGACGGCGACCTCGGCGCGTCGGAGTCCGAGTTCGCAGGACAGCCTCAGCATGAGCTG
GATGCGCTTCTCGGGAGTCTTGAGGGCGACGTTCACGACTCGGTCCGGCGCGGGCCGGGG
CGCCGGCACCGACGACTTCACGATGGGGAGGTGCTGGGCGGGGTTCTCGGGGATGTGGCC
GCAGCTGTGTGCCCAGGCGAAGAACGAGACCGCCGCGTTCCGATGTCCGCGTCTGGTCTC
GAGCGCCCACGTCTGGGCGGCGTGGTAGTCGGTGATCGCGTCGCGGGTGACCTCGGAGGG
TTCTCCTTCGAGCGCGCGGGCCATGCGCTCGATCTGCTGGCGGCGCGTGTTGATGGTCGT
GTTCGGTTGGCCGGCGGCGCGCAGGTGCCGGAGGAATCCGGCGATGAGCGGCTGCCAAGA
GGCGGGAACGAACTTAGCCTTACCCGTGTTACGCAAGTTAGTCATGTGAACTATGTTGTT
CACCACGTTGTTACCTGACGGGCGGGTTTTGTCCGTTTCGTAACCGGATCTCATGCGGCG
GCAGGTTCCGCAACCGCGGGTTTGGAGTCCGGCCGTTCGGTACGCCCGGGAAGTGGGATG
ACCTGCGAGGACGTCCGGGTCGCGGCCACCGAGGCAACCTCTCGAACAGAAGGTTTGGGG
TTCGAATCCCTACGGGCGCACCCATCATCGCCCTCCGGCCCTGGCTGGGGGGCGATGCCT
GTTTCCAGCCACTTCACGTCGAAGCCGGTTGCCAGTGCCCATGCGTTGAGCACGACCTTG
CGGGGAGCGTTCTTCCCCTTCTCTGCCGCCGACACGGTATTCCGTGAGACGCCCATGCGC
TCGGCGAGCGACTGTTGCTCCAGTCCCGCTTCCTCCCGTGCGATCCGCAGCCGGTGTCGC
AACGAAATTTCAGGGACCCGTCCTGATTCGTATGCAGTGGTCATGAGCCAAATAGTATGC
GTGACCGCGCAAACTTGCAATACACCCGTTTGACCGGGTGATTGCGCGTGGTCGCGCAAG
CGCCTAGATTCGTGCGTATGCACGATCACGCTACGAAAACCCTATCGGCGTCAGCCGCCT
CCACCGAGTCCGGGATCCCGAAACGAACGATCCTCTACGCCATCCAGACGCGCAAGCTCC
GCGCGGAGAAGTTGCCGGGCGCCGGGTACGTCATCCGACGCCGGGACTTCGAACGGTGGC
GTGAGAGCCGTGAGCAGGTGGCGTCGTGAGTACTGAGGCAACGGCGCTCCTCGAGCGCGT
GCGCGCCCGCCGTGTAGCGGAACCTGACCTCGTCCCGTCCGGGCCGCTTCGTCCTGAACA
GGCCACCCGGATCGCGGCCCTGATGTGGCCCACCGCCGCTGGGGACAAGGAAGCCGGACG
GTGATCGCGGGGGTCACCACAACCCCGTGTATGCGAGCCGTCCGGCCTCTAGTCACGTCG
GAGAGAACCAAAGTGACGCACTCACGATACCGCAGCCCGGCTGCGATGCGCGGCGCCGTG
AACACGGCCACGCCCACCCCACACCCTTCTGTGCTCCGAGGAGCCATCGAATGCCCCGAT
CTCGGATGTTCCTCGACGACTACCAGCGATCCCAGCTGCGCGCCGAGGAACAGGAGGCGT
ACGACGCCTGGATCGACGACGTCGCCGAGCGACGCGCCGACGACTTCGTGCCGGTCGACA
ACTTCGACCCCACCCCATCCATCCACTGGTGAACGAAAGGGGAGTCCTGTGAACGGACCC
CAGCACTACGGAGAGGCAGAGCGGCTGCTGACTCTTGCGGACCAAGCTGCGTCGGCAAAC
TGGCCAGAGCGGACGGGCGAGAGAAAGTCCGACGTCCTAGCCGCCGCCCAGGTGCATGCC
ACGCTCGCACTCGCCGCAGCGACGGTGCTGTCCGGCGTCATCCGAAACACCGTGGCGGCG
TCTCATCCGGTCAACGACCTCGCCCACGACGACGAGACCGTCGACGCGGTCAACGCCTGG
CACGAGGCGGCGGCACGGTGACCGACGACCACGACCTCACCCGCGAAGACATCGACGACC
ACCTCGACTGGCGCGGCGACAGAAACCAGGGAGCAGATTATGACTGACCTACAGGTGCCC
GCCGCCGACGGTCTGTACGCCGACGTCACCGAGGCCGCCTACCACGGCGACCCCGGATCG
CTGTCGTCGTCGCAGGCGCGAACCATCCTCAAGCCCGGCGGCCCGGCGCTGCTGAAGTAC
GCACCCCGCAAGGAGAAGAAGGAGTGGGACTACGGCCACGTCGCCCACGAACTCATCCTC
GGCAAGGGCCAGGGAATCGAGGTCGTCGACGCGCCGGACTGGCGCACCAAGGCGGCGAAG
GAGAAGCGAGACCAGGCGTACGCCGATGGCAAGGTCCCGATCCTGCAGAAGGACTACCAC
CGGGCCGAGGGGCTGCGTGACGCCGTCCTGGCGCACCCTCTCGCCGCGATCCTCTTCGAG
TCCGGGGAGCCCGAGCAGTCGCTCTACGCGCACGACCCCGAGACCGGCGTACGGCTGCGG
TGCCGCCCCGACTGGCACACCCGCCGGACTACGTTCGTCGACCTCAAGACCACCAACGAC
GCCGCCCGGTTCGAGAAGTCGATCGCCGAGTACGGCTACCACCAGCAGGAGGCGTTCTAC
