##gff-version 3
##sequence-region Mycobacterium_phage_HokkenD 1 113067
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	1	1269	108.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0001;transl_table=11;phrog=6012;top_hit=JF937101_p149;locus_tag=Mycobacterium_phage_HokkenD_CDS_0001;function=DNA, RNA and nucleotide metabolism;product=DNA helicase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	1269	1871	33.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0002;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0002;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	1887	3299	97.9	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0003;transl_table=11;phrog=6025;top_hit=p148717 VI_10485;locus_tag=Mycobacterium_phage_HokkenD_CDS_0003;function=other;product=DNA methyltransferase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	3308	3946	60.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0004;transl_table=11;phrog=6565;top_hit=JF957059_p143;locus_tag=Mycobacterium_phage_HokkenD_CDS_0004;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	3943	4266	66.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0005;transl_table=11;phrog=762;top_hit=NC_022325_p79;locus_tag=Mycobacterium_phage_HokkenD_CDS_0005;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	4266	5033	46.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0006;transl_table=11;phrog=1649;top_hit=MF358541_p179;locus_tag=Mycobacterium_phage_HokkenD_CDS_0006;function=other;product=metallo-phosphoesterase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	5045	5524	13.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0007;transl_table=11;phrog=7030;top_hit=MF133445_p144;locus_tag=Mycobacterium_phage_HokkenD_CDS_0007;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	5487	5858	38.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0008;transl_table=11;phrog=2174;top_hit=NC_022065_p115;locus_tag=Mycobacterium_phage_HokkenD_CDS_0008;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	5855	6082	24.3	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0009;transl_table=11;phrog=12045;top_hit=MF919512_p155;locus_tag=Mycobacterium_phage_HokkenD_CDS_0009;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	6079	6267	-0.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0010;transl_table=11;phrog=6926;top_hit=NC_004688_p160;locus_tag=Mycobacterium_phage_HokkenD_CDS_0010;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	6279	7610	162.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0011;transl_table=11;phrog=968;top_hit=NC_021309_p89;locus_tag=Mycobacterium_phage_HokkenD_CDS_0011;function=DNA, RNA and nucleotide metabolism;product=RNA ligase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	7620	8330	90.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0012;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0012;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	8398	8934	69.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0013;transl_table=11;phrog=192;top_hit=NC_026597_p76;locus_tag=Mycobacterium_phage_HokkenD_CDS_0013;function=DNA, RNA and nucleotide metabolism;product=DNA polymerase exonuclease subunit
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	8931	9197	8.3	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0014;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0014;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	9254	9850	3.7	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0015;transl_table=11;phrog=6611;top_hit=MF919504_p161;locus_tag=Mycobacterium_phage_HokkenD_CDS_0015;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	9944	10147	12.0	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0016;transl_table=11;phrog=33475;top_hit=NC_023738_p145;locus_tag=Mycobacterium_phage_HokkenD_CDS_0016;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	10327	10572	18.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0017;transl_table=11;phrog=1042;top_hit=NC_026590_p123;locus_tag=Mycobacterium_phage_HokkenD_CDS_0017;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	10637	11347	94.7	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0018;transl_table=11;phrog=12019;top_hit=JF937090_p170;locus_tag=Mycobacterium_phage_HokkenD_CDS_0018;function=other;product=MazG-like pyrophosphatase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	11344	11829	44.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0019;transl_table=11;phrog=2252;top_hit=JX483874_p24;locus_tag=Mycobacterium_phage_HokkenD_CDS_0019;function=lysis;product=endolysin; inhibits RNA polymerase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	11843	12076	11.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0020;transl_table=11;phrog=1738;top_hit=NC_023744_p35;locus_tag=Mycobacterium_phage_HokkenD_CDS_0020;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	12073	13233	127.5	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0021;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0021;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	13230	13472	12.7	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0022;transl_table=11;phrog=17002;top_hit=JF937090_p174;locus_tag=Mycobacterium_phage_HokkenD_CDS_0022;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	13526	13711	15.