##gff-version 3
##sequence-region Microbacterium_phage_Kenners 1 41261
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	1	1629	273.8	+	0	ID=Microbacterium_phage_Kenners_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0001;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	1641	3665	345.5	+	0	ID=Microbacterium_phage_Kenners_CDS_0002;transl_table=11;phrog=2662;top_hit=NC_023612_p3;locus_tag=Microbacterium_phage_Kenners_CDS_0002;function=head and packaging;product=portal protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	3665	4417	155.9	+	0	ID=Microbacterium_phage_Kenners_CDS_0003;transl_table=11;phrog=3244;top_hit=MF140424_p7;locus_tag=Microbacterium_phage_Kenners_CDS_0003;function=head and packaging;product=head maturation protease
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	4454	5635	228.8	+	0	ID=Microbacterium_phage_Kenners_CDS_0004;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0004;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	5724	6068	78.0	+	0	ID=Microbacterium_phage_Kenners_CDS_0005;transl_table=11;phrog=20072;top_hit=MG670586_p7;locus_tag=Microbacterium_phage_Kenners_CDS_0005;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	6103	6663	101.0	+	0	ID=Microbacterium_phage_Kenners_CDS_0006;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0006;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	6663	6992	75.3	+	0	ID=Microbacterium_phage_Kenners_CDS_0007;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0007;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	6992	7252	45.2	+	0	ID=Microbacterium_phage_Kenners_CDS_0008;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0008;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	7252	7647	58.1	+	0	ID=Microbacterium_phage_Kenners_CDS_0009;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0009;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	7661	8458	171.7	+	0	ID=Microbacterium_phage_Kenners_CDS_0010;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0010;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	8584	8892	60.6	+	0	ID=Microbacterium_phage_Kenners_CDS_0011;transl_table=11;phrog=8595;top_hit=MF140397_p15;locus_tag=Microbacterium_phage_Kenners_CDS_0011;function=tail;product=tail assembly chaperone
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	8832	9275	38.5	+	0	ID=Microbacterium_phage_Kenners_CDS_0012;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0012;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	9299	9499	20.4	-	0	ID=Microbacterium_phage_Kenners_CDS_0013;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0013;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	9697	12459	559.0	+	0	ID=Microbacterium_phage_Kenners_CDS_0014;transl_table=11;phrog=7025;top_hit=NC_031230_p38;locus_tag=Microbacterium_phage_Kenners_CDS_0014;function=tail;product=tail length tape measure protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	12456	13310	145.4	+	0	ID=Microbacterium_phage_Kenners_CDS_0015;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0015;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	13310	15160	330.3	+	0	ID=Microbacterium_phage_Kenners_CDS_0016;transl_table=11;phrog=30994;top_hit=MH045568_p17;locus_tag=Microbacterium_phage_Kenners_CDS_0016;function=tail;product=minor tail protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	15169	15423	57.0	+	0	ID=Microbacterium_phage_Kenners_CDS_0017;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0017;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	15423	16511	187.5	+	0	ID=Microbacterium_phage_Kenners_CDS_0018;transl_table=11;phrog=6779;top_hit=p357431 VI_04855;locus_tag=Microbacterium_phage_Kenners_CDS_0018;function=tail;product=tail protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	16521	17324	143.9	+	0	ID=Microbacterium_phage_Kenners_CDS_0019;transl_table=11;phrog=6977;top_hit=MF975637_p23;locus_tag=Microbacterium_phage_Kenners_CDS_0019;function=tail;product=minor tail protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	17336	18091	154.2	+	0	ID=Microbacterium_phage_Kenners_CDS_0020;transl_table=11;phrog=23582;top_hit=MG670586_p20;locus_tag=Microbacterium_phage_Kenners_CDS_0020;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	18097	18579	84.1	+	0	ID=Microbacterium_phage_Kenners_CDS_0021;transl_table=11;phrog=35459;top_hit=MH045566_p24;locus_tag=Microbacterium_phage_Kenners_CDS_0021;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	18590	18931	50.4	+	0	ID=Microbacterium_phage_Kenners_CDS_0022;transl_table=11;phrog=37645;top_hit=MH045566_p25;locus_tag=Microbacterium_phage_Kenners_CDS_0022;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	18935	19162	52.0	+	0	ID=Microbacterium_phage_Kenners_CDS_0023;transl_table=11;phrog=17495;top_hit=MH045566_p26;locus_tag=Microbacterium_phage_Kenners_CDS_0023;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	19357	19953	69.4	+	0	ID=Microbacterium_phage_Kenners_CDS_0024;transl_table=11;phrog=26845;top_hit=MH045568_p24;locus_tag=Microbacterium_phage_Kenners_CDS_0024;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	19964	20623	137.9	+	0	ID=Microbacterium_phage_Kenners_CDS_0025;transl_table=11;phrog=18396;top_hit=MH045568_p25;locus_tag=Microbacterium_phage_Kenners_CDS_0025;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	20620	20766	4.9	+	0	ID=Microbacterium_phage_Kenners_CDS_0026;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0026;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	20831	21709	177.8	+	0	ID=Microbacterium_phage_Kenners_CDS_0027;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0027;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	21709	21873	32.3	+	0	ID=Microbacterium_phage_Kenners_CDS_0028;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0028;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	21870	22253	67.2	+	0	ID=Microbacterium_phage_Kenners_CDS_0029;transl_table=11;phrog=21768;top_hit=MH045566_p32;locus_tag=Microbacterium_phage_Kenners_CDS_0029;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	22367	22963	91.7	+	0	ID=Microbacterium_phage_Kenners_CDS_0030;transl_table=11;phrog=18650;top_hit=MH045568_p29;locus_tag=Microbacterium_phage_Kenners_CDS_0030;function=DNA, RNA and nucleotide metabolism;product=dUTPase
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	22960	23466	74.6	+	0	ID=Microbacterium_phage_Kenners_CDS_0031;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0031;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	23482	24231	155.9	+	0	ID=Microbacterium_phage_Kenners_CDS_0032;transl_table=11;phrog=9220;top_hit=MH001457_p31;locus_tag=Microbacterium_phage_Kenners_CDS_0032;function=unknown function;product=unknown function