CGCGACGTCGCCGAGCTTCTCGGAATCCGCATCGACTCGTTCTTCTTCGTCGCTGTCGAG
AAAGAGCCGCCGTACCTGACGGCAGTCGTCGAACTCACCGCCGCCGACGTCGACCTCGGG
CGCCGACTCAACCGCGCCGCGATCGACCTCTACGCCCACTGCCACCAAACCGACACCTGG
CCCGGGCTCCCCGATGAGGTCGGAACCATCTCCCTACCGCCCTGGGCGTACACCGACGCC
GAGAAGGCAATTGACCGAGCCCGCAACATGATTGGAGTCCCAGCATGACCAGCAACGAAC
TCGCCCACCAGACCACCGCCCGACCCGCCGCGATCGATCCGAGCGACCGCGCCCTGGAAC
GAATCATGGCGCAGTCCAAGGCGATGCAGGCCGCACACCAGCTCGGCTCGGCGCTCGCCG
CCACGTCGATGGTGCCGCAGGCATACCAGGGCAAGGCCGACGACGCGACCGCAGCAATCC
TGTACGGCGCCGAGCTCGGACTGTCCGCCATCCAGTCCCTGCAGAACATATTTATCGTCC
GTGGCAAGCCAGCCGTCTACTCGAGGACGATGGTCGCTCAGGTCATTGCCGCCGGCCACT
TCGTCTACGAGATCGAAGCGACCCCCGAATCGGTGACCTGGAAGGGACGGCGCGGTGACA
CCGGCGTCGAGTTCACCTCCACCTGGACCATCGAGCGCGCCCGCAAGGCCGGGTTTACCT
CGAACAAGATCTACGAGTCCATGCCCATCGAAATGCTCCGCGCGAAGGCGCAGGCCGAGG
TGTGCCGCACGATGGCTCCGGACGTCCTCCTCGGCATCGCGCACAGCCGTGAAGAACTCG
AGCTGGAGCAGCCTCGCTACGTCCGCAACGAGGCACAGGCATCGACCGGCGCAGCCGGGC
TCCGCGAGCGGCTGGCCGCGCCGGTGTCGAAGCCCGCCGAGGACATCGCCCCAGCCGACC
CTCCCGTCTCCGACGAGCCGCCGACCGCCGAACCCCCGGCCGAGGAGAAGAAGGCCGCCC
AGAAGCTCATCACCGCAGCCCAGTTGAAGCGACTCCACGCGATGCTCGGCGAGGCCGGGC
TCGGCAACGACCGCGCGGGAGCGCTGGCCTACATGAGCGACGTCGTGCAGCGCGAGCTGA
CCACGTCCAAGGACCTCACCAGCGAGGAGGTGCAGAAGGTCTTCGAGTCCCTCGAAAACG
GCGGCCGGACAACAGATCAGTAACCCACGCACCACCCACCCACACGCTACGAAGGAGCAC
CACACCCCATGTCGAAGGTCACCAACATGAACGGCGACGGCGGATCACCCTCCGGTATGT
TCTTCCACCGCTTCTCCGGAGGCGGACCCGACCAGTTCGAGTTCCCCGGCAACGACCCCC
GCGCCTACCTCGGCGACACGTTCTCGATGACCGTGCGCGCCGAACTGGTCAAGGTCATCA
CCGACGAGATCGCCGACGGGCAACGCCAGATCCTCGCGTTCCGCGTCGTCGACTCCGCCC
CGGTGAAACTCGTCGCCCGAGCAGACGGTCACGACCCCGCGCAGACGAGCATCGACGACA
TCGACGACGCGCCGCCGCCGGACGACAACCTCGACTCCGACATCACCGAGCCAGCCGAGA
AACCCAACGACAACCCGGAGCAGATCTTCTCCGCCGCCAACACCTGATGGGCGGCCGCCG
CCACCAGTGGGCGGCGGTCCGCGACGCCGAGGAGCTGGCCCACACAGCGCGCACCTTCCA
CGCCCGCTGGGACCAGCTCCTCGCCGCCGGATACACCGACCACCAGATCCGAAACATGAC
CCTCCCGAAGGACTACCCGCCCGTGAAGGCCGCCGACATCCCCTACCCGCGCAACCCGCA
CCAGGCCCAGGGCCAAGCGATTCGCGACGTCGACACCATCGTCTGCGACGTCCGCGACCT
CGACCCAGCCGACGTGTGGCGCGAAATCTCCCGCTGGACCCCCACCCGCCTCGCGACCGC
GTTCATCGCCGCCTGTGCCGCCCTCGACCGCGACGTCTCCCTCGAGGACGCCCTCGACTG
GGTCCGCGACCTCGACCCCACAGTCGCCACACACATCACCACACGGAGAGAAGCATGACC
CTGACCCTCACCGACCTGTTCTGCGGCGCCGGCGGATCGTCGACCGGCGCCATCGGCATC
CCGGGCGTCACCGTCCGGATCGCCTCGAACCACTGGGATCTCGCTGTCGAGACCCACAAC
TCGAACCACCCAGACGCCGACCACCTGTGCGCGGACCTCTCGCAGATCGATCCCCGATAC
TTCCCGACGACCGACATCCTGTGGGCCTCACCCGAGTGCACCAACCACTCGGTAGCGAAG
GGACGCAAACGAGTTGGCTCACAGCCCGATCTCTTCGGCGAGATCCTGCCCGACGCCGCT
TCGGAGCGGTCCCGAGCCACCATGTGGGACGTCCCGCGGTTCGCCGAAGTCCACCAGTAC
CGCGCCGTCATCGTCGAGAACGTCGTCGACGCCTTCCACTGGGTGCCGTTCCGTGCCTGG
CTGATGGCGATGGACTGCCTCGGCTACGACCACCACATCGTCATGCTCAACTCGATGCAC
GCCCAGACGTTCGGGCCCGGGGCGCCACAGTCCCGCGACCGCATGTACGTCGTGTTCTGG