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0023;transl_table=11;phrog=3699;top_hit=NC_028843_p97;locus_tag=Mycobacterium_phage_HokkenD_CDS_0023;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	13986	14240	36.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0024;transl_table=11;phrog=7852;top_hit=JF937101_p179;locus_tag=Mycobacterium_phage_HokkenD_CDS_0024;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	14237	14455	30.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0025;transl_table=11;phrog=6690;top_hit=MF668284_p168;locus_tag=Mycobacterium_phage_HokkenD_CDS_0025;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	14600	14755	18.3	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0026;transl_table=11;phrog=6972;top_hit=NC_028876_p177;locus_tag=Mycobacterium_phage_HokkenD_CDS_0026;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	14752	15552	60.5	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0027;transl_table=11;phrog=1649;top_hit=MF358541_p179;locus_tag=Mycobacterium_phage_HokkenD_CDS_0027;function=other;product=metallo-phosphoesterase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	15533	15766	11.7	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0028;transl_table=11;phrog=4319;top_hit=MF133445_p143;locus_tag=Mycobacterium_phage_HokkenD_CDS_0028;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	15742	16008	5.7	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0029;transl_table=11;phrog=6710;top_hit=NC_028876_p179;locus_tag=Mycobacterium_phage_HokkenD_CDS_0029;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	16005	16214	12.7	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0030;transl_table=11;phrog=2279;top_hit=MF919541_p113;locus_tag=Mycobacterium_phage_HokkenD_CDS_0030;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	16211	16543	11.3	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0031;transl_table=11;phrog=7149;top_hit=NC_028876_p181;locus_tag=Mycobacterium_phage_HokkenD_CDS_0031;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	16859	17020	-4.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0032;transl_table=11;phrog=10954;top_hit=MF919512_p186;locus_tag=Mycobacterium_phage_HokkenD_CDS_0032;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	tRNAscan-SE_2.0.12	tRNA	17358	17429	60.8	+	.	ID=Mycobacterium_phage_HokkenD_tRNA_0001;transl_table=11;trna=tRNA-Gly(TCC);isotype=Gly;anticodon=TCC;locus_tag=Mycobacterium_phage_HokkenD_tRNA_0001
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	17803	18102	33.3	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0033;transl_table=11;phrog=6811;top_hit=MF919512_p188;locus_tag=Mycobacterium_phage_HokkenD_CDS_0033;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	18111	18314	21.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0034;transl_table=11;phrog=5035;top_hit=MH051255_p72;locus_tag=Mycobacterium_phage_HokkenD_CDS_0034;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	18314	18670	52.0	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0035;transl_table=11;phrog=3962;top_hit=NC_023699_p78;locus_tag=Mycobacterium_phage_HokkenD_CDS_0035;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	18730	18924	6.9	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0036;transl_table=11;phrog=13129;top_hit=MF919504_p186;locus_tag=Mycobacterium_phage_HokkenD_CDS_0036;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	18925	19335	18.9	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0037;transl_table=11;phrog=6796;top_hit=NC_023738_p169;locus_tag=Mycobacterium_phage_HokkenD_CDS_0037;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	19328	19546	26.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0038;transl_table=11;phrog=6895;top_hit=MF668284_p185;locus_tag=Mycobacterium_phage_HokkenD_CDS_0038;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	19698	19844	10.6	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0039;transl_table=11;phrog=9825;top_hit=MF919504_p190;locus_tag=Mycobacterium_phage_HokkenD_CDS_0039;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	19876	20028	8.7	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0040;transl_table=11;phrog=2437;top_hit=MG962361_p44;locus_tag=Mycobacterium_phage_HokkenD_CDS_0040;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	20028	20177	11.8	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0041;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0041;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	20349	20663	49.3	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0042;transl_table=11;phrog=1584;top_hit=MG009575_p96;locus_tag=Mycobacterium_phage_HokkenD_CDS_0042;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	20684	20974	27.9	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0043;transl_table=11;phrog=3851;top_hit=NC_002656_p67;locus_tag=Mycobacterium_phage_HokkenD_CDS_0043;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	20971	21174	22.9	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0044;transl_table=11;phrog=4550;top_hit=NC_026605_p72;locus_tag=Mycobacterium_phage_HokkenD_CDS_0044;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	