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	24392	24652	41.9	-	0	ID=Microbacterium_phage_Kenners_CDS_0033;transl_table=11;phrog=24743;top_hit=MH045567_p37;locus_tag=Microbacterium_phage_Kenners_CDS_0033;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	24726	24968	45.8	+	0	ID=Microbacterium_phage_Kenners_CDS_0034;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0034;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	24968	25294	32.2	+	0	ID=Microbacterium_phage_Kenners_CDS_0035;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0035;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	25324	25617	61.1	+	0	ID=Microbacterium_phage_Kenners_CDS_0036;transl_table=11;phrog=21187;top_hit=MH045566_p40;locus_tag=Microbacterium_phage_Kenners_CDS_0036;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	25700	25999	68.3	+	0	ID=Microbacterium_phage_Kenners_CDS_0037;transl_table=11;phrog=32055;top_hit=MH045566_p41;locus_tag=Microbacterium_phage_Kenners_CDS_0037;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	26085	26216	4.0	+	0	ID=Microbacterium_phage_Kenners_CDS_0038;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0038;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	26206	26388	13.6	+	0	ID=Microbacterium_phage_Kenners_CDS_0039;transl_table=11;phrog=25293;top_hit=MG670586_p38;locus_tag=Microbacterium_phage_Kenners_CDS_0039;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	26506	28971	408.3	+	0	ID=Microbacterium_phage_Kenners_CDS_0040;transl_table=11;phrog=6088;top_hit=p124025 VI_05756;locus_tag=Microbacterium_phage_Kenners_CDS_0040;function=DNA, RNA and nucleotide metabolism;product=DNA primase
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	28968	30842	344.3	+	0	ID=Microbacterium_phage_Kenners_CDS_0041;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0041;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	30842	31039	20.6	+	0	ID=Microbacterium_phage_Kenners_CDS_0042;transl_table=11;phrog=6832;top_hit=NC_031122_p72;locus_tag=Microbacterium_phage_Kenners_CDS_0042;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	31036	31338	51.3	+	0	ID=Microbacterium_phage_Kenners_CDS_0043;transl_table=11;phrog=21236;top_hit=MH045568_p42;locus_tag=Microbacterium_phage_Kenners_CDS_0043;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	31338	32060	97.6	+	0	ID=Microbacterium_phage_Kenners_CDS_0044;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0044;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	32057	32269	-0.3	-	0	ID=Microbacterium_phage_Kenners_CDS_0045;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0045;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	32505	32906	69.6	+	0	ID=Microbacterium_phage_Kenners_CDS_0046;transl_table=11;phrog=21912;top_hit=MH045566_p52;locus_tag=Microbacterium_phage_Kenners_CDS_0046;function=DNA, RNA and nucleotide metabolism;product=DNA binding protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	32903	33337	66.3	+	0	ID=Microbacterium_phage_Kenners_CDS_0047;transl_table=11;phrog=1106;top_hit=KU255730_p30;locus_tag=Microbacterium_phage_Kenners_CDS_0047;function=unknown function;product=unknown function
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	33342	33773	69.0	+	0	ID=Microbacterium_phage_Kenners_CDS_0048;transl_table=11;phrog=26333;top_hit=MH045566_p54;locus_tag=Microbacterium_phage_Kenners_CDS_0048;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	33838	34236	25.0	+	0	ID=Microbacterium_phage_Kenners_CDS_0049;transl_table=11;phrog=2214;top_hit=NC_015465_p24;locus_tag=Microbacterium_phage_Kenners_CDS_0049;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	34395	34712	59.1	+	0	ID=Microbacterium_phage_Kenners_CDS_0050;transl_table=11;phrog=19816;top_hit=MH045566_p56;locus_tag=Microbacterium_phage_Kenners_CDS_0050;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	34709	34867	19.7	+	0	ID=Microbacterium_phage_Kenners_CDS_0051;transl_table=11;phrog=19326;top_hit=MH045566_p57;locus_tag=Microbacterium_phage_Kenners_CDS_0051;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	34920	35420	107.3	+	0	ID=Microbacterium_phage_Kenners_CDS_0052;transl_table=11;phrog=19143;top_hit=MH045566_p58;locus_tag=Microbacterium_phage_Kenners_CDS_0052;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	35484	35792	34.4	+	0	ID=Microbacterium_phage_Kenners_CDS_0053;transl_table=11;phrog=19424;top_hit=MH045568_p53;locus_tag=Microbacterium_phage_Kenners_CDS_0053;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	35782	36354	103.9	+	0	ID=Microbacterium_phage_Kenners_CDS_0054;transl_table=11;phrog=316;top_hit=NC_014662_p240;locus_tag=Microbacterium_phage_Kenners_CDS_0054;function=DNA, RNA and nucleotide metabolism;product=dihydrofolate reductase
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	36351	36668	64.2	+	0	ID=Microbacterium_phage_Kenners_CDS_0055;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0055;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	36668	37576	119.8	+	0	ID=Microbacterium_phage_Kenners_CDS_0056;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0056;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	37591	37815	55.2	+	0	ID=Microbacterium_phage_Kenners_CDS_0057;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0057;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	37815	38009	20.1	+	0	ID=Microbacterium_phage_Kenners_CDS_0058;transl_table=11;phrog=20930;top_hit=MH045566_p67;locus_tag=Microbacterium_phage_Kenners_CDS_0058;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	38087	38290	26.2	+	0	ID=Microbacterium_phage_Kenners_CDS_0059;transl_table=11;phrog=24284;top_hit=MH045566_p68;locus_tag=Microbacterium_phage_Kenners_CDS_0059;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	38287	38700	88.4	+	0	ID=Microbacterium_phage_Kenners_CDS_0060;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0060;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	38681	38875	28.5	+	0	ID=Microbacterium_phage_Kenners_CDS_0061;transl_table=11;phrog=18789;top_hit=MH045567_p67;locus_tag=Microbacterium_phage_Kenners_CDS_0061;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	38889	39119	53.7	+	0	ID=Microbacterium_phage_Kenners_CDS_0062;transl_table=11;phrog=18769;top_hit=MH045567_p68;locus_tag=Microbacterium_phage_Kenners_CDS_0062;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	39119	39436	39.4	+	0	ID=Microbacterium_phage_Kenners_CDS_0063;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0063;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	39433	39783	74.4	+	0	ID=Microbacterium_phage_Kenners_CDS_0064;transl_table=11;phrog=20067;top_hit=MH045566_p73;locus_tag=Microbacterium_phage_Kenners_CDS_0064;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	tRNAscan-SE_2.0.12	tRNA	40047	40117	58.1	+	.	ID=Microbacterium_phage_Kenners_tRNA_0001;transl_table=11;trna=tRNA-Gln(CTG);isotype=Gln;anticodon=CTG;locus_tag=Microbacterium_phage_Kenners_tRNA_0001
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	40122	40397	26.7	+	0	ID=Microbacterium_phage_Kenners_CDS_0065;transl_table=11;phrog=338;top_hit=NC_022972_p68;locus_tag=Microbacterium_phage_Kenners_CDS_0065;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	40397	40525	15.0	+	0	ID=Microbacterium_phage_Kenners_CDS_0066;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Microbacterium_phage_Kenners_CDS_0066;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	40720	40935	27.0	+	0	ID=Microbacterium_phage_Kenners_CDS_0067;transl_table=11;phrog=21191;top_hit=MG670586_p1;locus_tag=Microbacterium_phage_Kenners_CDS_0067;function=unknown function;product=hypothetical protein