CACAAAGGGAACCCGCGCCCGGACCTCGGCCGCGTGGTCCGCCCGAACGCGATCTGCGCG
GAGTGCGGGCCGGTCGCCGCGATGCAGTCGTTCAAGAAGACCGGCAGCTCGTGGGGCCGG
TACCGCGCACAGTACGTCTACCGCTGCCCGAACGTACGCTGCCGCAACGCGATCATCGAA
CCGCTCTACCGTCCGGCCGCCGACATCATCGACTGGACCCTCGAAGGCCAGCGCATCGGC
GACCGCAAGAAGCCGCTCGCCGCGAAGACCATGGCGCGCATCCAGGCCGGGATCGATCGG
TACTGGGCGCCGACGATCATCGAGGCCGCCGGCAACACCTACGACGCGGCGAACCCACGG
CACCCCGGGCACGGCCGCCCCGACGGGTACATGCGGGCCTGGCCGATCAGCGACCCACTC
CGCACCGTCCACACCACGATGTCGAAGGCGATCGCTGTCCCGGTCGAGGGCCGTGACGGC
AAGCAGGCCGCGCCCGTCGACCTGCCCCTGCGCACGATGACCACGCGCAGCGAGACCGGC
CTCGCGTTCATGGCCGAGCTGCGCGGCGGCGGGTCGAAGCACCGGCCCGTCTCGGATCCA
CTCTCGACCGTCACCGCGTCGGGCAACCACCACGGACTCGTGTCGGTCATGCGGGGCCAG
TCGAAGAACCATCCGACCGACATGCCGCTGTCGACGGTCTCGGCCGGTGGCATCCACCAC
GCACTCCTCATGCGCAACAACAGCTCCAAGGGGTCGGGCGCCGAGCACTCGACCCCGGTC
ACCGAACCGGCCCGGACCATCACGACGAGCGGACATCAGTCGCTCCTCGATGCCGATCGC
CCGACCGTCGACATCGACGACGTCCGGTTCCGGATGCTCGAGCCCCGCGAGATCATCGCC
GCGATGGACTTCCCGACGGAGTACGTCGTCCTCGGGAACCGGCGCGAGCAGGTCCGCATG
GCAGGCAACGCCGTCACACCGCCCGCCGCACGCGACCTCGTCGGAGTCGTCGCCGAGAGC
CTTGGGGTTGGGTGATGACCGCCGTCGAGAAGTGGCCGAAGGACCTCACCGGCCGGCCCC
CACGCTTCGACCCCAACGCCATCACCGACCCCCTCATCCGCGAAGAATGGCGCCACCTCG
CCGACTACGGCTGGGACGACCACCGCATCGCCCGCCGCCTCGGACTCGCCACCGCCTCCC
TCACGAAGATGGCAGAACGCCATCGACAGAGGAGCACAATGCAGGACACAGATAACCGAA
GCCACCCACACCGGGAAGGCTCCAACGTCATCACCACAGAAGAAGGCTGACCGTGGCTAA
CTCCGCAGGAGTCATCAAGGAATCCATCTGGCGCGACCGCGATTTCCGCGCCCTGTCCCG
CACCGCCCAAGCCACCTACCTGCAACTCATCTCGCAGAAGGAACTCGACCGCGCCGGACT
CCTCCCGCTGCAACCCACCAAATGGGTCAAGGGCTGCGACGCCATGTCCCTCGACGACCT
CTACACCGACCTCAAGGAACTCCAGGCGACCCGGTTCGTGTTCGTCGACGTCGACACCGA
CGAGGTCTTCGTCCGGTCCTACATGCGCCAGTCCAACGTCATCAGCCAGCCCAACCTGCT
GAAGAACGCCTACAAGTGCGCGAGCATGGTCGACTCCGAATACCTCCGGCACGAGCTGGC
CACCGAACTCCGTCGCCTCGGACGCAAGGAGGCCCAGGAACTGGCAGACAGCATCGACCC
CGGCGAAGGGTTCGAGATGCCGTCGGAAACCCTTCCCGAACCCAAACCCATCCAAAACCC
ATCGCTAAGGGTTGTCGAACCCCTCCCGAAGCCATCCGAAACCCATTCCGAACCCTTAAA
CCCTTCCGGAACCCTTCCCGAACCCACGGGAGTGGGAGAAGGAGAGGGAGTAGGAGTAAC
TACTGCAGATGGAGACTTGGGAGGGTCGCGCGCACGTGCATGCGTAGCGCGCGAGACGCC
CACACCCCACCCGGGCAACGAACCCCCCACGCCCCAAACCAGCACCCCGCAAACCACCCC
ACCCCGCTCCGTCCCCGCCGGACCCAACGGCGAACCACCCCAGCGCTGCCCCAAGCACGC
CCACGTCCCCGACGGCGAACCCGTCGACGCCTGCGGACCCTGCGCCGAACTCCGCAAGGC
ACACGACCGCTGGACCGCCCGCCGCACCCACGCCCGAGCCGAAGCCACCGCCACCGCCAA
CCGCACCCGCGCCGAACTCACCCGCGCCGAAATCGACGCCTGCGACCTCTGCGACGACCA
CGGCTACGAACTCACCAACGGCGACGGCCCCAGCGGCGTCTGCCGCCACAACCCCAACCA
AGCCGCCGTCAACGCCCGAGGCCGCCAACGCCTCGACGCCATCCGAGCCCAGATGGCCGC
AGCGAAAGCCGCCAAGGCCACACCCGAACCCGACACCGACGCCCAGCCCGAACCCGACCA
GGACCCCGAACCATGACCGGCCTCACCGACGACCAACGCGCCCGAGCCCGCAACCGCCGA
GCCGCCATCGCAGCCTGCGGACGCTGCGACCCCAACGGCTGGATCGTCATCGCCAACAAA
GCCCACCGCTGCAACCACCAAGACGCACTCGACCTCGACCAGGGAACAGCTCAACCGCAA