21174	22502	170.5	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0045;transl_table=11;phrog=1358;top_hit=MG983742_p56;locus_tag=Mycobacterium_phage_HokkenD_CDS_0045;function=moron, auxiliary metabolic gene and host takeover;product=FtsK/SpoIIIE-like protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	22499	22954	48.4	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0046;transl_table=11;phrog=8582;top_hit=JF937090_p206;locus_tag=Mycobacterium_phage_HokkenD_CDS_0046;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	23024	23245	14.2	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0047;transl_table=11;phrog=12795;top_hit=MF919534_p198;locus_tag=Mycobacterium_phage_HokkenD_CDS_0047;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	23242	23526	37.1	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0048;transl_table=11;phrog=7603;top_hit=MF072690_p199;locus_tag=Mycobacterium_phage_HokkenD_CDS_0048;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	23523	23786	53.3	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0049;transl_table=11;phrog=5798;top_hit=NC_004685_p77;locus_tag=Mycobacterium_phage_HokkenD_CDS_0049;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	23783	24631	141.9	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0050;transl_table=11;phrog=4873;top_hit=NC_004685_p87;locus_tag=Mycobacterium_phage_HokkenD_CDS_0050;function=DNA, RNA and nucleotide metabolism;product=Ku-like DNA end binding
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	24628	24810	22.9	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0051;transl_table=11;phrog=10058;top_hit=NC_028876_p209;locus_tag=Mycobacterium_phage_HokkenD_CDS_0051;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	24871	25026	19.4	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0052;transl_table=11;phrog=5326;top_hit=NC_023578_p54;locus_tag=Mycobacterium_phage_HokkenD_CDS_0052;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	25023	25283	37.7	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0053;transl_table=11;phrog=6772;top_hit=NC_028876_p211;locus_tag=Mycobacterium_phage_HokkenD_CDS_0053;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	25294	25794	27.8	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0054;transl_table=11;phrog=14492;top_hit=NC_028876_p212;locus_tag=Mycobacterium_phage_HokkenD_CDS_0054;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	25791	26315	75.0	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0055;transl_table=11;phrog=4006;top_hit=NC_022969_p135;locus_tag=Mycobacterium_phage_HokkenD_CDS_0055;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	26692	26985	32.4	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0056;transl_table=11;phrog=6826;top_hit=MF133445_p206;locus_tag=Mycobacterium_phage_HokkenD_CDS_0056;function=DNA, RNA and nucleotide metabolism;product=HTH DNA binding protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	26982	27491	40.5	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0057;transl_table=11;phrog=7112;top_hit=NC_026584_p210;locus_tag=Mycobacterium_phage_HokkenD_CDS_0057;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	27488	27694	24.2	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0058;transl_table=11;phrog=6989;top_hit=NC_028876_p219;locus_tag=Mycobacterium_phage_HokkenD_CDS_0058;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	27886	28113	25.3	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0059;transl_table=11;phrog=7949;top_hit=NC_004688_p215;locus_tag=Mycobacterium_phage_HokkenD_CDS_0059;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	28110	28262	16.8	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0060;transl_table=11;phrog=7107;top_hit=NC_004688_p219;locus_tag=Mycobacterium_phage_HokkenD_CDS_0060;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	28265	28411	5.0	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0061;transl_table=11;phrog=7092;top_hit=NC_004688_p220;locus_tag=Mycobacterium_phage_HokkenD_CDS_0061;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	28450	28722	1.8	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0062;transl_table=11;phrog=7456;top_hit=NC_004688_p221;locus_tag=Mycobacterium_phage_HokkenD_CDS_0062;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	28719	29072	7.7	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0063;transl_table=11;phrog=2582;top_hit=NC_004688_p222;locus_tag=Mycobacterium_phage_HokkenD_CDS_0063;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	29268	29396	-7.1	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0064;transl_table=11;phrog=7156;top_hit=MF668284_p220;locus_tag=Mycobacterium_phage_HokkenD_CDS_0064;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	29393	29641	15.0	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0065;transl_table=11;phrog=10092;top_hit=MF919512_p230;locus_tag=Mycobacterium_phage_HokkenD_CDS_0065;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	29649	29951	30.2	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0066;transl_table=11;phrog=4958;top_hit=NC_023738_p198;locus_tag=Mycobacterium_phage_HokkenD_CDS_0066;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	