Microbacterium_phage_Kenners	Pyrodigal-gv_0.3.2	CDS	40935	41258	61.1	+	0	ID=Microbacterium_phage_Kenners_CDS_0068;transl_table=11;phrog=19969;top_hit=MG670586_p2;locus_tag=Microbacterium_phage_Kenners_CDS_0068;function=head and packaging;product=terminase small subunit
##FASTA
>Microbacterium_phage_Kenners rotated=True rotated_gene=terL
ATGGCTCAGGCACTCCTCGGCAACCAGGTCCCCCGGGTCTACACCCCGCCCCTGCGCGAG
CTGACGCCTGAGACGACCCTGGGCTACGCATTCGCCGAGTTCTGCGCTGACCGCGGCACC
CCCCTCCTGCCCTGGCAGGACTGGCTCGGCAAGCACATGCTCGAGCTCCTCCCGAACGGC
AGCTTCCGCTTCCGGACCGTCGTCCTCCTGGTCGCCCGCCAGAACGGCAAGTCCACCTTC
GCCCAGCTCCTCGCCCTCTTCTTCATGTTCATCATCGAGGTCCCGCTCATCCTGAGCACG
GCCCAGAACCTGGACATCGCCGAAGAGGTCTGGCAGGGCGGCGTCGACATGGTCGAGGGC
GACGACGAGCTCGTGCAGCACAAGACCCGCGTGGTCCAGCAGCGCGGCTCCAAGGCGCTT
GAGCTGCAGAACGGCTCGCGCTGGAAGGTGCAGGCCGCAACCCGCCGAGGCGGCCGTGGT
CTGTCCGGCGACCTCGTCATGATGGACGAGCTCCGCGAGCACCAGACCTGGGAGGCCTGG
TCCGCCATCTCCAAGACGACGATGGCCCGCGACAACGCCATGGTCTTCGCGCTGAGCAAC
GCCGGCGACATGACCTCCATCGTCCTGCGCCACCTGCGCATGCAGGCGCACAAGGCGCTC
GGCGACCCCGACGGTCTGTGGATCGACCCGGCCACAGGCGAGCCCATCACCGAGCCGGAA
GTCCTCGAGGAAATCGACGACGACGAGCTGCCCGACGACGACAGCCTCGGCATCTTCGAG
TGGTCAGCCCGCCCCGACCGGTCCATCCGCGACCGCGCCGGCTGGCAGGAGGCCAACCCC
TCGCTGGGCTACACGATCACCGAGAAGGCCATCCGCGCCGCCCTCGCCTCCGACCCTGAG
TGGACCTTCCGCACGGAGGTCCTCTGCCAGTGGTCCGCGACCACGCTCGAGACCGTCTTC
CCGGCCGGCACATGGGAGAAGGGCACGGACGCTGAGTCCGCCTTCGCCCCCGGCCCCGTC
TTCTACGGCGTCGACATCAGCTGGGACCGCAACCAGACCTACATCGCCGCGGCCGGCCTT
CGCGCCGACGGCAAGGTGCATGTCGAAGTCGTGGCCGCCCGGCCCGGCCTCGAGTGGGTC
ATCCCCTGGCTCGAGTCCAAGAAGCGCGCGCACGCCCCAGCCGGCGTAGTCTGGCAGAAG
GCGGGTGCTCCCGTCTCGAGCCTCACCGAAGCCCTCGAGTCCGCGGCCGCCAAGCCGGCT
GACTCCACGTTCAACCGTCTGCACCTCATCCCCTGGCAGGGCACCGAGCTCGGCCGCGCG
TCGGGCACCCTGTACGACCTGATCGTCGGCAACGCGGACGTCCCCCTGGACGAGCGCGAG
ACCCGCCTCCGCCACCGCCCCCAGCCGGCACTCGACATCGCTGTCCGCGCTGCGAGCATC
AAGTCGGCCGGAGACTCCTGGATGTGGGACCGCTCGAAGAGCCCGGCAGACATCGCCCCC
CTGGTCGCCGTGACTGGCGCAGCATGGGCCCTCATCAACAAGAAGCCCGCTCGCCGGTCG
ATCTACGACCAGGACGAGACGGACCTCTCTGACACGACCTACGATGACCTCGCAGTCGTG
ATCCTCTGAAAGGGGGCCGCATGCCCAGCTTCATCGACCGCGCCAAGGCGGCAGTGAGCG
TTGCCCTGTTCGGCACCGCGCCCTGGCTTCCCTCGGACACCGCAGCCCTTGAGGCTGGCG
ACCCGGCCGTCGTCTTCGGCGCCGGCTTCGCGGCCGAGGTCGTGGACGGCATGTCAGTCG
GCGACCTCTACCAGTCGCAGCCGAACCTGCGCGCGGTGGTGGACTTCACCAGCCGCAACG
CCGCGCAGCTCGGCCGCCACGTCTTCCGGCCCGACGGCAAGGGCGGGCGCGAGCGCGCAC
GCGACTCCTTCATGGAGACCCTGCTCAAGAGCCCGAACGACTACCAGACCGGCTACGACC
TGTTCAAGCAGCTCTTCGCCGAGCTCGCACTGTACGACTTCCACCTCTGGATGGTCGACA
CGTCGCGCCGCTCCGGCGGCCTGACGATCACCAGTATCCCGACCGAGTGGATCGCCGGCA
CCAAGTCCGACGCGTTCGGCCGCGTGACCAAGTACAAGGTCCAGCCTCCAGGACGCAACA
CGAGCGACCACTTCTGGGTCGACTCCGCCGACGCCGTCGTGTTCCGCGGGTACAACCCCC
ACGGCTTCGCGAAGGGCTCGTCCGCCGTCAAGTCCCTGCGCAACACCCTTGCCGAGCAGA
TCGCCGCTGGCGAGTTCCGCCGGCAGATGTGGAAGCGCGGCGGCCGCATCGGCATGTACA
TCACCCGCCCCTCCGACGCTCCCGAGTGGAGTGCCGAGGGTAAGGCCAAGTTCATCCAGC
AGTGGAAGGCCCAGTGGTCCGGCGGCGGCGCCGAGGCCGGTGGCACCCCCCTCCTCGACG
AGGGTATGGAGATGAAGCGCGTCGGGTTCAACGCCCGCGAAGAGCAGTGGGCCGAAGGCG
CGCAGCTCGCGCTCGTCACCGTCGCCCAGGCCTACCACGTCCCGCCCGCCATGCTCGGCG
CCCAGGGATACAACTCCTTCGCCTCGGTCAAAGAGTTCCGCAAGATGCTCTACACCGAGA
CGCTCGGCCCGTCGGTCGCGCAGGTGGAAGACACCATCAACACCTTCCTGGCCCCGCTCA
TCGGCGTCAACGACGGCAGTTACCTCGAGCTCAACATCGGCGAGAAGCTGCAGGGCGACT
TCGAGGAGCAGGCTGCCGTCACGTCCGCCGCAGTCGGTGGGCCGTGGATGACCCCCGACG
AGGCCCGCGCCCGGAACAACCTGCCGGCCATCGAGGGCGGCGACCGCCTCCTGGCGCCCC
TCAACATGGGCGCCGCCGGCAACAACGGCCCGGCCGCTGGAACCCCCATCGGCACGGAGC
CCTCTGAGGACCCCGATCCGGCCGCCCCTGGCAAGGACAAGCCGACGGCACACGGAGTCA
CACACGGACACCGTGCCGACGGATACAAGGCTCCGGGCACGGACGACGCCCTGACCGCCG
ACCTGAACGCCTTCTTCAAGGCACAGCGCGAGGAAATCCTCGCCAAGCTCGGACAGAAGG
GCCCGTCATGGTTCGACCAGAAGAAGTGGAACCAGGAGCTGTCGGCGACGCTGACCCCGC
ACCTGACCGCCCTCTCAGCTGGGACTGCCCGCCAGGTTGCTGGTGCTAAGGGGCTTGACC
CCGCGGCGTACAGCGTAGCTCGCACCGAGAAGTTCCTCAAGGCCGTCGCAGACAGCCGCG
CGGACCTCATCAACGCGACTACTCGGGACCACTACCAGAACGCGGTCGACAACGACACCG
ACCCCGCTACTGTCTTCGAGGACACCGAGTCCCGGAGCAAGACGGTGGGCGGCACGCTCC
TCACGTTCATCACCGCGTGGGCGGCCGTCGAAGTCGCCAAGCAGCTGATGCCCGACAAGA
AGCCGACCAAGACCTGGCTCGCCTCGGGCCTCCCCAACAGCCGACACGCCGGCATGGACG
GCGAGACCGTCCCGATCGACGAGCCGTTCTCCAATGGCGCACAGTGGCCGGGCGACCCGG
TCCTCGGCGCTGAAGGCGTTGCCAACTGCGGTTGCGGCGTCGACATCTCGGAAGGAGGGT
CCTGATGGACCTGAAGTCTGTGACCCTCTCAGGGATCAAGACAGCCGGCGACCCCGGCAG
CGAACTCGCCGAGGGTGAGTTCACCGCATACGTCTCCACCTGGACGCGGACCCCGGACAG
CTACGGCGACGTCGTGGCCAAGGGCGCGTTCAGCGAGTCAATCAAGGAGTGGGAGTCGAA
GGACTCGGTCATGCCGATCCTCTTCGGCCACGACTTCGTCGACCCGTTCAGCAACCTCGG
CTACGCCAAGTCGCTGGTGGAGGACGACCACGGTCTCCTCGTCCACGCGGCCCTGGACCT
CGAGAACCCGAAGGCCAAGCAGGTCTATCGGATGCTCAAGGGCCGGCGCATCAACCAGAT
GAGCTTCGCCTACGACACCCTTGAGTCGGGTGACGTCGAAGTTCCGAAGGCTGATGGCGA
CGGCAAGGTCGTGGCCCGCGAGCTTCGCAAGCTCAAGATTCACGAGGCGTCGGTCGTGCC
CTTCGGCGCGAACTCCGACACCGAAGTCCTGGCCGTCAAGGCCATCACGGAGACGCTCGG
CTTCAAGGCCGGGCGCACCATCTCCGCCAAGAACCTGGAGTCCCTCGAGACCGCGTACGC
CCACCTGGGCGAAGTCATCGCGGCCGCCAAGGTCTCCGCAGACAACGACGACGAGGCCAG
CTCGGCTGAGGTCGAGAAGTCGGGCGCCCAGGAGGGCGACGAAATCTCTGCCCGCACCAA
GTCCGCTCTCGCGAAGATGTCCTTCCTGCTCAGCTGAAGCTGAGTGACACACACTACCCG
AAAGGCCATACACATGGACCCCAAGGCAGAACTCGCCCAGCTTGAGGCGAAGAACTCCGC
GATCATCGCGGGCGTGAAGGCGTCGAAGCGCGACCTCACGGACGCTGAGGTCGCTGACCT
CGAGAAGGATGCAGACCGCATCACCGAGCTCAAGGCGATCATCGCCCGCGGCGAGAAGAA
CGCGGAGCTCATGGCCCGCTTCTCGACCGTCGAGGACTCGGAGGACACCCCCGCCGCTGA
GACCCCGAAGGCCGCCACGCTCGGCGAGCACTTCGTGAAGTCCGGCGCGCAGGCCACCTT
CCTGAAGGGTCAGGGCCAGCGCACCGCGTCGGCGCCTGAGTTCAAGGCCGCGACCGACAC
CAACCTGGTGGCGGGCAACGGGCAGGTCCAGTACGGCGGAGTCTACGAGACCCCGCTGCG
CCGCCTGACCATCGCGAGCCTGCTCGGCTCGGGCACGATGAACAACACCAGCCTCACCTA
CTGGGTGCAGGGTGCTGTGGAGGGCGCGCCCACCGCAGTCGCTGAGGACGGCCAGAAGCC
GCAGATCCACTTCAACTTCAGCCCCGTCACCGAGGCCCTGTCGAAGATCGCGGTCATCAC
CAAGGTCTCGGACGAGGCCATGGCTGACACGGACTACCTGGTCTCGGTCATCAACTCGCA
GCTGGTCGGCCGCCTCATGGTTGTCGAAGAGGACCAGATCCTCAACGGCTCCGGCACCGC
CCCGAACCTGCGAGGCATCCTGAACCGCACGGGTCTCCAGACCTACGCGACCACGGCGAC
CTACACCCCGAACAAGGGCTTCGACGCCATCTTCCACGCGATCACCATGGTCGCGACCGG
CTCCGCCCAGGAAACGGCGGACGGCATCGTCATCAACCCGGCCGACTACGAGACGCTCCG
CCTCTCGAAGGACGGCAACGACAACTACCGCGGCGGCGGCCCCTTCGCAGGCGGCAACCC
CGGTCTCTGGGGCGTGCGCACCGTCGTGACCCCGGCGATCGCTGCCGGCACGGTCCTCGT
CGGTGCCTTCGGTACCGCAGCCCAGCTGTTCCGCAAGGGCGGCATCCAGGTCGACTCGAC
GAACTCGGACTCCACGGACTTCCAGTTCAACCGCGTCGCCCTCCGCGCTGAGGAGCGCAT
CCTGCTCGCGGTCTACCGTCCGGCCGCGTTCGTGAAGCTGACGCTCACCGCGTAAGCAAC
GACCCCCGGGGCCGGGTAATCCGCACCAGCCAAAGCGCTGGAGTGTTCCGGCCCTAGGGG
TACCACCTCTACCTAGGAGAGACATGACCCTCAAGGAATACGAGATTCCGGATGCGAGCT
ACGGCTCGCGCACCTTCCAGTGGGACAAGGATCGCGACGGCGAGGTGGGCTTCCCGAAGG
ACGCCAAGCTCGTGAAGCGCGGCGACGCCACTGTCGACCTCACCGCCAAGGGCGCTGACC
CGGACCCCGCCATCAACTCTCAGGAGCCGGCGAACGTCCTCGACCAGTCCGCCACCGGCC
AGGCCAACCAGGCCGACGTCGATGCTGCCAAGGCCAAAGAGGCCGAAGAGCAGAACGCTG
CCGCAGAGAAAGCGGCCGCTGCGGAGAAGGCCAACAAGGCCGAGCCCAAGGCCGTCGACA
ACAAGTAAGTCCAGCTCCACCTGACCTGAGGAGGTCTCGCCCATGGCGTCATTCGCATCT
CCCGCCGAGCTGTCGGTGTACACCAAGGGCAACATCTCTCCGACCGACGGGCGGTCACAG
CTCATCCTCGACGGGGCCAGCGAGGCCATCCGGCGCTATGCCGGCTGGAACATCGCGCCC
GCCGAGGATGTGACTGTGACCCTCGACGGCGGGGGCCGGGTGCTCTACCTCCCGTCCCTC
AAGGTCAACACCCTCAACGCCGTCACGATCGACGGCGTGCCCTGGGTGTCGGGCGCCGAC
TACGAGTGGTCTCGCCGGACGGGCAACGTTCGCCGGCGTGACGGGGGCTTCTTCCCCGAC
TCGTGGGGTGGCATCGTGGTCAGCTTCAACTCTGGCTACGCCGAGACCCCGGCCGACCTC