CCCACGGAACCAAACAAAACCACGCCCTCCGACCCGCCAGCAGCCCCACACAGCCCCTAA
CCCCCGCCCCACGACCAACCAGACACCCCCAACCCCACACAGACGCCCTCAGCCCCCAAA
ACCACCACACCCGGAGAGAAACCCCATGACCACCGTCATCGGCCTAGACCTGTCACTCAC
CAGCACAGGCCACGCCACCCTCACCTACGACCCCACCAACGGCGACCACACCGTCCAGCT
GCAAACCATCACCAGCAGCCCCACCGGCAAAACCCTCGCCGACCGCGAAACCCGCCTCAC
CCGCCTCCGCCAGACCATCGTCGGAGCCTGCCGCGGCGCCGACCTCGTCTGCCTCGAAGG
CCCATCGTTCGGGTCCAACAACTCCGGCACCTGGGACCGCGGCGGCCTGTGGTGGCTCGT
CGTCACCGGCCTCGCCCGCCTCGACGTCCCGTTCGTCGAGGTGCCGCCGGCCACCGTGAA
GAAGTTCGCGTGCGACAAGGGCAACGGCGGGAAAGCCGACGTGGCCGCCGGAATCACCCG
CCTGTGGCCGAACGAGTACCCGCACGGCGACGACCAGATGGACGCGCTCACCCTGGCGTC
GATCGCGCTCGTGCTGTCGGTGCCGCGGGTCACGGCCGACACGGTCGGGATGCCGTTTCG
TGTGCTGGAACGCCACCGTCAGGCGGTCGCCAAGGTAGTGTTACCGGAGTCACCACGTAG
GACACAGTTGGAGAGAAACCTGTGAATATGATTCCGCCGATTTTCGATCGGTCCATCCTC
GACACCACCGCCGAGTACCCCGTGGTCTTCTCCGCGGTGTTTCAAGACGTCGAGTCCGGT
GGGCCCGAGTTACGTGTCGCCCGTGTCGATCTCGAAGACCCCCAGCAGGACGGGGTGCCG
GTCGCGCGGCCGTCCCGTATCGGGTGCACGACGTTCACGCTCAACCGGCCCGCCGACGAC
CCGGAGCAGCTGACGGTCACCGCGCACGCCGGCCGCGGTCTCGGGTTCTCGATCCTGGGG
TTCGCCCACAAGAGCACGATCCCGTCGTGGCCGATCACGTTGGGCGAGATACCACCTGAA
GCTGGGGGTGGGGTGTGGGCGATGATCGCCTGCCCCCGCGACGTCACCCTCGCGTTCATC
GACAGCCCGGGCGGTGCCCAGTGACCGCCGGGGCGAATCCGTCTCTGCCTGAACCGGATG
CGACCAACCCCGACCATCTGCGTTTCGTGGCAGCGGTCGTGTTCGAGCTTTCCAAGGCGT
TCGGTATCAAACCTGAAGACCCGATGCACCATCCATGGACCGCTGAGGACATCAAGTCCG
AGGCTGATCGTCTGGATGCTGCCGAGCGTCCCGTCGACTACCGGATCCGCGACCTCGAGA
TGCGACTCAACGCGGTCCGCGCCCAGCGCGACGCCGCCGTCCAGCAGTCGTTGGACCACG
CCGCCACGATCGCCGTCCTCCGCCGCAAGCTCGACCAGCGCGCCGACGGGATCGGCTACT
GCGACAGCACGTTCACCGCCCCCGACGGAGCGTCGTACGTGTGCGCCCTGGACGCCGGGC
ACCGCGCGAACCTGCACCGCGACTCGTCCCTGCGCTACGCCTGGGACGACACCGCCAAGG
CGGCCGAGCGTCAAGACCCGAAGTGGACGTGCGGCAAATGTGAGCGCGCCGAGCGGCTGG
GCGAGGACGACGGGCAGATCCCGGAGCACCACCGCACCTGCCCCAAGCGCGGTCCGCGGT
CCCTGTCCGCCGTCCTGTCGGGCACGCCGTGACCCGCGGCATGTTCACCCTCACCGACCG
CGACGGCGTCCTCGAACCCGAAGACCTCGGCACCCTCCACAAGGCACTGTGCCGCGCAGC
CGAACCCATCTGGGCCGACCGCCCCTGGCTGATCGTCGACCCCGCCGGCCGACCCGCAGC
CACACCAGCACGCAAGGAGACCCCAGCATGACCGACACCGACACCACCCCAACCGCTCCC
ACCTGCGGCATGTGCCAACGCGAACGCACCCTGCAGGATGCCTACGACTACAACCCCCTG
CAGGTCATCACCGGCCAACCCGTCGGCTGGTACTCCGGCGACGACGGCGAGGTCTGCCCG
CAGTGCATGGCCAAGACCCTGAACGGACAACTCTGATGACCGAACCCACCAACGACTACC
TCGACAAGGCTCGCGACCAGATCCTCGAGCAGCACCCTGACATGGACCTCACCCGCCCCG
GTGTCGCCGTGCTCCTGTTCCCCACCCCAGAAACCTGCGACTGCGGATGCGGTGCCGTCG
CAGTCGAATCCGCGATCGCGCTCGACCCCGACGCGTTCGACGACATCGCGATCGTCGCCA
ACGCCCTCGAAGCGATCGCGATCCGCCTTCGCGCGCACCTGGGCGAAGCGAACTACCAGA
TCGCCGAAATCCGCAGGAGGAACCAGTGAGCGACCCTGACGAACAGCGACGGCTCGTCAC
TAATGACATCACCAACTTCGAGCGGATCACTCACACAGTGCAGCAGCTCTCCGACGACGG
CGCCGATCAGAAGCTGCGTACCGAGTACGGGAGCCGCTACGAGGTCGCCAAGGAGGCGCG
GAAGCTGCTGAGATGGCTCGGCCAGACCGCCCGCCGCTACGCCGCACTCAAGGCTTCCTC