29948	30400	49.3	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0067;transl_table=11;phrog=1915;top_hit=p14726 VI_04348;locus_tag=Mycobacterium_phage_HokkenD_CDS_0067;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	30397	30660	30.0	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0068;transl_table=11;phrog=7422;top_hit=MF919512_p232;locus_tag=Mycobacterium_phage_HokkenD_CDS_0068;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	30797	30934	8.5	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0069;transl_table=11;phrog=25435;top_hit=MF919534_p225;locus_tag=Mycobacterium_phage_HokkenD_CDS_0069;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	30927	31154	12.1	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0070;transl_table=11;phrog=7570;top_hit=MF919512_p234;locus_tag=Mycobacterium_phage_HokkenD_CDS_0070;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	31157	31447	18.8	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0071;transl_table=11;phrog=13154;top_hit=NC_022066_p220;locus_tag=Mycobacterium_phage_HokkenD_CDS_0071;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	31444	31665	8.3	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0072;transl_table=11;phrog=9404;top_hit=NC_026584_p227;locus_tag=Mycobacterium_phage_HokkenD_CDS_0072;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	31668	31868	3.8	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0073;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0073;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	31873	32046	19.0	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0074;transl_table=11;phrog=1438;top_hit=KX507362_p91;locus_tag=Mycobacterium_phage_HokkenD_CDS_0074;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	32043	32180	7.6	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0075;transl_table=11;phrog=8447;top_hit=NC_026584_p230;locus_tag=Mycobacterium_phage_HokkenD_CDS_0075;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	32211	32546	45.3	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0076;transl_table=11;phrog=16840;top_hit=NC_026584_p231;locus_tag=Mycobacterium_phage_HokkenD_CDS_0076;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	32858	33061	0.3	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0077;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0077;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	33058	33246	19.3	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0078;transl_table=11;phrog=28991;top_hit=NC_026584_p233;locus_tag=Mycobacterium_phage_HokkenD_CDS_0078;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	33283	33573	17.0	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0079;transl_table=11;phrog=3414;top_hit=KX550443_p85;locus_tag=Mycobacterium_phage_HokkenD_CDS_0079;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	33612	33782	15.7	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0080;transl_table=11;phrog=3574;top_hit=MF668284_p236;locus_tag=Mycobacterium_phage_HokkenD_CDS_0080;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	33862	34173	33.3	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0081;transl_table=11;phrog=10286;top_hit=NC_031277_p82;locus_tag=Mycobacterium_phage_HokkenD_CDS_0081;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	34187	34387	18.5	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0082;transl_table=11;phrog=7804;top_hit=MF668284_p237;locus_tag=Mycobacterium_phage_HokkenD_CDS_0082;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	34411	34671	38.1	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0083;transl_table=11;phrog=10953;top_hit=JF937090_p242;locus_tag=Mycobacterium_phage_HokkenD_CDS_0083;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	35731	35958	15.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0084;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0084;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	36015	36704	72.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0085;transl_table=11;phrog=7579;top_hit=JF937090_p2;locus_tag=Mycobacterium_phage_HokkenD_CDS_0085;function=head and packaging;product=terminase large subunit
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	36773	37024	25.5	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0086;transl_table=11;phrog=10095;top_hit=JF937090_p3;locus_tag=Mycobacterium_phage_HokkenD_CDS_0086;function=head and packaging;product=terminase large subunit
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	36999	37373	20.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0087;transl_table=11;phrog=1808;top_hit=p216073 VI_00047;locus_tag=Mycobacterium_phage_HokkenD_CDS_0087;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	37764	40346	277.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0088;transl_table=11;phrog=2506;top_hit=KJ595575_p183;locus_tag=Mycobacterium_phage_HokkenD_CDS_0088;function=DNA, RNA and nucleotide metabolism;product=exonuclease