AAGAGCGTCGTCCTCCAGGTCGCCTCGATCGCACTGAGCTCGCCCACGGGCGCGACCCGC
GAGCAGGCCGGCCAGGTCGCCATGGAGTGGGCAACCACCGCCCCGGGCGTCGCCGGCGGG
CTCTCGCTCCTGGCACGCGACCTCGCGGTCGTGAACTCCTACCGCCTCCCCAAGGAGGTC
TGATGCTGCCGTCCTTCATGACCGTCGCGCACACGCGCAAGCGCTACCCCCTGGTCAACG
ACCACGGCAACGAGGTCCGCGACTACACCGCCGACCCCGACGTCGCCCCGTTCTACGGCA
GCGTCCAGCCGGGCACCGGCACCGAGGACGTCGTCAACCGGAACGGCCACGAGATTGTCA
AGACAGTCTGGGCCCAGCCGGACAGCGACATCCGCGACGACGACATCATCCCCCTCCCCG
AAGGCGACTTCTTCGTGAACGGCGGACCAGAGCGCTGGGACGTCGGGCTCCTCGACCACA
TGGTCGTGCATCTCTCCCGGTGGGTCGGCTGATGGCCCTCTCGAGCCGGATCAAGATGAA
CACCAAAGGGATCGTCGCCCTCCTCAAGTCGCAGGAAGTCCAGGACGACCTGGCCGCCCG
AGGTGAGCGCATCGCCGCCAGCCTCCCCACCGACGACAAGGAAGAGTGGAAGGTCAACAA
CTTCCTAGGCTACGACCGCGCCAACACGGTCGTGCGCACCGCCAACGTGGCGGCCCAGCG
CACGCAGGCGGAGACCAACGCCTTGCTCAAGGCACTTGACAGGGGGCGCTGATGGACCAG
CTCCTCATCCCCTCCGACATCGAGCAGGCCGTGATCGACGAGCTCGCCACCTACAAGGTC
GGCACCTCGATCCCCGAGCCCAAGCCCCCACTCTTCTTCCGCGTCATCGCGGTCGGAGGC
ACCCAGACCAACCTCGTGCAGGACGAGCCCATCGTCACGCTCGAGGCCTTCGCGCAGCGC
GAGTCACTGGCTCGTGATGCGATCGCCGACGTCATTGCCCGCCTCGAGCTGGCCGTGCGC
AAGCGAGGCTTCATCGGCTCAGCGCCGGTGTCTCACCTGCAGATCGTCGGTCTCCCCCAG
AACTACCCCCTTCCGAGTGTCCCGACCCATAGCCGGTACCTCGCTACGATCGCTCCGGCC
GTGCGCCGGCGTGTCACCACCCTCTGAAAGGAGCCACTCCATGGGAGTGAACGCCAACAA
CGTCTTCATCGGCGCCCCGGACCAGTCCACGACCGGTGCCATCCTCTCGGGACCCGTCCT
CACGGACCCCGACGCCCCGGAGACCATCGACGACGTCGACCTGTCCGGCCTGACCGACTC
GGGCTACGTGAACGAGGACGGCGTGACCATCACGCCGGAGGATACGACCGAGTCCATCAA
GGACTGGTCGGGCGCGGAAATCCGCCGCATCCTCACCGAGTTCACGGGCACCATCGCCTG
GACGCACCTGGAGCTGTCTGCCGGCGCGGCCCGCAACTACTTCGGCGACGACAACGTCCT
GGTCACCCAGGCCACCACGTCGAAGGGCACGCTGATGCGCGCCTCGCTCGGCAAGAACGA
GCTCGAGGTCAAGCGCTGGGTCTTCAAGATCAAGGACGGCAACAAGCGCCTCCTGGTTGT
CGTGCCCCGCGGCCAGGTCGCTTCGCGCGGTGAAATCCCGCTGACGGCCACGGGCGCGAT
CACGCTGCCCGTCGAGCTCGCCACCTACCCGGACGAGAACGGTCAGAACATCTACATCTA
CACGGATGACGGTGTCTTCTCGACCTCGGGCCCGGCCAAGGGCAACGCCCAGCCCGGCGC
GGTCTACCCGTCCGAGGCTACCGTGACGGCGCAGGACAGCACCAACGCTGCCAAGCTGAC
CGGTCTCGGCTACGTCGCCAACCCGCTCACCGCGTGGACGACCGGCCAGAAGATCACGGT
GGGAACCTACGACTTCAACTGGTCGGGTACCGCCTGGGCTGCCGGCGCACACGCGTAAGC
ACCCGCTCAACCACCTGGGCCGGCCACGGGAGCCGGCCGGCCCAGGCACCTCCTGTAAGA
AAAGGCTCCCGAATCTTACGTGTCCTCTAGACACTGAAGACCACCTAACGAAAGGCTCCC
GCCATGGCTTACGAAGTTCCCGCTTCCAAGCGCTCCATCCGCCAGAACCAGTTCGAGTTC
AAGGTCCCCGGCGACCGCAAGATCTACCGCATCCCGAAAGCCAAGTACCTGACCATGGGT
CAGATCGAAGCCCTGCAGGCCAAGAAGGACGAGGTCCTCCTGACCGACATCCTCGAGATG
CTCGGCCAGGGCGAAGCCCGCGAGGCCGTCCGCTCGCTCGACCAGGAGCAGCTCATGGAC
CTCATGGAGGCGTGGCAGAGCGACAGCGGCATCTCGGTGGGGGAATCCTCGGCCTCGCCC
GCGACGTCCTGAGCAAGCCCTCGATCCGGCAGGCTCTCCAGTACGACCTGCTGGTGAAAG
GGCGCACTCTCGACGACCTCGGCACTGAGGCCCTCACCTGGTACGATCTAGCGGCGTTCG
TCCATCACCTCCAGCGCGACCCAAGCGCCGCGCTGGCAGTCGAGCTCCATGGCCAGACCT
GGTCCATCGAAGCTCAGCTCCTCGCTACGATCGCGGACACCCTCGCGGTGGCCAACTGGC
AGCGGGCCGGTAAGAAGACCGCCCCAAAGCCGAAACCCATCCCGCGCCCGTGGGAGACAC
CGGCCTCCTCTACCTTCGGTAAGGACGCCATCCCCATCGCCGACTTCGACGACTGGTGGA
ACTCCCAGGGCACGAAGAAGCCCCCGACCGAATGACTCGGCCGGGGGCTTCCCTCGTCTC
AGTAGGCGCGCACCTCGTAGAACCCGAAGCCGTCGACATGTCCCTTGTTCATGACCTGGA
CGTCGACCTTCCCGAGCAGCCGGCGACCCTCGCGGCGAGCGATCGCGCGAGCCTCGTAGA
CCGTGATGCCCTGTGTGGAGACCGTCATCGACGCGACTCCGTTGGTGACCTTGGCGTGGG
TGATTCGTTCGTTGTTCATGCTTCGATTGTAGCGCCACGCGCGCCGGCACGGAGCCCCCT
AAAACGTGAGAAGGCCCGGACCCGCTGATCCCCATCAGCAGTCCGGGCCTTCATCCCCAG
TTACCGCAGCAGTCACTCCCCAGTGTGTGCCGCGTGATGTCTCTACTGTACGCGCCCATC
GGCGCGGACCGCCACCCCTGAAAGTCGGGAGTTCCCATGGCAACTGGAGTTGAGCTCGCC
ACCGCGTGGGTCCGTCTCGTCCCCTCGCTTGACGGCGTCCAGGGCGCGATCGCCAAGGAG
CTGAACCCGGCAGCGGACAAGGCCGGCGAAGATGCCGGCAAGCGCGCCGGCGGCAAGTTC
ACCACGGGCATGAAGGTCGCGGTCACCGCAGCCTCGGCGGCCATCGTCGCCGGCGTGGTC
AAGGTCTTCAACACCGGCCTCGAGGAGCTGAAGTTCGGCGAGGAAATCAACGCTCAGACC
GAGCAGCTCCTCAAGAACACCGGCATCGAAAGCTCCGTCGAGCGCATCAACAAGTACACG
CTGGCCCTCTCCAAGGTCTCCGGCATCTCGGAGGAAGAGCTCCAGGCGGCCGGCAACAGC
GTGCTGAAGTTCGGCAACGTCTCGGCCGACCAGCTCCAGCGAGCCACACACTCGATCAAC
AACCTCGGCGCCGCCGGCAAGGACGTCGCCGGCGTCGGCGAGATGCTGGGCAAGGCGCTC
GCCGACCCGACCAAGGCGGCGACCCTCCTGCGCCGCGCGGGCATCCAGCTCACCGAGCAG
CAGAAGGAACAGATCACCGCCTTCACCGAGGCGGGCGACCTGGCATCCGCGCAGAACGTC
ATCCTGACCTCCCTCGAGGACACCTACGGAGGCATGGCCGAAGCGGCCGGCAACACGCTC
ACAGGCAAGCTGAACAAGCTGAACAACGCCTGGGAGAACATGGCCGGCTCGATGGTCGAG
ATGGTCCTCCCCGCCGTCAGCTGGATCGCCGACGCGATCGCCGGCCTGATGGACTTCATG
GAGTCCAACCCCGGTGTGGTCCAGGCGCTGGCCATCGCGCTGGGCGTCCTGACCGTCGCG
ATCGTCGCGGCCAACGTAGCCATGTGGGCCATGTCGATGAACCCCATCGTCCTGCTCATC
ATGGCCATCGTCGTGGCCGTCGGAGCGCTGGTCGCCGCGATCGTCTGGGTCGCGACGCAG
ACGACCTTCTTCCAGGACGTCTGGTCCGCGGCGATGAAGATCGTCGGAGACGTCGCGTCG
TGGCTGTGGGAGAAGATTCTCCAGCCGGTCTTCAAGGCCATCGGCGACATCGTCACCTGG
GTCTGGACCAAGATCATCAAGCCGGTCGTCGACCTGGTCGTGAACGCCTTCCGATTCTGG
GGAGCGGTCGGGGCCTGGCTGTACACGAACGCGATCAAGCCCGCCATCGACGGCATCGCC
ACCGCCTTCAACTGGGTGTGGACCTTCATCATCAAGCCGCTGATCGACCTGATCGTGAAC
TACTTCCGGCTCTGGGGCGCGATCGCCGCGTGGCTCTACGAGAACGCGATCAAGCCGGTC
TTCGACTCGATCGCCGCCGTCTTCCAGTGGATTTGGAACTCGATCATCAAGCCGGTGATC
GACTGGATCCGCGAGAAGCTGGACATCCTCGGGCTCGGCTTCCGCATCCTGTACGAGAAG
TTCGTCAAGCCGGCCTTCGAGGCCGTAGGCGACACGCTCGACACAGTGTGGCGCTGGATC
AACGACCACGTGTTCACCCCGTTCAAGTACGGGATCGACCTGGTCGGCCAGGCATTCGCC
AACGTCGCTGAGGCCATCCGCATCTCGTGGGACGGCATCAAGCGCGCAGCGGCAGTCCCG
ATCAACTTCGTCCTGGACACGGTCTGGAACAACGGCCTTCGCTCCTTCTGGAACGATATG
GTTGGAAACCTCGGGCTGAACGACATGAAGCTGCCGGCGGCCCCGCTGATCCGCTTCGCC
CAGGGTGGCGTCCTCCCCGGCTACACGCCGGGGCGCGACGTCCATCAGTTCTACTCGCCG
ACCGGCGGGCGCCTCGCGCTCTCCGGCGGTGAGGGGATCATGCGGCCGGAGTTCGTCCGC
GCTGTGGGTGGCGCGGCCGGCATCGCCCGCCTGAACGCGATGGCCCGCAAGGGTCAGGCG
TTCAAGGACGGCGGTGTCTTCGGCTCCGCGGGCAGCTTCGCCGGTGACGTGTGGGACAAC
ATCGCGGGCGCCGCAGGCGTCGCATGGGAGTTCCTGAGCAACCCCGGCACGGCCATCCAG
AAGCACGTGATCGACGGCATCATCCGCCCCCTGCTGGGCGGCGCCGGCAACAGCGTCTTC
GCGAAGCTCGCAGGCCAGCTCCCGATCAAGCTCGTGCAGGGCATGGTCGGCAAGTTCGAG
AAGGCTGGCGCAGCCGGCCGAGGCACGAAGGGCATGGGCTGGAAGGCCATGTGGGACGTC
GTCCGCCAGGCAGTGCCCGGTGCCGTCAAGACCTCGGACTTCCGTCCGGGCGCCAAGACG
GTCAACGGCGGCCAGTCGTACCACGCTCTCGGGCGTGCGATCGACGTCGTGCCGGCCAGC
ATGAACACGTTCAACGCGCTGGCTCGCCTCTTCCCGAACGCCTCCGAGCTCATCTACACC
CCGGCCGGTTCTCGCCAGCTCCTCAACGGCAAGCCCTTCGCGGGCTGGTCCGCGGCGGTC
AAGGCGCAGCACTACAACCACGTCCACCTCGCCATGCGCAACGGTGGCGTCCTGCCGGGG
CTGATGAACGGTGGCACGGTCACCAAGCCGGGCTACACGGTCGTCGGCGAACAGGGCCCC
GAGCTCCTCAAGCTCCCGGCCGGCGCGCAGGTCAACCCTGACTACGACGAAGTGCCCTCG
GGACGTGGCTTCACGTTCATCAACCAGGCGCCCCTCGGCTCGACTCCTTCCCAGGAGCTC
GAGAAGTTCGCCAACCAGACGGAGGCTTTCCTGCCATGATCGACGCGACCATCCGCCTCG
TAGGCGCCAACGGCACCTCGATCACCCTCCTCGACTCCGCCGAGCAGCTCATGCGAGCGC
CCGGCGGGTCGGGGTGGGGCATGGCCCCGGTGGTCAACTCGTGGTTCGAGGGTGCCGGCG
ACGGCGCCCGACTGCGGGGCACCCGGCGAGTCCAGCGTCAGCTGGTCATCCCGATCAAGG
CCTTCGGCATGAACCGCGACGCCGTAGAGTTCGAGCTCCGCCGGCTGGCCGGCACCATCC
GCGATCCCTTCAAGGTCTTCATGGACTATGCCGACGGCCGAAGCTACTGGATCGGTGCCG
TCTACGACAGCGGCGGATCAGGCCAGTACGGGGACAACCCCACGCGCACGGCTGAGATGC
CGATCGTGCTCACCTGCCCGGACCCCTACTGGACCTCCGTGCAGTACCAGACCCTCAAGG
TCGAGCCGGCCACCGGCGCCCCCTTCCTCCCGACGCTGGCGGCCCTGAACGTCTCCAGCG
CGGTGGCCTCGGGCCAGGTCACGGTGACCAACATCGGCGACGTCACAAGCCGCCCGAGCT
GGACCATCACAGGCCCTGGCACGGCGCTGTCACTCACGATCAACGGGCGGGGCCTCGTGC
TCCCGACCTACAACCTGGCCGTGGGCGGCGTGATCTACATTGACCACGACGGCACCGGCT
GGACGATCAAGACTGGCACCGGCGTGAACCTGTACCCCCAGCTCGGCCCCGCCCCCTGGT
TCCTGGAGTTCCCTCCGGGCACCTCCGTGATCGACATCTCCATGGGCAGCGCGACGACTG
CCACCAAGATCGAAGCCATCTACCCTGAGCGCCGGGAGGTCATGTACTGATGAGCGAGAC
CGCCGACTTCACGATCGAAGTCCGAGACAAGAACTTCACCCGAGTCGGCCAGATCGCTCC
TGAGTTCACTGACCTCAAGTTCGTCGACGTCCACAACGGCGTCGGCGCCTGGGAGCTCAA