CGAGGGCGAAGACCGTGACCTCGAGTACGGCCTGGCACTCGCCAAGTACCTCGTCGAATA
CGGCTGGACCCCACCGGCGCCCGAGTTCACCACCGAAGTCGTGGAGGACTGACCGATGGC
CGAACCCACCAGCTACGACGAGGCCGTCGCGTCCCTGTTCCACGCCGGACCCGGCGGCCA
GTGTGACGACTGCGGCCACTTCGCCCACCGCCACCACGACGGCAACCCGTCCCTCGGCGT
CGCCCGCGGATGCGCGTTCCCGCGTCCCGTAGGCGAGGAGTGCACCTGCGCAGGCATGTC
CTGGCAGGGCCACCGCGTCAGCATCCGCGACGTCCTGAAGGCGGTGTAACCGTGGCCAAT
ACCGTCTGCGTCGACTGCGGAAGGACCTACCCCACGGACGGCCACACCGTGCGGTGCCCC
CGCTACCTCGAGGTCACCCCGTTGGAGAACCAGATCGTCCAGACGATCCACGCGCACGCC
TTCGTGCCGCTGCACGACCGCTACCGCATCGCCCGCCAACTCATCGCCGACGGATGGCGG
CCCTCATGATCAACCCGCTCTGGTCCATCGCGCTCACCGTCCTCGGCGCATTCGGCCTGT
TCCTCGTGTTCCGGTTCCCGAACCACTGGATCGGCCCCGCCTGGTCGATCGTGTTGCAGG
TCGTGTGGTTCACCTACGGCGCCGCGACCGGGCAGTGGGGGTTCATTGCGTCCGCGTTCA
TGTACGCGGGGGCGAACGCCTACGGGCTGCACTCGCGGCGGAAAGCGCGACGGACGCAGG
AGGTCCCCCGATGAACATCGCCAAGATCCGGCGCGGCCAGTGCGGCGACCCCGGGCCGTA
CGCGACGCACTGCACCCTCGACCCCGGCCACCAGTGGAGCTGCTACGACGGCAGCGAGGA
CGTCTCCTTCAACCACCGCCACGACTTCCGCCACGACTGCGACGACCCCGAATGCGAGCG
CCAGCACTTCACCAACGAGGGCGACTGATGGTCCCCGCACAGGTGCCCGTCCTGCCGCGC
CCGAACGACTGGCCACACACCCGAGGCGCCCCCTGGCTCCGCGTCCGCCACGACGGCCTC
ATCGAACTATGCGACGTCACACCAGAGTTCGCGATCTCGCCCGCGGTGATCGGCGAGCTA
CAGGAGACCGGCAACCTGACGATCTCCGACGACCACCTCACCTACCGCTTCCACATGGCC
AACGGCGACTGGACCTACCGCGTCGTCGGCATCGTCGCCGGCACCCGCGACCTCGTACTC
CGCATGCCCGACTAACCACCCGCCCCTGAACGGAGAACAGCATGGACCGCCCCAAGCCCC
GCACCACCCGCACCACCACCCTGCGAAGCCTCGACTCGCTCACCCTCGGCGACCTCCGCG
GCTTCCTCGCCACCTGCGCCGACGAGGGCTGGTCCGACGACGCCCAGGTCGGCATCTCGA
GCACGGTCGGGGACCGGCCCGGGGAACGCACCACCTACCAGCTCAGCGTCACGGAGACAC
GATGACCCACCCCGGCCCCCGCAACCACACCGAGAAGCCGTCGACACCACCCACCGGGCC
GTCAGGCGTCTCACACCAGCCAGCCGACAGCTCGCCGCCCACCCCGATCAACCTCGCGGA
CGAGGTCGTCCGCATGACGGCGATGGTTGAGCAGAACCTGCGCGTCCTGCTCGACACGTT
CGGCATCCCCTACACCGAATGGCCAGCGAAAACGTGTCGAGCGGCCCTGCACCGCGTCGG
TGCTGGTGACCCACCCGGCGGCGTCCCGTGCAACCTCCCCCTCGGGCACGACGGCAAACA
CATCACCGAATCCGGTCGCGCCTGGGCTGACCCCACCGACCAACAGATCCGGCATGTCGT
TGACATCGTCGCTGACGTCCGCGCCGCAGGTGGCTCACGTAGCTACGCGATCGACGGCGT
GAAGATCATGGCGTGTGACGGGCGCGGCCGCACCAACGCCGACCACGAAGCCGAGTCGAT
GAAGATCCGCGCCGACCAGGCCGAGGCGCGTGTCGCCGAACTCGACAGCGCGTTACACAG
CGTCCTCGACGCAGTCAACAACCTCGACACCGGATACAACGCGGTGAAGATCAACGGCGT
GCGGATCGCGCTCGCCCGGGCCGGATACGGCACGCATCCCGACACAGGGGAGAAGCGGTG
ATCCGCCGGGCCCGCGGCCGCCACACCGTCCGGCACCTCGGCGCCGCCGCGATCCCCGCA
CCCGACCTCGTCGCAGTCATGCGCGGCTACGAACCCCGCGGCGACGCGATCGACCTACCC
GCCGCACCGGACCGGAACGTCACCGAGTGGCTCGCCCAGCTCGACGAGGTCCAGTACCCG
CCCCAGGGCTGGGTGAAGAAACACGGCGCCGACTACTACGAAGCGCCCCACTTCGACCAC
CACAACGGCCTCCTCCGCGACGCCAACGGCAGCATCGTGCGGATACCCGACGGCCCCGTC
GGGGTATTCGTGGGCGGTCGCGTCCACATCGCCCCGGCCACGTTCGACCCGCCGGCCGAC
AGCCCCTTCGCCCGCATGTGCCGGCAGCTCGACGACATGCAACCCACCATCCGCCAACTC
ACACAGAAAGCCTGACCCGCATGCTCTGGCGCGCACTCGCCCTGAGGCTCACACCGAACC