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	40348	40536	5.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0089;transl_table=11;phrog=502;top_hit=p140989 VI_04865;locus_tag=Mycobacterium_phage_HokkenD_CDS_0089;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	40533	41756	130.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0090;transl_table=11;phrog=12;top_hit=p213127 VI_06558;locus_tag=Mycobacterium_phage_HokkenD_CDS_0090;function=head and packaging;product=portal protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	41753	42856	200.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0091;transl_table=11;phrog=7053;top_hit=JF937090_p9;locus_tag=Mycobacterium_phage_HokkenD_CDS_0091;function=head and packaging;product=head maturation protease
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	43002	44366	256.0	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0092;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0092;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	44484	45212	70.0	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0093;transl_table=11;phrog=12406;top_hit=NC_026584_p14;locus_tag=Mycobacterium_phage_HokkenD_CDS_0093;function=moron, auxiliary metabolic gene and host takeover;product=glycosyltransferase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	45224	45718	28.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0094;transl_table=11;phrog=3297;top_hit=NC_009820_p102;locus_tag=Mycobacterium_phage_HokkenD_CDS_0094;function=other;product=kinase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	45715	46245	50.9	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0095;transl_table=11;phrog=9361;top_hit=NC_009820_p103;locus_tag=Mycobacterium_phage_HokkenD_CDS_0095;function=other;product=methyltransferase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	46242	46907	37.0	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0096;transl_table=11;phrog=9549;top_hit=NC_023728_p103;locus_tag=Mycobacterium_phage_HokkenD_CDS_0096;function=moron, auxiliary metabolic gene and host takeover;product=glycosyltransferase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	46919	47746	126.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0097;transl_table=11;phrog=4447;top_hit=NC_004685_p36;locus_tag=Mycobacterium_phage_HokkenD_CDS_0097;function=moron, auxiliary metabolic gene and host takeover;product=glycosyltransferase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	47743	48444	95.3	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0098;transl_table=11;phrog=1721;top_hit=KT321476_p208;locus_tag=Mycobacterium_phage_HokkenD_CDS_0098;function=moron, auxiliary metabolic gene and host takeover;product=galactosyl transferase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	48482	49036	43.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0099;transl_table=11;phrog=7153;top_hit=NC_028876_p18;locus_tag=Mycobacterium_phage_HokkenD_CDS_0099;function=other;product=zinc-finger protease
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	49045	49347	43.0	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0100;transl_table=11;phrog=6896;top_hit=NC_028876_p19;locus_tag=Mycobacterium_phage_HokkenD_CDS_0100;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	49685	50434	70.3	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0101;transl_table=11;phrog=7009;top_hit=NC_028876_p21;locus_tag=Mycobacterium_phage_HokkenD_CDS_0101;function=moron, auxiliary metabolic gene and host takeover;product=glycosyltransferase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	50434	50691	22.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0102;transl_table=11;phrog=6852;top_hit=MF133445_p22;locus_tag=Mycobacterium_phage_HokkenD_CDS_0102;function=connector;product=head-tail connector protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	50692	51261	55.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0103;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0103;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	51258	51602	28.9	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0104;transl_table=11;phrog=1531;top_hit=MH001449_p8;locus_tag=Mycobacterium_phage_HokkenD_CDS_0104;function=connector;product=head closure
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	51603	52052	47.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0105;transl_table=11;phrog=2325;top_hit=KJ829260_p48;locus_tag=Mycobacterium_phage_HokkenD_CDS_0105;function=tail;product=minor tail protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	52049	52465	43.9	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0106;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0106;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	52749	53015	44.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0107;transl_table=11;phrog=7000;top_hit=NC_004688_p30;locus_tag=Mycobacterium_phage_HokkenD_CDS_0107;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	53056	54060	183.9	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0108;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0108;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	54155	54661	86.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0109;transl_table=11;phrog=621;top_hit=MG099936_p15;locus_tag=Mycobacterium_phage_HokkenD_CDS_0109;function=tail;product=tail assembly chaperone