GCTCCCGGCCGAGCACCCCCTGCTGCCGACCCTGAAGACCAAGGGCGCGGGCATCATCGT
GACCGAGCACTGGATCGAGGCGAGCGTCCACAAGTACCGCGTGTACTCGGGGCGCATGCG
CAACGCCGTGCTCTCCCAGAACGCGGCCGACCCCAAGGGCACCTGGGTCATCACGGGCGT
CGACGACAACGTCATCGCCGCGGCGACCACGGTCTACCCCGACCCGGCCGCCGCCCCCAA
CGCCCAGACCGTCGCGTACTGGACACAGTCCGACACCGCCGAGACGGTCATGAAGCTGGC
CGTCTACCTCAATGCCGGCGGCGGGGCCCGCACAGCCCGGATCTACCCGTGGCTGGCTGT
CCCCGTCTCCGCCGGCCGGGGCTCGCAGGTCAAGTGCTCCAGCCGCTTCGACAACCTGGG
TGACCTGCTCTCCTCGCTCGGCACGGCCGGCGGGCTGGGCTGGGAGTTCCGCCAGAACGG
CGCGAACATCACCTTCGACGTCTACGAGCCCCAGGACAAGACGGGCTCCGTCCGCCTCGA
CATCCGCAACGGCGGGGTCGAGTCCAACGACCTCGGCTTCTCGGCCCCCTCTGCCACCGA
AGTCCTGGTCCTCGGGCAGGGCGAGGGCGCGGCCCGCACAGTGCTTGCCGTCACCTCGAC
AGCAGCGGCCGCCGAGGCCGTCGCGTGGGGCATCCGCTGGGAGAAGGTCAAGGACCAGCG
CAACACCAACGACGCGGCCGAGCTCCTCCAGGCCGGCCAGGAAGTCCTGACCGAAGAGGG
CTCCACCGTCAACAGCCTGAAGGTCGTCCCCTCGGACGCCCCCGGCCAGCGCCTCGGGCG
CGACTGGTACCGCGGCGACAAGATCACCGTGGTCATCGACGGCCAGGAGACGACGGCCCT
GGTGACCCAGGTCGCAGTCAGCATCTCCGCGGCCGGCGTCATCCGCCAGGCTACCGTCGG
CGACCCCGTGGGCTTCAACTTCGACGCCAAGATCGCCAGCAAGGTCAAGACGCTCGAGCA
GCGGGTCGGCCAGGTAGAGCGCCTCATCGGGGGCCTCCCGCCCCGCCTCAGCCCCACGAG
CGCCATCATCGCGAACGCCGACGACCTCGTCGAGAACGGTACCTACTGGCTCTCGGCCGG
CGCGGGCACTCCTGATGGTGTCAGCCACTTCGCAGTAGAGGTCGTCGCGCTGAGCAACGG
CTCGATCTACCAGGAAGCTCGCCGGTTCGCCGGCGGCGCCTACGCGGTCGACCACTACGT
GCGCAACCGCGCGAGCGGCGTGTGGAGCCCATGGAAGGCCCTCGGCCTGGGCACCAAGAG
CTGGGTGCCAACCATCATCGGCTCGACCAACCAGGTCGGCAACGGCAGCCTCTCGGGCTC
ATACTCCCTGTCAGACGGGCTCGTGACTGGCCGCGTCATCTGGACGCTGGGCTCCACCTC
GGTGATCGGCGCAGACCTCCAGTTCACGCACTGCCCCCTGCCCTACACGGGCACAACGCG
TTCGGCTGGCATGGCACGCCTGTCCGACACGTCGTCGAGCATCGTTCATCAGGCCGTCGT
GCTCACCAACTCGTCGGCCATCTACGTGCGCCCCATGGGCGCGACTACCGCAGCCAGCGG
TGAAATCTACTCGCGCGAGTACAGCATGCTCGCCACGCGCCCGTTCACCTGGGCTGTCGG
CGATAGCATCGTCGCCGAGTTCACGTACCCCATCAACTAAGGAGAGTCATGGCCTCAAGC
GATGTACTTCTGATCGTCGCCAGTCTCCACGGCGGCTTCAACGGCGACGTGCCGGGCAAG
ATGATCGATGTTCAGATCGTCTCCGACACCGAGGCCATCTACTCCCTGCACACCTACATC
AACGGCGGCACCACGCCGACCGGCGAAATCGAGCGCTACACGCTGACCCTCGAGCCCCTC
GAGTACGTGCCGCCCGGCTTCCCCGACACCGAGCCCCGCCCCGCCCCGGAGGAGACTGAC
TGATGGCCCTGACCGCCTACCCCTTCGACGCCCAGGCCGTCACTGAGCAGCAGTACGGAG
ACCTGTTCGGCTCCGTCGCCCAGTCCGGCATCCTGGGCGCCCCGACCGCCAACAACTTCA
AGGTCACCGCGGCGGGCTCCTCGATGGCCCTCACCGTCACGTCCGTCAGCGGCGCCTCGC
GCGCGCTCCTCCGGGGCCACGCACTCCTGATGACCACTAACGAGACCGTGACGGTCGAAG
CCGCGAACACCTCGGCCCGCGCGGACCTCGTGGTCCTGCGCCTCGACTACGCGGCCAACT
CCATCGGCCCGGCCATCCGCAAGGGCACGGCCGGCAACACGACCCCACCGGCCCCTGTCT
GGGGCACGGGCGGCATCTACGAGATTCCGCTCGCTTCGGTCCTCGTGGGCGCCAACGTGA
CCACCATCTCGTCCGGCAACGTAACTGACCTCCGTCGGTTCACGGGCCCCACGACGGGCG
TGTGGACGACCGTGGCGCGGCCCACGACGCCGCTGAGCTTCGGCTACAACACGACCCTGT
CGCGCTGGGAGTTCACGCTCGACGGCACGACCTGGGACAACATCGGCTACGTCAACCTGG
CCGACTCCACCCAGGTCACCGGCACCCTTCCCGTGGCCCGAGGTGGCACCGGCCAGACGA
CCCTGCAGGGCCTCAGCACGGCGCTCGGCCTGGGCACGATCGGCCAGCCCATCCCCGTGG
CGAACGGCGGCACCGGCGGCACGACCCTCCAGGCCCTCCGCACGGCCCTGGAGCTCGGCA
CGATCGGCGACCCGCTCCCGATCAGCCTGGGTGGCACAGGCCAGGTCACGGCCGCCGGCA
TCAGCAACGCCCTCGGCCTGGGCAACACGATCACCGGCGCCATCCCGGTCAGCCGAGGTG
GCACCGGCCAGACGACCCTGCAGGGCCTCAGCACGGCGCTCGGCCTGGGCACGATCGGCC
AGCCCATCCCCGTGGCGAACGGTGGTACGGGCGCGACCAACCGAGACGGCATCCGTGCGG
CGATCGACCTCCGCGTCACGCCCAACAACCCGGGACACGCAGTCGGACGTATCTGGCTCA
AGACCTCCTAAGGAGACGCCATGGCATCATCCAACTTCCCCGGCCGGCCCTTCCGGCTGG
AGGAGGGGGTCTACCTCTACGGCCAGAACGCGTGGAACACGGGCAACAACTCGCTGATTC
ACTCCGAGCTCTGGATCCGTAAGAACAGCTACTCCCCGACCTGGTCCGCCAGCGGCAGCT
CCTTCGAGATGTTCGTCTGTGGGGCCAAGGTCGGGAGCAACGGTAACTTCGGCTTCGACT
TCCGGAACAGCGACCAGCTCCTCCTTCACGCCTCCGACAACTGGTTCACGCACGACGGCA
ACGGCAACCTCTGGGTCTCCAGCGACGGCTACGCCAACGTCTCCCAGCTCGGCTACACGG
AAGTCCACGGCGGCATCTCGGTACCGACTATCCCCAAGCCCCCAAGCGCCCCCAACGCGC
AGGGGACCACGGACTTCACGACGACCAGCATGGGCGTCTACTACACCCGCGGCGCGGCCA
ACGGCGCGACCATCGTGCAGGACGAAGTGCAGTGGGCCACGGACTCCGGGTTCACCGACG
TCATCTGGACCGACACAGGCGCCGGCGGCTACTCCAACCCCGGGGGCGCCGGCGTCACGC
TGGTCCCGGGCAAGACCTACTACATCCGTGTCCGGTCGCGCAACTCCGCCGGCTGGGGCG
CCTGGTCGAACACCGTCTCCGGCAAGACCCTCGCAGCCCTGTACGTCTCCGACGGCAGCG
CATGGAACTCAGTCGAAATCTACGTCTCGGACGGCTCCGTCTGGAAGGCCCCGGAAATCT
ACTACTCCGACGGCTCAGCGTGGCTCGTACCGGAGTCAATCTAAGGAGGGCCCGCATGGC
CTACAATTACGTCTGGATCGACGGCCACCGAGTCGAGGTGGCGGTCGCATACGCCTTCCG
CCGGCTCAAGGCCGCATTCGAACAGGCCTTTCCGGGCCTGACGCTCCGGGTCCGCTCCGG
CGTGCGCACGCGCGAAGAGCAGGCGCACTTCTACTGGGGCTGGATCAACCGGCTGCCGGG
CTTCAACCTGGCGGCCGCTCCCGGCAAGTCCAACCACGAAGAGTCCGGCCCCATCGGTCC
CCGAGCCATCGACATCTACGACACCGGCGGCGACGCCGGCGTCACCACGATGAACACCCG
GCGCGATCGCTGGATGGCCGCCAACGCCGGCCGCTACGGCTTCGCCAATGCCGGCTACAA
CTTCTGGCCCCGTGAAGCCTGGCACAAGGAATTCACCGGCCAGCTCGGTGTCGTCCCTGC
CGACCACGTCGGCCCGACCCCCTACCCCGTCTCCAAGAAGGAGGACATCGACATGCCCGT
TCAGATTCGCAACACCCAGACCAACATGATCGCCATGGTCGCCCCGAAGTTCTTCGCTCA
CGTCCGCGACCGCGAGACCACCGAGGTCACCAAGAACGTCTTCAGCGTCACCGACGAGCA
GCACCAGCTGTCCAACGCGGACTTCTTCCGCGTGACCCGCACGCTGGGCATCCCCGACGC
TGAAGTCCGCGAGGGCAATCTCTGGTACGGAGCGCCGACGCAGGCCGTGACGGTCTACAC
GCCCCCGGCCCCGGTGGCCAAGAAGGAGTGACCTCCATGGAATCCGTTCCCACCCCGCCT
CGCAAGAAGCGGGCCTACGAGGCCGCGATCCGCATCGTCGACCTCGTCGTCTACGCAGTC
GTCTTCATGGGGGGCGTGGCGCTGACCACGCTCCCCTTCGGGCAGGCCACATCGATCCTG
AAGGGCTACGAGCTCCTCGTAGTCGTCTGGGCGATGTTCCTGCTCGGGGGCGGTCTGCTC
GGCTTCCTCGGGCGGCTGACACGCTACTGGATGATCGAGAACAGTGCAACGATCGCTTCG
GCGTTCGGGGCCCTGATCTACGTGGTCGTCCTGGGCCGCTTCGCATTCGAGTCGATCACG
GCCCTGTTCACCTGGACGTTCGTCATCCTCGCGCTCGGACTCCTCGTCCGGCGCTGGCTC
GAACTCCAGATCTTCGGGTCGGAGCCGGGAGACTGGCGACACCGACTCGCCCTCGCCCTG
GCACGGAAGACCGCTGACACTGTCAACCGCACCAGCTGAAGGAGGCCCCATGAGCGAAGC
CACCCTTGTCGCTCTGATCGTGGCCGCTCTCGGCTCCGGAGGCATCACCGCGGTGGTGAC
CTCGATCATCAACTCCATACGCGCCGCACGGCGAGGCGTGGCAGTCCGCGAGGACCAGCG
TAAGGAAGACATCGTGCGCGCGCGCGACGAGGCAATCGCCTCGGCCATCAAGGCCCGCGC
CGAAGCTGACGCGTCCGACCGCCTGGCCGACCGTGAGCGCATCCGTCGGATCAAGTGGCA
GGAGCACGCTGCACGCCAGCGCGTGAAGCTCCTCGCCGCCGGCATCGAGCCGGACCCTTG
GCCCGACGACGACAACCCCCGGAAGAGGTAACCCATGAGTCTCACCCCTCGCTCCGACTA
CCAGGACAAACTGAAGGAGTCCAACATGAAGAACAAGCTGGCTGAATACGCCAAGTTCAT
CGCGGCCCTGGTCGGCCTCGCCGCCCAGTCGTTCGCATTCGCGGTGCCGCCCGAGGCTGC
GCCCTACGTGACCGGCGTGGTCTCGTTCCTGACGGCGCTGGCCGTCCTGCTCATCCCCAA
CGCCGAGCCCCAGGGCAAGTAGGGCAGTTAGGGGGGCGCGCTTCCTATATAGTTGCAAAG
AGGGCTTGCCCTTAGCTTCTATCGAAACGCGCCAGCCCTACTCGCCCTAACCGCCCTGCG
CGAACCGACCCACTGCCGACTGGTCACCGGCGCACAGCCCCCGTGGTTCTGGCAAGAGTC
AGAGCTACGGGGGCTTTCTCACGCTATGATGGGCGTATGACTCAAGACAACCGCATCCCC
TGCCCATCCTTCGACGTCGTCCTCTTCGCCCTGCTCGACGTCGTCAGCGAGTCGCCGCAA
GCGACTGCGCGGCACGCCTACATCGACTCCGCGGGCTACCCGCATGACCTCATGGGCCAC
GTGCTCAACCGCGTCGACGCGCCCATCCAGACCGCTGCCGCAGGGCACATGCGCCACCAC
GACGACCGCGCCCACGCGCGTGGCGAGCTCGGCACTCCGCGCGCCAACGTACGCTTCCCA
CTCCTCTGGAACCGTCTCTTCCTCGGCGGCGATGGCGAGGACACGCCCTATGATGGCCGC
TTCACCCTGTTCCGCGACATGATCCGCCTCCGCCGCCCCGCGGAGGACTTCCTCGTCTAC
GCCTTCCTCAACCACATCGTCTCGCCCGAAGGCCGTGGCAAGAACGCCCTCCTTGACTGG
AAGGGCGAAGCCATCCGAGGCATCAAGTCCTTCCGTCGCTTCCTCCTGAGCCCCTACTCG
GGGTTCCTCGTGCAGACTCACGGGTCGCACGAAGACCTGCTACAGTACGTAGATCAGCTC
ACCGCGTCCGCCCTCGCGGACCTCTCAAAGTAAGGATGCTCTCATGGCAGAACTCAACGA
CCCCCAGACCAAAGTGCTCGCCGCCGCCATCAAGGACATGACGTTCAACCCGTGGCAGGC
CGCCCCGGACGAACGCCCCCTGGGCGAGACCCCGATCCAGGCCTACAACGCCCAGCGCAA
CTGGTGGATGGAGCGGCTCGACGCCCTCGAGCCCCACAGTCTCGGCGTCTTCGTCGAGAA
CTACCCCGCGCGGGCGGACCTCGAGAACGGGGTCGCAGTCGGCGTGGGCGAGCCCAGCCC
CGACGCCCCGAGCAACCTGAGCGAGCACGGGCTCCCGATCAACATCGCGGAGTACGTGGC
CCAGCGCCGGGCCCAGGGCGTCGACGTCACGGTCCACCACGTCCCAGCCCCGCCGCAGAC
CAAGCGCGAGAACATCCTCCGCACGGCCAACGACATCATCCACGGCGACCGCGAGAAGGA