TGAAACTCCGGCGCACTTCGAGGCCCTCGTGGAACGTCCTGCTCGAATGGAAACGCCCGC
ACAGCACCCGACGCCTCGGCGCCTACCACTGGGGCAGCCCACACGGCACCATGCCCCCGC
CCGGGTTCTCCTGGAAACCGTGGCCGCACCTCCACCGCAGCCGCAGCCTCGAGATCAACC
ACGCCGAACTGTACTGGCCTGGGATCGGCGGCGTCTCGGTGTCCGAGTCCCACCACACCA
GCCTCCTGTTCGACCACCGCGGCCGCGAAGTCGCGCTGCGAGACAGCTGGCTCGCCCACA
CCCACCCGCAGGACAAAACCACCGAAAGGACCTTCTGATGACCCAGCAGCCCACCGTCGG
CCGCATCGTCCACTACCAGTCGTACGGCACCCCGGGCGGCGAGTACCTGCCCGAACCGCG
CGCCGCGATCGTGACCGCCGTCGACGACTCGTACGGCACCAGCGAGGACCCGGAGACCCG
CGTCAGCCTGTGCGTGGTGAACCCGACGGGCCTGTTCTTCAAGGAGAACCTGCCCTTCGC
CGAGACCCCGACCCCGGGGCACTGGAACTGGCCGCCGCGCACCGACACGATCACCGTCCA
CACCACCGACCCCGCGGCGTCACGTGCCGCCATAGAAGACGAGCACCGCCGCAAGATGGG
GAGGCGCCAGCGATGAGTGCACCGAAGCGCTACCGGAAGAAGCCCGTCGAGATCGTCGCC
CTCCAACTGACGCGCGACAACGTCGCCGACGTCGAGGAGTTCATCCACGGCAAAGCGACC
GAGACACACATCCCCGGGCCAGGGCGCGGGCTGACGGCCGGACTCAAGATCGAGACGCTC
GAGGGGACCATGCTCGCGGCCTGGGGCGACTACGTGATCCGCGGTGTCCAGGGCGAGTTC
TACCCGTGCAAGCCCGACATCTTCGCAGAGACCTACGACGACCCCGAGGACGTCGACCCG
CTGCTCGCAGTCCGCCGCGCCGAGCAGCGTCTCGTCGAGGCGCGGGAAGCTCTCGCGCGA
GCGAACGAGGCACCGAAGACGTGAGGTGCCCGGGCAGCGGCGGGTGGCACGTCGGCGCGG
CACCCCTCCGCGACCGCGACCGACTCCCACGCGGCTACTGCCCCGAATGCGGCCGCTCCC
ACGCACTCACACACCAAGGCCGCATCTGGACCCACCGCGCCCCAGGACCCACCATCACCG
GAAGGACCACCCCGTGACCGTGACCCACGTCGGGACGAAAACCCTCCCCGTCACCGACCT
CCACCCACACCCCGACAACCCCAACCGCGGCAACGTCGACGCCATCCGCGAATCCCTCGA
CCAGTTCGGCCAATACCGGGCCGTCGTCGCCCTCACCGACGGCACACTCCTCGCCGGCCA
CCACGTCTGGCAAGCCGCCAAGGCCCGCGGCCAGGAAACCATCCGCGTCGAAGTCATCGA
CACCGACCCACAGACCGCGAAACGCATCCTGTTGGCCGACAACCGGATCGCCGAACTCGG
CGAAGGCATCGACCCCGAGAAGCTGTACGAGCTGCTGTCCGACGACCTCGACATGACCGG
CACCGGCTACGACGCCGACTACCTCGCCGACCTCGAAGCGCTCCTCAACCCCGACGAACT
CGTCGGAGACCCCGACACCGCCCCACCGGTACCCCGCGCCCCCGGGCGCGCGAAAACCGG
GCAGGCGTGGCAGCTCGGCCCACACCGCCTGTGGATCGGCGACTCCACCGACACCGAGGC
GGTGTTGCGGTGGCTGGAAGGGGACCGCGCCGACTGCGTGTGGACCGACCCGCCGTACGG
CGTCGACTACGTCGGGAAGACGAAGGAGTCGTTGACGATCGAGAACGACGGCGCGAAGGA
CCTCCCCGCACTGCTGGCCGGCGCCTACCGCACCATCCTCAACGCCGCCCGCCCCGGCGC
CCCCGTGTACGTCGCCTGCCCACCCGGCCCGGAGTTCGCGCACTTCTGCAACGGCATGCT
GGCGTCCGGGATCCAGTGGCGGCAAACCCTCGCCTGGGTGAAGAACACGATCGTCCTGGG
CCGCAGCGACTACCACTACCGGCACGAATCGATCCTGTACGGGTTCGTGCCCGGTCAGAA
GGGCTCAGGACGTCTGGGGCGTGGTGGTGACCGCTGGTTCGGCGACAACAGCCAGGCGAC
GACCCTGTTCTACGACAAGCCGCCGGCCAACAAGGACCATCCCACGATGAAGCCGGTCGA
CCTGATCGGGCACATGCTCGGCAACTCGTGCCCGCCCGGTGGTGTGGTGTTCGACCCGTT
CGGCGGGTCGGGGTCGACGATGGCGGCCGCGCACGTGACCGGACGGCGGGCAGCGCTGGT
GGAGCTGGACCCGAAGTACGGCGAGGTCATCCTCGAACGCTACGAGGCGATGACCGGGGA
CACCGCGCAGCTCGTCGACGACCTCTGATCGGCGGGGCGCTCACGCGCAGGAGGTAACTT
GCTCCGCATGACAGCAAACAAAGTCAGGACCAGTGACCTCGGCATCGACAACATCGGCGA
CTACATCGCCATCGGTGGGGTGGCCGACGGCCGCCGAACCCTGCTGGTGGGGCTCCTCGA
GGCAGTGTCCCACGGGCCTACCGAGAACAGCGGCGTCGCAACATTCCTCGATGTTCGCCT