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	54887	59785	585.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0110;transl_table=11;phrog=2337;top_hit=NC_022325_p54;locus_tag=Mycobacterium_phage_HokkenD_CDS_0110;function=tail;product=tail length tape measure protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	60018	62006	188.3	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0111;transl_table=11;phrog=2839;top_hit=NC_023733_p123;locus_tag=Mycobacterium_phage_HokkenD_CDS_0111;function=tail;product=tail sheath
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	62017	63234	96.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0112;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0112;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	63506	64015	69.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0113;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0113;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	64060	64911	120.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0114;transl_table=11;phrog=4120;top_hit=NC_030932_p24;locus_tag=Mycobacterium_phage_HokkenD_CDS_0114;function=tail;product=minor tail protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	64908	66836	267.0	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0115;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0115;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	66829	68334	207.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0116;transl_table=11;phrog=382;top_hit=NC_021324_p57;locus_tag=Mycobacterium_phage_HokkenD_CDS_0116;function=tail;product=minor tail protein with lysin activity
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	68361	68750	25.0	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0117;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0117;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	68766	69572	67.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0118;transl_table=11;phrog=19068;top_hit=MF919512_p42;locus_tag=Mycobacterium_phage_HokkenD_CDS_0118;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	69689	73789	624.3	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0119;transl_table=11;phrog=34846;top_hit=MF919512_p45;locus_tag=Mycobacterium_phage_HokkenD_CDS_0119;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	73856	74182	60.3	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0120;transl_table=11;phrog=3888;top_hit=KJ829260_p74;locus_tag=Mycobacterium_phage_HokkenD_CDS_0120;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	74183	75601	170.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0121;transl_table=11;phrog=317;top_hit=MF919504_p48;locus_tag=Mycobacterium_phage_HokkenD_CDS_0121;function=lysis;product=endolysin
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	75601	75981	38.0	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0122;transl_table=11;phrog=2424;top_hit=MF919504_p49;locus_tag=Mycobacterium_phage_HokkenD_CDS_0122;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	75978	76850	105.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0123;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0123;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	76853	77143	34.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0124;transl_table=11;phrog=7023;top_hit=MF919504_p51;locus_tag=Mycobacterium_phage_HokkenD_CDS_0124;function=lysis;product=holin
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	77143	77538	31.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0125;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0125;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	77535	77780	21.5	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0126;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0126;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	77871	78131	22.6	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0127;transl_table=11;phrog=16977;top_hit=JF937090_p57;locus_tag=Mycobacterium_phage_HokkenD_CDS_0127;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	78168	78359	14.3	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0128;transl_table=11;phrog=15919;top_hit=JF937090_p58;locus_tag=Mycobacterium_phage_HokkenD_CDS_0128;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	78356	78706	31.0	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0129;transl_table=11;phrog=11375;top_hit=p61420 VI_00905;locus_tag=Mycobacterium_phage_HokkenD_CDS_0129;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	78706	78828	16.1	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0130;transl_table=11;phrog=1155;top_hit=JX307705_p72;locus_tag=Mycobacterium_phage_HokkenD_CDS_0130;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	78825	79241	49.5	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0131;transl_table=11;phrog=6812;top_hit=MF919534_p55;locus_tag=Mycobacterium_phage_HokkenD_CDS_0131;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	79301	79462	12.8	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0132;transl_table=11;phrog=6527;top_hit=MF919534_p56;locus_tag=Mycobacterium_phage_HokkenD_CDS_0132;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	79467	79817	69.8	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0133;transl_table=11;phrog=1223;top_hit=JX889246_p46;locus_tag=Mycobacterium_phage_HokkenD_CDS_0133;function=DNA, RNA and nucleotide metabolism;product=nucloid associated Lsr2-like