CTACGGGGCACCCATCGACAGCTTCGAGCGCCTCGCCGAGGCCCTCAACCTCGTCCTCCG
CCCCAAGCTCAAGGAGGGCGTGGAGCTCGACGCCGTCGACGCCGCGGTCCTCATGATCGC
CATGAAGCTGAGCCGCCTGGCCGGTGGCGATCGCAAGGACGACACCTGGGTCGACCTGGC
CGGCTACTCGGCCCTCGGCGCTGAAGTGCGAGATGCGCTGTGAACGCCGGCGCAGCGCCC
TACACCGACCGCCTGACTGGCGGCCGGGACGGCCTCCCGCAGAAGTCCATGTTCGACATC
GACCCCGACGAGGTATGCCCCGGCTGCAACCTCGTCCGGGCCAAGAACGGGACGTGCGAC
TGTTGAGCACCCCAGACCTCTAAGCCAGCCCGCAGAACGCGCGCATTCACTCTCACCGGA
GAGGGTCCCCGTGACCAACGCAGTACCCCGCAAGAAGCCGTCCGTCCGGTTCATCACCCG
CGACGATCACCGGCTCTACATCCACCCTCAGACCGGCGACTTCATCCCCGGCGTCACCTC
CACCATCGACAACCTGCCCAAGCCCTTCCTGAAGGCGTGGGGGCAGAAGCTCGTGGCTCA
GGAGGCCGTCGCCAAGTATGAAGCCCTCGGCAACCTCCGCGCGGCCGGCGACGACATCGC
CGTCGACTGGCTGAAGAAGGCCCCGAACCGCTTCACCGCGCACGCGGCCAAGGTCGGCAA
GATCAGCCACGGCTACTTCGAAGAGCTCGGCCTCGGCAACCCCGTCGACACCTCGAAGGA
GGAAGACGACGTCAAGATCATGGTGGACCACTTCAAGCACTACCTGGACACCATGCAGCC
CAAGTTCCTCCTCCTCGAGGAGGGCATCTACTCGGACGTCCACGACTACGCCGGCACCTT
CGACGCCGTCGCCGAGTACAACAACCCCGACCTGGTCATCCGCGACAGCTTCGGCGTCGA
GCAGCCGCTCGTCGGCGTGGCATGGCAGGACAACAAGACGACCCGCTCGGGCGTGCACCC
GGAGGTGGGCCTCCAGCTCGCCGCCTACCGCCATGCCCCCTGGATCATCCGCGAGGACGG
CAGCCTGGCCAAGAACCGGCCGGGCGACTTCGCCCTCGTCCTCCACGTCCGGCCGGAAGG
CTGGGAGCTCGTGCCGGTCGAGGCCGGCCAGGAAGAGCTCGAGGTCTTCATCCACCTGCG
CGCCATCACGGACTACACCCGTGAGCACAGCAAGAAGATCATCCACCCGCCGATCGCCGG
CAACCGCATTCGCCGGACCCGCCGAGCAGCCTCGGCCGAGGCAGCCTGATGGGCCTCGGC
GGGGGTAAGGGAGCCCTGACCGTCACGGACAAGGCCCTGGCGATCGCAATCGGCGAGCAG
GTCGAGAAGGCCATGCGCAAGGCACTCTGGGAAGACCGGCACATCCGCGCCGGCGAGCAC
CGGGAGCTGCGCTACGAGGAGCTCGACGCGTGACCAAGGCCTGGGAGGGCCACGGCCTGG
ATGACTTCCAGTCGTGGCTCGGGGCCTCCGTCTATGGCGAGGGGCTCATCTACCGAGGAG
ACGCCGACTTCGAGCAGCTTGGCCCACGCGGCAAGCTGACCGTGATCGAGTTCAAGAAGA
AGCACGAGAAGCCCGTCGGTCGCGGGCAGCTCGCCTGGCTCCGCGTACGCGCGCGCCAGG
AGAAAACCGAGGTGCGCATCGTCCGCGAGCTCACCGAGGACTACGACGACCCCGACCGGC
CGGTCTGGGTGTGGAACCCCGTCGAGCCGGCCGCCAACGCCCAAGAGATGACCCTGAGCC
ACCTGGCCGCCTGGGTCGACTCCCGCGCCTACCGTCCGACCGTGCCGGCATGACCTGCTC
GTGTCCCTCCGGGGACGGCTCCCTGCGCTGGCCCTGCGCCGAACACCCTCCGGGGATAGG
CCAGGCGCCAGCCACGCATACCACATCTGACCGTAGAATGGAACCCATGACCGCCAACTC
ACTCCAGAAGATGCTCGACCTCCAGGACAGTCTGCAGGCCGAGACCTACGGGCAGGGCCT
CCGGGACCTCCTCCCCGAGGACGTGCCCGCCGCCGTCCAGCAGGCCACGATCAACGTCCT
CGCCGCCACCGACGAGCTCCACGAGCTCCTCGCCGAGACGAGCTGGAAGCCGTGGGCCAA
GGCCGACTACGTCCGGCTCGAGGCCGCGCGAGGCGAGTGGATCGACGCCTGGCACTTCAT
GATGAACCTGGCCAACCTGCTCCAGCTAGACGCCGAGGCCATCGAGCGCCGCTACCGGGC
CAAGCGGGCGAAGAACATCAAGCGCCAGGAGGACGGCTACGACGGCGTCTCCACCAAGTG
CCCGGGCTGCAACCGGGCCCTGGACGACGACGCCGTGGAGTGTGCGCCTCGGACGCAGCG
CATCGGCGGCAACACCCTCGACGGCGTCTACTGTGTCGTCCGCGGGCGCTTCGTCCCGGT
GACCACCGCGGGGAACCAGCCGGCAGCACCCCTCTATCCGACCATCGCGGCCCCGCCCCC
CTACTACGCCGGCGGCACTCACCTGGAAGGCTCCTTCACATGACGCCAACCGTCTACCTG
ATCGAAGGCGCTGACGGCACCGGCAAGACGACCTTCGTCAAGCGGGCCGTCACGCACGCA
GCCATGGCCGACTTCCCCGAGCCCCGAGTCATCCACAACGATGCCTCGGACCACAAGCTC
CCGGGGTCGCTGTACCGGCACTACCGCGCCCAGCTCCTCGACGCCATCGACTTCCGCGAC
AACCACGGCATCTCGACCTACATCGACCGGTCGTTCCTGAGCGAGCTCGTCTACGGCCCG
CTCTACCGCGGCAAGTCACGCATCACCCGCCGGCAGGCCCGCCGGCTGGAGCGCCTGGCC
GAGCGCCACGGGGTCATCCTGCTTGGCATGACCGCCGACCTCGACCTGCGCCGCCTGCGC
ATCCGCGCGCGCGGGGAGTCCTGGACCAACAAGGACGCCTTCGTCGGGGCCATCTACTCC
CAGCACTTCGGCGCAAGCCGGCGCTGGATCACTGCCGACAGCTCGTCGGCGACCGTTCTC
AACTAGGAGAATTCACTCAACATGCTCAAGATCAACACTGACGCAGAAGCAACCCCCGAA
GAGCAGTCCGACGTCGTCGGCCGCTTCCGTTCCGGCTACCAGGTCGACGGCACCCCCGCC
AGCCTGTCGGCCTTCCGCGTGACGACCGGCGACCTCAAGATCGCGGAGGCCGTCGCGAAG
GCGTTCGGCGTCGACAAGGACAAGCTCGGCCCGGAGGCCCAGAAGTCGGGCGTCCAGGAG
TGGGACGCCGCCGGCGAGGACTACCTCGAGGTCTTCACCACGACGGACTCCGTCAACATC
ATCCTGGAAGGTGCGGGCTCGTACCGCTCCAGCCTGGTGCGCCGCACCAAGGACGGCGAC
TTCATGTACGCCACGGACGGTGAGGTCATCACGGCCGTCGGCGAGGACTTCGAGGACGAG
TACGAGGTCGGCAACCCCGACCCCCAGATCAGCCAGGACCTCACGACCCGCAAGGCGAAG
GCCAAGAAGGGCCTCGGATCGTCCCCGGACATCCGCGTGAAGTTCACCGTGGCCGACCAC
CCGGAATGGGGCACGTTCGAGTTCCGCTCGGGCGGCTGGTCGCTGGTCCACAACGACCCG
GAGCCCAAGCTCCGCCGTCTGCCGGAGGGCCCGATCAAGGCCGTCCTCAAGCTGACGACA
GTCGAGGGCAAGCGGTTCACCTGGACCAAGCCGGAGCTCATCGTCCGCGGATCCGTCGGA
GCGGCTGAGAAGCCCGCTGTCGCCGGCGACGAGGATGAGCCCGCCTTCTGAGGCCCATGG
GGAACAAGGGTCAACAGTACCCCGTCCACACACCAGTGACCCTGCGGGCGAGACAGCGCC
CAAGACACAGGCCGGCTGACTCCGGCGCCAACTGTTAGGTGGACTACGAAGGCCCCCTAG
ACATCAACGTCTAGGGGGCCTCTCTGTTGTCTCAGATGGCGTTCTCGTTGACCGGCATGA
TCGGTCCGCGACGTCCCAGGCCCTCGCCACGGTGGTCCGTGGTAGCCACAACGTGACCGA
GCGCCCACACGATGCCATTGGTACCCAGCGGCTCGATGTAGACGACCTCGTAGGTCTCGA
CGTGGTCCTCGAGGCCGGTGCTGTAGCCCTTCTGGACGGCCTTCTCAATCAGGTCGCCAA
CCTTGACGTCGACGAGCTTGGTTCCGAGTTCAAACTTCTTGTTGTTGTTCATATCTATAT
CTTACACAGTCTGCGCTCCGCGCGCCACCCTGCAAGCCCGGAACAGTCCGGGAAGTTAGG
ACCCCATGGTCACCCTCTACACCACCCCCACCTGCGGCACCTGCAAGGTCGCCGAACGCC
GGCTTGACGACGCCGGCGTCGAGTTCGAGAAGGTCGACCTGACCGAGCACCCCGACACCC
TCGAAGACATCCGTGAGCGTCTCGGCATCGCCCCCGGCCAGAAGCTCCAGCTCCCCATCC
TCGGCTTCGAAGGCGAGCTCCACACCATCGTCGGCCTGCGAGACATCATCCGGACGGCCG
TGGGCTGATGGACGGCCAGCGCTTCGAGCGAGACCTGGAGAAGACCTTCCGAGCCGCGGG
CATCCAAGCCCTCCGGCCCCGCCAAGACCGGGTCGGCGACGTCGGCGACCTCCACGTCGC
TTCCGACGTCGTGGTCCAAGCCAAAGCCTGGAAGAACCTCGCCGAGGGAGTCCGCGTTGG
GGTCGCCGGCGCCCAAGCCCAGAAGCGACGAGCCGGCCGGCCGATCGGCGTCGCCATCGT
CAAGCAAGGCGGCAAGCGCATGGGCGAGGCCGTCGTGGCCCTCCCCCTCAGCGACTTCAT
CGCCCTCCTCAAGTCCCGGGAAGCCCCCGAGTAACAGCCCGCGCAAGGCGATAAGATAAG
TACATGAACAACAACGAAACCAGCATCCTGCCCCACGTCGCCACGATGCCCGTCGTCACC
AAGGTCAACCTCCTCGCGGAGACCATCCTGGAGAACAAGGGTACGGTCTACTCGACCGCC
AACATCCTCGTCGACCTGATCGCGATCGTCTGCGACAACGCCGGCTTCGAGGTCGAACTC
CGCATTACCAACGAAGGCTACTCCATCGCCTTCCCGCAGCACATCGAGGCTGACGAGGTC
CTCGGAGCCCTCGACCAGGGCCTCGAAGTTCTCGAAGAGCTGTCCCTCGAAGACTGATCC
AACACCCGCCCCCACCTCGGCTAACCCCCGGGGTGGGGGCCCACAATCATATCTACACCC
ACTCACCAAGGAGCAGACCATGCTTGAGCAGAACCGCATCATTGACCCCCAGGCCCCGAT
CGGCGATTTCAGTACCGTCGCCATGGCTGAGCCCATCCACGACGCCCAGCTCGCCAGCAT
GATGAGTCTGGACCCCGTCGAAGTCAGCGAGCCGGCCTACTCCGGCCCCTCGCCCCTCCT
GGTCCGCCAGTCCACCAAGCAGGCCTGGGCACAGGCCAAGCCGCTGGACGTCCTCAAGGA
CATGGCCCCCCAGCGCCTCGCCGACTGGGTCGACGGCATGAACGAGGTCGCCGGCTTCGC
CAAGTACAAGGTCGCCTGATGGACGACAACACCGCGGGCGTCCTCGTGACGGCGCTCATC
CTCGCCACCATCTGCTTCATGCTCTGGATCGCGGGGCGTGACTGATGGACTACCTCAAGG
CCCTCGGCCGCCTCACTGTCCGGGCGCACAACCGCTTCTGGTGGGAAGTCGCGTACCTCC
TGCGCTTGGTGGACCTCCACCGAGCCATCATGGCGGAGGTGAACCGTGGCCGCTAACAAG
CCGGCCGTCGAGCCGCCCAACCCCCTCGACATCATCGAGGCCGCGAACAGCTTCGCCGAC
CTTGCTGCGACCTTCCGCGACGCCCTCGTGGCTCGCGAGTTCGCAACCTCCCCGGCTGAG
GTCACGGCCCTTCAGATCGCAGCAAGCCTCTTCGCCCAGCCGAAGTAGCCCATACCACAT
CGCCCCGCTTCCCAGGCCCAAGTAGCCCGGGAGGCGGGGCTTTCGTGCGTTCAAGGCGTT
AGAATGAATCTACCCTGCTCGCCCTAGCCGCCCTGAAAGGACCACATGACGATCAAAGTC
ACGGACGCATCGTCCGACGACAACGAGGCCCTCTCCCTGAAGGAGTTCCTGGCCAAGCTC
GAGGTCCGCGAAGAAGAGCGAGACGGCTGGCTGTGCCGCTGCCCCGCCCACGACGACGCC
AAGGCCTCGCTCCGGGTGACCGTCTCCGAGAAGACCGGGAAGGTCCTCCTCAAGTGCCGG
GCCGGCTGTTCCAACACCAAGGTGATGCAAGCCCTCGGCCTCACGATCAAGGACCTCGCC
GCCATGAAGGCTGACCCCGAGCAGGCTGAGCACACGACGGCCAGCAACGACGACCTCCCC
GAGGAAACGGCGATCGCTGAGCTCGGCGACCAGCTGAACACCTGGGCCCTCGACCTCGAC
ACCGCGCTCGGCGCTGACGCCCTCGCATACGCGGCAACTCGCTTCGGCCTCGAGCCGGAA
GACGCTCGTCGGCTGGGCCTGGGCGTCACAGCCTCCCTGGGAGGGGGCCCCCGCCTCGTT
GTGCCCTTCCGCGACCTGTCCGGCCGGCCGCTCGGCTTCCAGGCTCGGGCCCTGAACAAC
GTGGCCCAGGTCCGCTGGGCCGGCCCGGTCAACCCGGAGAAGGCGAGCTGGACTCGCATC
GGCTTCTTCCCCGGCACAAGCGGCTGGGAAGAGGTCATCATCACGGAGGGCCCGGGAGAC
GCCCTTACCGCCGTCTCGACCGGCTACGACGCCCTCGCCATCCGCGGCGCCGGCCTCGTC
GAGAACCAGGCCACCCTCGACCGCGTGGCCGAGATGCTCCAGGGCCGGGTAGCAATCGTC
GCCGGCGATGGCGACTCCGCCGGCGAGCAGTTCTCCGCCAAGCTCGCGGAGGCCCTCATC