GAATGGTGTGAGCGACGTGTTCCGCGGCATCTACCGCCACGATGAACTGTGGATCGGTGA
CGACCTCATCGAGGTCAACCGCGCCGTGCTCGACGATCTCGAGTCACGCAACGCCGCCCG
CTCGTAGTTCCCGCGCCGCCCGCACCGCAGCAGCGCGGGCATGCAACCCCGACCGACCCC
GGCCCTGACGACGCTCGATCACCGCGTCGTCAGGGCCGCACAACTCTGCCAGCCACACCC
CGCCGGTCACCGACAGCGACAGATACTGGCCGGCGTCGAGATCGACGATCATCCACGACC
CCAGACGGCCGTGCACCCACACCGCAGGCGGGATCACCACCGCGGTCACGAAACCACCGT
GCGGCGTTTCCGCCCCCGCACTATGTCGGACACATGCCCCTGCGAGACCCCGAACTCGGC
CGCGATTGACCGCTGAGACCGGCCAGACGCCGCGGCCGCGCGGATCGCAATGACCTGGTC
AGCGCGCAGCTTCGTCGCACCGTTCCGAAGACCGGTCGCCGCCAGTCCGTTGGCGACAGC
GTGAGCCTTGTTCTGTGCGCTCGTGCAGCCCTGCAGGTTCGTCGTCGCGTTGTTCGCCTT
CACACCGTCGAGGTGGTTGATCTCCACTCCCGCAGATCGAACGCCCACGAAGGCCTCGTA
GACCAGGGTGTGCACGGTTCGCCTCGTCGAGACGCCGTCCTGCCACAGGGTGACGCAGAG
GTACCCGTTCGGCTGCTTCTGCGGCCTCAGCACCCGCCCGGCCCGCACCCCTCGGCCTCC
GGTGACCCGACGAACCCGCCCGAGGTTGCTCACCTCGTAGTTGGCGAACCCGACCGCAGA
CCGCCACAACTCATCACTCATGGTCACCTTCCGTCCGCTTCGTGCGGCGCGTCATCCACG
CCTCGATGTCCGCGCGCGCCCAGATCGGGTACCGGCCCGACACTGTTCGCAGCGGCGCCG
GTAGGTCGGTGTGGCGGGGTGTGCCGGCCTCGCGGTTCCAGCGGGACCGCGAGTACATGA
CCCGCGCGGACTGGATCGTCCAGCCGGCGGCCGCGGCGACCTCCGGGAGGTCCATGACGT
CCGCCGCCTTCACGGCGGTCACGACATCGCCCGCAGGAGTTGGGAACACATCTCGGCGGC
CTGTTCGAGCGTGTACTCGATCGTCGCGATGAGCTCCCGGTTCCCGTCGCCGGGCGCGGT
GATCACCCGCGCGCGCACGACGTCCGCGCGGGGCCGGTCCCACACGATCCCCGTCGGCAC
CTGCTCGTCGACGCGAGTCGTTGACTCTGGAACGTTCATGGTCAGTACCACCCAATCGTG
TAGCCGTGGGGCACATCTCGACGCTTCTGGCAGTTCTCGCACTGCAGGAACTCGCCTGTC
CCCGTGTCGGACATCCGGCTGCTCTGCGCGACAATGACCTTGCGGTCTTCGTCGATCGTC
GTCGACCAGAAGCGCCCGTACCCGTCCTCGACCAGCTGCCAGCTGAGGTCGAATGCGACC
TCGGCCATCACGTCCCTCGATTCTCGACGCGGCTGTCGAACACCGAGGGCTGTATCCGCT
CGACGTCCCCGCGGCGGATGCGGAGAGCCCAACGGCCATCAGCGAACTCCACCCACTCAC
CGAACCGGATGGACGCGCGGTGTTGATTCTCGACCTCGATGAACCTGCCTGACTCCGGTC
CCGGCGGCCCGTCGAACATGACGTCGACGTACGTGCCGACCTCCTCCTGGACGGCGATGA
GCTCGGTCGGCTGGTTGCCTTCGCGGATCGCGTCGGCGACGTCGAGCAACGCGTGCACGA
TGCCGAGGTTCTGCTCGAAGGCGAGGGCGGTTGCGTCATTGCGGTGGTTGGTCATTGCGG
TCTCCGTTGTTCGTGGTCGTCGCTGTGGTTCACCACTCGACTGCCCGTCCCCACCGCATG
CTGTGCAGCGCATTGCGGTACGTGTAGTCGAGGGCGTCGTCGAGCTGTTCCTTCGTCGCA
CCGTCGGCGACTGCTGCCACCCACACGGTCTGCAGCTCCGTCGGGGCGGTGCCCTGCTCC
AACAACTCCCGCGCCCGATCGGGAGTCGCCACCTGGGCGGACAGCCACGCAACCGTGGCC
GTCCTGCCCAACTGGTCGAGCACCGAAATGCGGGACGTCAGCGTGCTCACTCCGCCTCCG
GCGCGGGCTCTTCGGTCTCGGTCGGCTCCTCGGTATCCGGCTCCTCCTCGTCCGGCGTCC
ACGTCGGGGCCTCGTAGGAGTAGTCAGGTCCCGTGCGGGGGAGGTCGCCCATGTTCACCG
GGTCAGTGTTGGCGCCACCGCCGATCGACGAGCCGTCCGTCGACACGATCGGCGGCGGAC
ACGGCGCCGTCCCACCGTTGCCGAGCTGGATGACGCACGGCGCCGGAACCTGGGCCGGTG
CCGGGGTGGGGTTGGCCATGGCGACGGCGACCGGGGCGGCCAGGATGGCGAGCGCGGCCA
GGGCGGTGCTCAGTTTGCGAATCATGCTGTTCTCCTTGGATGTTGGTGGTCTGGGTTGAC
CGTCCACACCCCCGGCACAACTCCGGGGGCGGGGCGCACGACCCAGCGTCACCACAGATC
GCCGTGCTGGTTCCAGCGCTGGTTCTGTTCGTCGGCACGGTCGGCGAGGTCACGCTCGCG