GCCCGCGGCATCACGACCAAGATCATGAAGATGCGGCCGGGCCTCGACCTCTCCGACTGG
CGAGCTGAGGACCCCGCGTGGTTCCGGCAGGGCTTCGTCAAAGAGGTCGCCAACCTGACG
ACGGTCACGGGCAAGCAGGCCCGGGCAAAGCGCTGGTCGTACCCCTTCGCTGACATCGGC
GGGGCCCAGTACCTCAAGGACAAGCTGGCCAACGAGGGTCGCCCCCTTCGATACACCGAC
GCGGCCGGCTTCTTCCAGCTCGAGAACGGGGCATGGGTCAAGAAGGCGGAGGGCGACGTC
CGCACCTTCGCGCAGGCGATCGGCAAGGACCTCAACGACCTCGCCCTCGCGGCCAAGGAC
GACAGCCCCGAGTTCGCCGCCCAGGCCTGGGAGTACCGCAAGACGGCCCTGACCAGCCGC
GGCATCGACGCCATCCTCAAGGAGCTGAAGTCCCTGCCCGGCATCCGCGCCGAGCTCGCC
GACTTCGACCGGCACCCCCACCTCCTGGCCGTCCGCAACGGAGTGGTGGACCTCAAGACC
GGCCAGCTCCTCCCGCACGACCCCTCCCTGCTCATCACCCGCCGCATCGACCTCGACTAC
AGGCCCAACACGCCGGCGCCCCGTTGGCTCCAGTTCCTGAGCGAAGTCTTCCCCGACCAG
ATCGAAATGCCCGGCTACATGCAGCGGGTCGTCGGCTACGGGATCACCGGCGAGACCGAC
GAACAGGTCTTCATCGTCAACTACGGAACGGGAGCCAATGGCAAGTCCATCTGGTCAGAC
GTCATCACGACCATCTTCGACCCCATCACTACGATCACTCCCTTCTCTACATTCGAAGCT
CGCCGCGGTGACGGGGTTCCCAATGACCTTGCTGCCCTGGCAGGAGCGCGTCTTGTCATC
GCTCCTGAAGGAAACCAGGGTAAGCTCATGGACGAAGCACTCCTCAAGCGAGTCACCGGC
CAAGACAAGATCACGGCCCGCTTCCTTCGTCGGGAGTTCTTCGAGTACCGCCCGCAGTTC
CTCCTGCTCATGGCCACCAACTACAAGCCGGCCTTCCGCGGCCAGGACGAAGGCCTCTGG
CGACGCGTCAAGCTGATCGAGTGGCGTCGCTACTTCAAGCCGGAGGAGCGAGACCACAAC
CTGCAAGACAAGCTGATGGCCGAGGCCGAGGGCATCCTCGCGTGGGCAGTCGCCGGCTCG
GTGGCCTGGTACGCCGGCGGGCTCCAGGAGCCGGCCAGCATCACCGCGGTCACGGACGAC
TACCGCAAGCAGTCGGACTCCCTGGTCGAGTTCCTCTCGGTGACCGAGGACAGCCTCTAC
ACCAAGGGAGGCGTCAACGACTGGGTCGGCCGCACCGAGCTCTTCCGCGACTTCCAGGAC
TGGGCGGACGCCGAGAACTTCCTCGACCTCAAGGGCTGGTCCTCGCGAGCCTTCTACCGG
GCAATTGAGGAGCGAGGCTACCCGGCCGCCAAGCGCAACGGGGTCATGGGCTTCAAGTAC
ATCCGCAAGGCCCAGGACTCCCCGTTCGGCGCGGACACCCACGTCGCCGTTGACAACGGC
GAAGCAACCCCCGAAGCTGAAGAGCTCCGCGGACCCAAGGAGATTTGGTGAGAACTCTCA
CGCATGTCGTCGACGGCGACACCTGCCTCATCCACATCCCCGACGACGCCTCGGAGATGC
CGGACTTCCTGGCCTGGATGAACTCACGGGGCGACAAGCCCCTGGCCCTCGACACCGAGA
CCACCGGCCTGGGCGTCTTCGGCGCCGGCTTCAACATCCGCCTGATCCAGATCGGTGACG
AGCGTGAGGCCTGGGTGCTCCAGGCCCACCTCTTCGCCGGTTGGGCCACCACGGCCATCC
GCCGCCACAAGCGCTGGGTGCTTCACAATGCCGCCTTCGACCTTCAGGCCCTCAACCGTG
TCTACGGCATCACGATCGAAGAGATGACCCCCAAAGTCCTCGACACGATCATCCTCAGCA
AGCTCGTGGAGCCCCACCGCCGAGGAGGCCACAAGCTGAAGCCACTGGCCGAGGAGCACG
TCGACCCCACCGCCCTGGACACCCAGGACGGCCTCACTGCGCACTTCAACCGGCTCGGCT
TCACCAAGGACACGGGCTGGGCGCTGATCGACATCCGCGACGAGCTCTACAACCGCTACG
CCGGCCTGGACGTCATCTACACTGCCCGCCTCTACCGTGTCCTGGCTGAGCGCGTCCGGG
AGAAGCTGGTCACTCACCTCGCCCAGTTCGAGCACACCATCCAGGGCTACCTGAACCTGA
TGCGCCGGCGAGGCATCCGCATCGACGTCGACTATGCCGAGTACCAGCGGGACGAGTTCC
TCCGCGAAGGCGAGGAGCACCTCCGCATCGTCCGTGAGGAGTACGGGCTCCAGAACCTCA
ACTCCTCCGCGCAGGTAGCGGAAGCCCTCCTCCGGTCAGGCGCCCAGCTCATCGAGCGCA
CGGACAACGGGGCGTTCAAGACCGGCAAGGAAGTCCTCCTCCCACTCGCCGGCATGGATG
AATACTGGGGTGACATCGAGGGCTTCGAAAACCCGAACCTCCTGGCCCGCCACATCGCGC
AGGGCAAGCGGGCCTTCCGCTTCGCCAACGCCTACCTCGGCAAGTTCCTCGACGTCATGG
ACGCCGACTACCGCATCCACCCGAACGTCACCGGCCTCGAGGCCCGCACCAGCCGCATGG
CCGTGTCGGACCCCCCGCTCCAGCAGCTCCCGGCCAACGACTGGAAGGTGCGCCGGGCGA
TCGTAGCCGACCCGGGGATGGACATCATCTCCGCGGACTACGCCCAGATCGAGATGCGCA
TCGTCGCCCAGCTGGCCGGCATCCGCAAGATGAAGGAGGCGATCCTCAACGGGCTCGACC
TCCACGGCTACACCGCGGAGCTCGCCTACGGGCCCGGCTGGACCAAGCAGAACCGAACGC
ACATGAAGGGAGCCGGCTTTGGAATTGTCTATGGCGGCGGCGCGAAAGGTCTCGCTCCCA
AGCTCGGCATCTCGCTGGCCCAGAGCACCTCGGTCGTGCGCGCGTACAACCGCGTCTACC
CCGAAATCAAGCGCTACTCAAGCAAGCTCCAGCGCGACGCCAAGCGCAACAACATGGAGC
TCCGTTCGCCGACCGGGCGCATCCTCGCCCTGGACCGGGATAGGACATACGCGGCAATCA
ACTACATGGTCCAGTCGACCGCGGCCGACGTCCTGAAGAACGCCATGGAGGCACTCTTCT
CGGAGGGCCTCGGGGACTACCTCCTGATGCCGGTCCATGATGAGATGATTGCTCAGGCGC
CCACCGAGGACGCCGCCGACGTCGCGGAGGCGATCCGCCGGGCCATGGAGACCTCCATCG
GCGACATGCGTCTCGACTCCGACGGCGAGGTCTTCGGCTTCAGCTGGGGGCACGGCCCCG
ACTACCACCCCCCGGGCAAGTCCGCCCTCGACACACCGCTCTTCACAGAAAGGCCCTTCT
GATGGCCGCTGCCAACTTCTACGTACCCCCGTCCCGGGACACCCCGCGCCCAGACGGGCT
GTGCCCCCACTGCCTCAACCCCGCCCTCAAGACATTCACGCGCGTGCGCATCGACTGGGA
TGGCTACACCATCCTGGGCACCCGAGTGGCCTGCACGGACTGCAAGCGATGGATCGAACC
TCTGAAGGAGCTCAAGTGACCGACACTCCGCCGACCCTCGAGGCCCTCATGGCCACCTAC
CTCCGCGTGCGCCAGCTCGTCGCTGACATCGGGGACGCCCAGTGGCGGGCCGGCAAGTCG
CCGGTCCCCAAGGAAGACACGACCGAGCGCAGCAAGGGGCTGACCTCCGACCCCACCCCG
TCAATCGTGGTGGACTCCCGCCGCATGGCCCTCCGCCTCGCCGTCATCGAGGCCGAGCAG
GCCCTCGAGAAGGCCGGCCGCAACCTCCAGGCCGCCGAGCGGCACCTCAACAACGCATTC
GAACGGTGGCAGGGCTAATGGACGAACTCTTCAAAGCACGAGTCGGGCGGGTCTCCCTCG
CCCTCGAAGAGGAGCGGGGCCTCATTGCCCTCGCACAGGCCGGGGACGGCGACGCCACCT
GGGCCCTGCTCGTCCAGTATCGCGGCATCCTCCAGAAGACTGCCAACTCGGTTCGCGCAG
CAGTGCGCGGCATGACCCGCGAGCAGATCGAAGACCTGCAGGCTGACCTGGTGCTGGAGG
CAGTCGAAGCCATCAAAGACTTCGACCTCGACCGCTTCGTGCGCCTGGCCCAAGTGCTGC
CGCGCCGGCTGCAGGCCATGGCCACTGAGATGACCACCTCGCTCAAGGTGCCGTCCGGCA
CCCTCGCCCGCTGGTTCAAGATTTGGCGAGCTGCCGAACAGGACTTCGCGCGTGGGGCCG
AGCTCGCCCCGGGAATGGGCATGACCGCCGACACCTTCCGGGCGATCCAGCACGCCCTCT
ACCATGTCGACTCGGAATGGGTCCTCGTGCCATGGGCGGCCGGAAACGGCCCAGCCCCCG
ACGAAGAGACATACCTGCTAGCACACTACGCCCTCGACGCTCTCAACCCGCGAGAACGCG
AGGTCATCGAGCTGGTCTACGGATTCCGTGGGGAGCCCAAGTCAGACGGCGAGGTCGCAG
ACATCATAGAGGCCCCCCGAGTGACCGTCTCCAAACGGCACTCGAGGGGCCTCGAGAAGA
TGCGGATCGCCCTGGCTTAGAACAGCTCGCCAAGTGCCTTCTCGATCTTGGCAAGCTCCC
GAGCGGCTGCATTGCCGGCCTGGAAGTCAAGTGCCGCGTCAGCCCGCGCGATCGTCGTGC
GGGTAAGCTCCGCGAGGCGAGCAAGCGTGGTAACGTCCATCGCGCGGTACTGGCTGATGC
TCTTGTTCGTGTTCATATCTCTATAGTAGCGCGTCGCGCGCCGTTCCAACACCCCCTAGG
CTGGGATTCTCCGGAATCTCGTCTAGGGGGTGTTTCTCGTTGTGCGAGGCGCGGTACACT
CGAACCATGAACGAAACCAAGCAGCCGAAGTCCCGTTCGGGTCGGGCTATCAAGCTCCAC
TGCGTCGCCAGCGGAGACTACCATGTCTCAACCTCAAAGCGCCAGCTGATTCTGTACGGC
CCCCCGAGCTGCCCGTGCCACAACACCCCCATGGAGGAAGTCTGATGCTCGCAATCGAAC
CTATCCGTCCGGACACCGTGATCCACTGGGCCATCGCCGAGGTGGTGACCCACAATTCCT
CCGACCTGGGTTGGTACAAGGACTGGGACGAGATGCTACGCGAGAAGCGAGCCGATCGCC
ACTACCCGGAAGTCGTGAAGTCCATCCGGGAGCACGGCTTCCTTCGCCCACTGAACGCCT
CCATCGGCGCCGGCGAGCTCATGCTCTCCGACGGCCACCACCGCATCGCTGCAGCCATCG
ACCTCGGCCTCGAGTGCGTGCCGATCTACGTTGCCAACTTCCATGTCATCGCCGACGACT
CAGGCAGTTGGCGTGACGGCGAGCCCATCGAGCTCGACCCGACCAACTTCGACGACTACA
TCAACGGAGGGGCGTGGCTCTCATGAACGTCTTCCGCGTCGAGCACTCAAACGGCCGAGG
CGCCTACCAGGGCCGCTGGGACTGGGACCGCAACGATCAGCCGGCCTTCATCCGTGACCT
CAACATCAGCCATACCCTGCCGATCGACCCACACCCCTCGCCCTACGACGACGGCATCGA
CTACGTCGACGACGACGACTACTTCGCCTGTCAGTCGCCCGAACACCTCCTCGCCTGGTT
CTACCGCGATGGCCAGGAAGACGCCCGCCGGCTCTCCGATCAGGGCATGCGGATCGTCGT
CTACCAAGTCGCCAAAAAGCGGGTCCAGCTCGGGGGCCGCCAGTGCACCTTCAAGAAGAT
GGACGCCCGCGTGGTCGGCCGTTGGGACCCCCGGGACTTCCTCAAGGAGTTCCAGCCTCG
CCAGGGTGTACGAGACCGGCTGTTAGGGGTACTGTAGAACCATGAACAGCAACGACAAGA
CCCTGACCATCGAGGCTGAAGGCTTCAAGCTGACAGTCATCCTCCACCCCGCACACACGT
GGCAGCGCAAGACCAAGACGCGCATCTACGTGAGCGGTCAGGACGAGGTCGACTACTCCG
AAGCCTGGGAGCTCCTCCGCGAGAAGGACCCCCAGAACATCGGAGCCAGCGAAGAAGTCA
ACGCCCTCTTCCGCAAGCTCAACCGCCAAGAGGTCAAGAACATGAAGGCCGTGGTGGAAG
AACTCCGCCAGACCTCGGAAGAGGCGGACGCCGTCCTCTCAGTCGGGGGCAAGCTGACCT
TCTCGAAGAAGGCGGGATGCTCCTGCGGGTGCTCGCCGGCCTTCGTGCCCGAGCACATGC
TCAACATCAGCGGACGAGACGTCCAGTCCCTGTTCATCACCAAGGAGGCCTGATGCGCTG
GCTCATCCTGGTAGGCCTGGTCATCGCCACGGTCTACCTCTCGCCCTCGAGGCGAACGTG
ACCCGTTCGCATTCGAAGTCCATCGCCCGCTCGGTCGCGCTTACCCGCGAGGCCGAGCGA
CGATGGGGCCCCAAGACGTGGTGGCACTGTGTCTACTGCGGCCGTGGCGCCGGAATGGTC
GTCGACCACTTCGTCCCCGAAGCCCGCGGAGGTACAGACGACGCCTTCAACCTCATGCCG
GCGTGCGATCGCTGCAACTCCTCGAAGCAAGATCACAGCCCCGAGGACTGGATGAAAGCC
GTCGGGGTGCCCGAAGCGCGCCAAACCCTCCTGTTCGCCGTCTGGAGCATGCCCTCATGG
GTCGCGCCCCGCAATCTGCAGATCACGCGCCTGCAGCTCGAATATGCGCATGCGAGGCAT
ATACCCCGCCCCAACGAGCCCCGCGAGGGCAAGTAGGGCAGTTAGGGGGGCGCGCTTCCT
ATATAGTTGTAAAACGGAGCTCCCTTAGAGAGTTAATGAAACGCGGCGCCCTACTTGCCC
TACTCGCCCTGGAGCCCTTTCCACCCGGTCTCCCGACCAAATCAGCACGGAGACGTGCTA
AGCTAGGAACCATCATGAACAAGTACGACACCCCGCCGATCGTCATGGCGTCAGACCCTC
GCACGATCTTCGAAGACCCTGACCTCGCTCGCCTCGCCGACGCCAAGATCGAGACCAAGC
CGGCCCGCTTCATCGTCTTCATGGGCGAGCACGTCTGGGTCGCCCGCAACTACCGCACCG
GCCGTGACTACCCCTGGCTCTCGCAGTCAAGCGCCGTCGGCTTCATCGAGCAAGTCACCA
ACCGGCCGACCGACGCCGACCTCTTCACCTCGAGCCCCGCCGACATCAACGCCTACGGTG
AGCCGCTCGAGAACGTCGAGGTCTTCGCGTGATCGGCGATCAGACGATCAACCTGGCCTA
CCGGATCATCCGAGCCAAAGCGACCGTGAACGAGCTCACCCTCCAGAAGCCCTCCGGCCT
CGCCGCCCAGATGGCCCGCACCAAGCTGGCCGACCTGCGCCGCCAGGCCCGCACACTCTT
CCGCTGACCGACAACTGAACAGACCTGCAAGACCCAACCATCTCACAGAATCGAGAATCA
TGTCCACCTCCACCGCCTTCACCGCCGCTCTCGACGCCGCCCTGCCCAAGCAGACCGCCG
GCTCCCTCCCGAGCACTCGCACGTTCGGCATGGTCACCGAGGCCATCGAGTCCCGCGACG
TCGACGCGCTGATCCGCGAGCTCGAGCACACCCGCGCCCACTACCAGTCGCTCGAGTACA
TGCTCAACAACGAGGACCAGATCGCCGAGACGATCATCGGCTCCTTCACCGACCCGGCAG
CGCGTGACGCCGGCATCCCGGAGCCGACCACCCTCGAGGAGGTCGTCCGCCTCGCCGTCC
GCGTCTACGCCAACGAGGTCCTGGGTGCCGCGTACGACACCGCCCACCAGATCGGCCTCC
CGATGGCGCTCATGGGCCTCAACGTCCAGGAGGCCCTGCAGATGATCTACTCGGACCTCG
ACCACTCGGACCCCGCGCGCGAGCTGACCGAGGACGACATCGTCAAGCTCCTCGGCAAGC
CCGAGGACGACGAGGACTAACCCTCACCGCACTCCCGGGGGCGGGTAGCCACAACACCCG
CCCCCCTGCGCTAGGATCGTCACATGACTAGATCACGAGCAGCAGACCCGACCGCCTCAG
CGCGGTCCCACCGCCTCAAGGGCCCGGCCATCGACGTCGAGCCCCGCCCCAAGGGTCTCA
AGACCCTCGCCGACTACCGCGATGCTGGCCTGGTTGCGTTCAAGCCGGTTCAGCCCGGCT
ACCTCGTCCGTCGCGCGGACGGGTACCAGTTCAGCACCCCGCCGACCGAGGCCGAGGCCA
TCCGTCAAGCCGCGCTCATCGGCGGCACGTACGAATGGTACGTCCCGGTACAAGCCCAGC
AACTCAACGTAGGAGAGACCTATGACCACTGACAGCATCGCCATCTGGGCGGAGGCCACA
CGCGCCTACGACCGCCAGCCCGTGATGGGCAAGAGCGACTCACCCAACGGACTGCCCTGG
AGCCACTCGGCCGAGGACCTCGCGCACTTCCGCGAGCTCACCCGCGACCGCGTCCTCATC
ATGGGGCGCCGCACCTTCGAGCTCCTCCCGGCCGTCCTGAAGTCACGGGGCTCGCTCAAG
GAGCGCCCCATCATCGTCCTGACCCGGGAGAAGAACCGGATCATCGACGACTACCCCGGC
CTGGACATCCAGCCCATCGCCTGGGCCACCGACCAGGCTCACGCGCAGGTCCTCCTCGAT
GAGGCCCGCGACTGGTTCGGCCCGCGCTCGCGTGAGGTCGCCGTCATCGGTGGTCGCCGC
GTCATCGAGCTCTTCGCGCCCATCGTGGACCGCCTCGAAGTCACCTTCTTCAAGGACCAC
CACGACGGCGACATCCTCGCCCCGTCCCTGGCTGTCTTCGACACCTTCAACCACAACCAC
ATCCGCGTCGGGGACACCCTCGACTTCGTCACCTTCTCAAGGAGCCACGCATGATCGACA
TCACCAAGACCGTCATCCCGACCGCTGAGCAGGTCAAGGCGTTCAAGACAGCATGGGGCA
AGGCTGACGCAGCCGGCCTCGAGGGCATGCGCACGATCGCAGGCCTTCATGCCGCACTGA
ACGTCGAGACCACCATCGCCGCCGAGCCGCCGCGCGAGGTCTACGCCATCGACTGCGACG
GCGACCGCTGGGAGCCCGTGCACGCCACGGACCTCTGGCACTGTGTCGACGAGCCCATGC
TGGACGACCGAACCACCGACGCCCTCGAACGCACCTTCGAGCCCGTCACGTTCTACGGTC
TCAACTGATGGCCCGCTCCTTCGAGAACCTCCTCGCCGCCGTCCTCGAGTATGGCGAACG
CCGCACCGACCGCACTGGCACGGGCACGCTCAGCCTCTTCGCGCCGGACCCCCTGCGCTA
TGACCTCCGCGACGGCCGAGTCGCGCTCATCACCTCGAAGAAGGTGCCGTGGAAGATGGC
CCTGAACGAGTTCATGTGGATGCTGACCGGCTCGACCAACGTAGATCACCTGCGTCAGTG
GTCGCCGGCCATGGCTGACATCTGGAAGGCCTGGGCGAACGCCGACGGCGAGCTCGGCCC
GACCTACGGCGCCCAGTACCGCGACGCCGGTGGCAGCCTGCTCAACTCGGGCATCTCCAT
GCTCCCGTGGGGCGAAGGCCACCTCAACGCCGGGGTCGACCAGCTCCGGGAGGTCATCCT
CCGGCTCATGGACACCCGCGACACCCGTCGCGCCGTCCTCTCGCTGTGGTCAGTCCCGGA
GCTCCGCGACATGGCCATCGAGCCCTGCATGGTGCTCTTCCAGTTCAGCCTCCGAGGCCC
GAACTACGATCAACTCCACGTCCACGTCTACCAGCGCTCGGCCGACATGATGCTCGGCGT
GCCGTTCGACCTCTTCCAGGCCAGCGTGCTCGCCCACCTCGTCGCCCGTGAGCTTACCCT
GCTCCAGCCAGCTCGCCCGATCACCGCGGCCGGCCTGACCTGGTCGGCAGGCGATGTTCA
CATCTACACCAACCAGTTCTCGGCAGCCCGGGAACAGCTCGTGCAGGCTGAGTCAGCCGG
CCAGATGAGCGCTACGATTGACATCGACACCTTCCCGAGCCTGCGTCTCCTCGACAGCTC
GCTCGAGCCGAGTCACATCACCATCCGCAACTACAACCCGGCCCCTGCAATCGACGCAGG
CAAGCCCGCCGTCTAAGGAGAGAACACATCATGGCCAACCAGGTACCCAGCCCCGAAGAG
CCCCGCACCATCGAGCACTACGTCGGCGCAGCGATCGTCACCGCACTCGGTGGCATCCAG
GAGATGGCGCCGGTCATCGAGACCATGCCGCCGGACCTGCAGAACGTCTTCATCATGGAC
ATCGCGCAGCGCACCGCCAAGATCGCAGGCGAGACCATCCGCGCCCACCACGCGGACGGC
AAGGTCGACATCTGATGTGGGCCTTCGCGCTCGGCTTCCTCGTGGTCGCCTTGGCCGTGT
GGGCCGCGTTGGCCGCGGTCGTTGCCGGCCTGCTCGTGGCCTTCGCGGCTGACCCGACCT
TCTGGCCGGCCTTCTGGCTCGCCCTGGTCGTCCTCATCGCTCTCTCGAGTGCAGCGGCTG
CCCGCGCGCAGCTCCGCAGGCGCCGCTAGCGCGACTCCCGCGACTCAGTCGATGAGTCGC
TTCCCGCGAGCTCACCCCAACGCGAGGTGAGCAAGGCGCACAGCCCATGGGACTTTGGGG
CTGTGCGCCTGCGGGGCTTCCCGACTTGTCCCCGACATACAAGGAGTACGAAATGCCGCA
GTTCACCGTCATCGGCAAGAAGCGGGTCTTCCGCGTCCGCGCCAAGTCCGTCCAGGCTCT
GACCCGCGCCCTGCGCTCGGTCGGCATCGTCTGGCAGGCCATTCACGAGGACAAGGAGGC
GAAGGCATGAGCACCGACTTCCGCGACCTCGCGATCGGCGACGGGGTCCTCCTCACGGGC
CCCGACTGGGGGGTCAACAACGGCAGGACCGTCGTGGTCGAGCGCAAGCAAGGGCGCCAG
GCCCTCAACGACAGCGTCGTGGGCGTAGGCACTCTGACTGACTCAGAGGGTTACATGTAC
GGTGCCGACTACGCCATCGAGCGGGTCGCAACCCGGGCCCAGCCCGATCAGCTCAGCACC
CAGGAGCCGGCCAAGCCGACAGTCCAGGGCTACACGCTCAGCCTCTACGTCTCGAAGACC
GCGGCAGCCGAGTTCCCCGGGGAGACCCAGGAGCTCGCGAGCATCACGCTCAACCACGAC
GACCTCGCCAGCCTGCTCAGCCAGGGCCGAGGCATCCTGGATGTGGTCGCCGATGGCTAA
GCCCCGCTTCGAGGTCCGCGACGCGGCTGGCATCCCCATGGCGGGGGCCGACGTCGCCGA
CGATCAGCTCAAGTTCGAGGCCGCCCGCTACAACGGCCGCATCATCGACACCCGCACGGG
GGAGACCGTGTACGACGCAACCCCGGGGTCGGGTCTTGACCTCACCATCCTCTAAGGAGA
CACACGAAATGTCCGCACTCACCAACATCATCAGCCGCAAGCCGGCAGCCCCCCTCGTCG
ACCAGCTCGACACCAAGCTGATCGAGCTCGAGGAGACCGCAGCCAACAAGGCCAGCGAAG
CCCGCAACCTCGCCCAGCTCGCCGCAGAGGCCCAGCAGGCCAGCGACACCGCGTTCAAGC
AGGGCGTCGCCGTCGACCAGGCTCGAGGCATCCTGCTGGACGCCGGCGTCACCCTCTGAT
GGCCGGGGACCTCATCACATTCGGCGCCATAGTGCGCTACGGCGCGGGGGTGCGCAAGCC
CCTCGAAGTGCCGCAGCGGGTCGAAGACCCAACAGCTGCGGTAGTGGTAGCCAACCCCTG
GACCGGCCAGGACATGTGGCTTCCCAAGGGCGCTGTGGTGAACGTGGTCAACGGCGTCGC
CACAGTCTCGTTCACCGCGCCCCAGTCCTTCCGCAAGGCCACCGCCAAGCTCCGGGGCTT
CCGCGAGTACATCAACCCTTTCACAGGGAACACCTTCCGGGTGGCCCTGGCCTCAATCAC
CAAGGAGAACCCGTGACCATCCACATCACCAGCGTCCCGAAGAAGGCGGCCGGCACCAAG
CCGATCCCCTTCAAGATCATCCTCCCGCGCCAGCTCGAGCCCGAGCAGGCCAAGCCCATC
TGGGAGGCCCTCGAGGCCCACGACAAGGTGGTCCTGGCTGACCCGTTCGCGCTGCCCGGC
GTGAGCACGGTCTTCCCGGGTGTCCTCTACGCCCGCTCCGGCACGAGCCTCGCGAACGGC
CTGAAGGCTGTCGCAGCCCTGCTGAAGCCCCTGGACGAGGACCTCGCAGAGGAGCTCAGC
GATGGCTGGGTCGAGCTCTGGGTGACCGACTCCATGGTCGACGCCGTCGAAGTCACGGTC
TAACCGCGGCCACAACGTAGGCTCCCACTGAAGGCCCCCACGGATGACCTCCGCGGGGGC
TCTTCTGTACGCAGAAGGTCCATTAGTATAGATAGGGCAAGGAAAGACATGTCCCAACCC
ATAGCGGCCCTCGTAGCGGGCTGGCGCGCACGCAAGGCTCTACCTCAACCCACACCAGCC
GAGGCACGCGCGCGAGCCGCCGAGGTAGCCGCCCAAGCAACACCCAAGCCGTCCCTGGTA
CAGGAGTACCTAGACCGACAGGCGGATGCTTCGTAGTCTAATGGTAGGACGCCTGATTCT
GGATCAGGTAGTCTTGGTTCGAGTCCAGGCGAGGCAGCAACATGACACGAGGTAGCGACT
ACCGCTGGAAGCAGATAGCCAAAGCACAGCGAGCCAAGCGCCTGCCCTGCCACCACTGTG
GCCAGCCCATCGACTACACCCTCAAGTGGCCGGACCCGGGCAGCTTCAGTGCTGACCACC
TCAGGCCATGGATCAACCACCCAGAGCTGCGGTACGACCCCGGCAACGTGGTCTCGAGCC
ACCTGCTCTGCAACCAGTCCAAGGGGGCCAACGAGCACTACTCGGCAGGCCTCGGGGAGC
TCTCGGAGGAGTTCTGATGCGCACGACCCTCATCGAAGCGGGTATCGGCAGCCTTCTCGG
GTTGGTTGCCGGCGGGGTGATTGCCTACCGGGTATATCGCCACGCGGCGGACGCGTATCA
CGCCCAGTTCGGGTTCAAGGTCTGAGCCGGCGGGGTAGGCGCCCCGAAACCTGTGGCGTC
TCGACCCAAGGCTCGTCTCCCGGCAACTGACAGTGTGTGTGCGGGAGGCCCACCCCATCG
TGTGCGCCCGCGCGCAGTAAAGAAGTGCCCTCAACAATCTCCCGTCGACCGGCAGCACAT
CGTACAGCCGGCCGGCGGGCCCAACCTCAAGGAGTTCCCGTGGACGAGTGGATCGGCTGT
GACGGCCCCAAGTGTCCTGCTCGTGCCCTCGTGCACGTGAGCAAGTTCGAAGAGAACGAC
AAGGAAGTCCACTACTGTGGGCACCACGCCGACGAGTACATGGTCGGGCTCCGCGCCTGG
GGCATCATCACGGACGACCGGCTGAGCGACAAGGTCGTCGCCACCATCCCCGCACCAAGC
TCGGCGTTCGCCTGATGGCCGGCCTCCTCGCCGCGTTCGAGAAGGCCGTCGAGGAAGGCA
CCAACAAGCAGGTCGAGGTCGGCGTCGACGACGCCATCATCGCGACCGGCCGCGCGATCG
CCAAGTCCATCGACGACATCCTCGCCGACCCCGAAGCCTCCGCCACCGACAAGACCAAGG
CGCTCTACCTCGCGCCCCACCTGGTCGCCATCCTCCGCGAGCTCCTGGCCACGCCGGCCG
CTCGCAAGCAGATGGGCCTCGCGGCAGCCGACACCAAGAAGGCCAGCCGCCTCCAGCTCA
TGAAGGATCAGGCGAAGCGGGCGCAGCAGAAGGAGTAACCC