CTGTTCCTGCACCTGCCGGTACTGGCGGCGTCCGGCCGGCACGGCGACCGCCAACACCAC
CACCGTCGCGAGGACGAACGACACCACCGCGACGGCGGGGTCGACGTCGGCGAGCACCGC
GGACAGTAGGGCGAACACGCCGACCCCCAGGGCGGCGAGCGCGGCGGTCGGGTTGGAACG
GGCGGCGTCACGTAGTTCTCGAATCATGGTGGCGAGCATCATGACTCGGCCCGGACGTCC
GCGACGGTCAGATGGGCGCGGACGGTGACCACCGCGGCCTCCTGCGCCTCCTCGCGGCTA
TCGAACGTCGACGACCACCGGAACGCCGCGATGGGCGCGTACAGGGTGGTGCGCACGGTG
GCGACCCACCACAGGACTGCCCCACCGGACTCCTCGACGGCCAGGACGGTGACGGCGAAG
TACTCGGCGATGAGGGTCGTTGCACCCCAGGGGGTGGTGTACCACTCGACCTCGGAGGCG
CACCACGGGGCGTGCGCGGGACGCGTGGTCCCGCAGTCGCACGCCGCCGTGTCCTGCGCC
ACGAGGGTCGTCACCGGCCCGCCTGGTCGATCAGGCGGTCGGCGCGGTCTTCCCTCGCCC
ACAGCTCATCCCGCAACTGGTCGCGGGCGGCGCTGTCGGGCATGGCTTCCCAGTCTTCCC
AGCCCTTCGCGATCTCGGCCTCGAGGTCGGTCAATTCGCTGGGCGGGTTCAGTAGCTGCT
TCATGGTTGGCTCTCTCGGTCGGTGTTGTGGTGACGTGAACAAAGTAGCTCGAACATAGG
TAACAGTTCAAGAGAAACCTGGCACAATCACCCATACTGAACAGACATCACCACGCAGGA
GGGACAACCATGGGAGACGCCAAGACCAGCGTCCGCTACCAGAGCAACATCATGGAACGC
GAGGCCCGCTGCCTCGAACTGTTCCTGGCCGGCGCGAAGTACGTGCACATCGCCAAAGAG
GTCGGATTCCGCGAACCCCAATCAGCGAAGAAGGCCGTCGAACGCGCGATCGCCCGACGC
CGCCAGGAACGCAACGAGCTCGCCGACGAAGCCGCCACCGTCATGCTCGACCAGCTCGAC
ATGCTGTACCGCGCGCACATCACGACCGCGCTCGACCGGAAGAACCCCGACCAGTACAAG
GCCACCGAGCAGGTGCTGCGCGTCCTCGACCGGAAGGCGAAGCTGCAGGGACTCAATGCG
CCGGTCCAGGTGGAGGCCACCGTGCGGGTGAAAGACGAACTGGACGACGAGATCGCCACG
CTCGTACGGAAGTTGAAGGAGCAGGGCGACCCGGCGCTCCTGCCGGACACCCCGGTTCTC
GATTCGATCATCGACGCGCAGGTCGTCGAGGTCCCGGCCGACGAAGGGGTCGAGGCGTGA
ACCCCGAGACCGCGGTCCTCGACGCGATCGACGCACTTGTCGATGAGCAGCTCGCCCAGG
AGGCGTCCGGATACGACTACAACATCAACCAGCCCTGGTGCCCGCACCCCGGTTGTCCAG
CTGAGTGGCATGGCCTACCAACACTCCGGTGCCCGGGATCGGCTGTCGCGGGACCGATGA
AGCCACCACCCTGGCCTGTCAAACCGAAGTCACAGGCGCGAATGGCGATCATCGACGCCG
ACGGCAACCGGACCCCGATCCGCAGCGCGCTCGTCGACTTCCAGATGACTCCCGACCCAG
CGGTTGAGCAGTTCCGCGAGGCGTGGGACGGATTCCGCACCACCGTTGTCGAGGGCTTCC
GCACGCTCGAGGTGTCGTTCCAGGGGGTGTCGGCGGACCTCCGGAGAATCCTCGAGGGCA
GCTTCGCCGAGGGTGGCGAAGTGGTCGAGCAGACTCCGCAACAGCGCGCCCTGCCACGGC
CGTCGCATACACCGCCGATGTGGGCGGCCCGCGCCGACGGACGGAGACGCCGATGACCGC
CCGCGTCGTCAACCGGGTGACGCGGCTCCGAGAACCGTCCCGACTCCGTCACGACGTCCG
AATGTGTGGCGGCCTCGTACCGTTCGTGTCCGCCCTGCTGCAGACCTACGGTCCGCTGGC
CTTCTTCGTCTTCGAGTACGGGTACGGCGACTACGACCTCGACCGGTGGCGCATCCCGGA
CGATCCGTTTGACGCGTCCACGTGGACTGACCCCGAGACACGCGACGACTCAACCGCGGC
CTGGACGCTCGACGCCTACACCGAGCCACGCCGATGAGCACCGCAGACCTCTGGTGGTGG
GACGTCCTCGGCGCACTCGCCCTGTCCGTGCCGCTCTACTGGGCGTCCAGCCGCGCAGGC
CACCGGTGGGCGCAGTGGCGTGACCTCCGACGTCAGGAACGCGAGATCGATCGACGCGAG
CAGAACCGCGATCTGGAGGAGATCATGCAGGCGTGGGACCACTGTGAGCGCGAGCGCCAG
AACACTGCCGCGATCCGTGCCGGCCGTGGTGTCGTGTCCCTCGACGTCCCACCGCCGCCT
GTGGTCCCGCCGCCCCCGCCCACAGCCTCCGGGGGAGTGGGCGTACCCGACAGCACGCGG
TGGACCTTTGCCGATGTCGGCGACGGCACAGGCCGGCTCGTGCGCCTCGACTCGCCCGCC
GACTTCGACGACTGGGGCTCAAGCGACACGGTGCTTGG