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	80070	80534	39.1	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0134;transl_table=11;phrog=33311;top_hit=JF937090_p64;locus_tag=Mycobacterium_phage_HokkenD_CDS_0134;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	80531	81004	49.9	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0135;transl_table=11;phrog=13421;top_hit=NC_022067_p67;locus_tag=Mycobacterium_phage_HokkenD_CDS_0135;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	81075	81275	25.8	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0136;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0136;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	81272	81445	14.8	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0137;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0137;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	81442	81819	34.7	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0138;transl_table=11;phrog=6520;top_hit=NC_023690_p61;locus_tag=Mycobacterium_phage_HokkenD_CDS_0138;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	81816	82058	34.6	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0139;transl_table=11;phrog=8333;top_hit=NC_023690_p62;locus_tag=Mycobacterium_phage_HokkenD_CDS_0139;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	82055	82342	22.3	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0140;transl_table=11;phrog=8070;top_hit=NC_023690_p63;locus_tag=Mycobacterium_phage_HokkenD_CDS_0140;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	82335	82535	16.4	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0141;transl_table=11;phrog=7881;top_hit=NC_023690_p64;locus_tag=Mycobacterium_phage_HokkenD_CDS_0141;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	82535	82738	29.3	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0142;transl_table=11;phrog=3381;top_hit=NC_011288_p50;locus_tag=Mycobacterium_phage_HokkenD_CDS_0142;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	82735	82941	17.2	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0143;transl_table=11;phrog=8004;top_hit=JF937101_p70;locus_tag=Mycobacterium_phage_HokkenD_CDS_0143;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	82938	83153	14.6	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0144;transl_table=11;phrog=6864;top_hit=NC_028876_p68;locus_tag=Mycobacterium_phage_HokkenD_CDS_0144;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	83323	83616	27.4	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0145;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0145;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	83613	83978	33.7	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0146;transl_table=11;phrog=14412;top_hit=MG962361_p86;locus_tag=Mycobacterium_phage_HokkenD_CDS_0146;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	83971	84387	35.8	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0147;transl_table=11;phrog=1573;top_hit=NC_028923_p85;locus_tag=Mycobacterium_phage_HokkenD_CDS_0147;function=other;product=DNA methyltransferase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	84384	84752	40.4	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0148;transl_table=11;phrog=2021;top_hit=MF190168_p49;locus_tag=Mycobacterium_phage_HokkenD_CDS_0148;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	84745	85029	17.6	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0149;transl_table=11;phrog=647;top_hit=MF155936_p56;locus_tag=Mycobacterium_phage_HokkenD_CDS_0149;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	85026	85523	17.9	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0150;transl_table=11;phrog=10992;top_hit=MF133445_p74;locus_tag=Mycobacterium_phage_HokkenD_CDS_0150;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	85520	85756	7.0	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0151;transl_table=11;phrog=2632;top_hit=MH051257_p63;locus_tag=Mycobacterium_phage_HokkenD_CDS_0151;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	85756	85851	0.3	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0152;transl_table=11;phrog=9921;top_hit=MF133445_p76;locus_tag=Mycobacterium_phage_HokkenD_CDS_0152;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	85848	86192	57.0	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0153;transl_table=11;phrog=2060;top_hit=JF937098_p63;locus_tag=Mycobacterium_phage_HokkenD_CDS_0153;function=other;product=DNA methyltransferase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	86192	86356	15.8	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0154;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0154;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	86466	87695	157.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0155;transl_table=11;phrog=216;top_hit=p381219 VI_06799;locus_tag=Mycobacterium_phage_HokkenD_CDS_0155;function=integration and excision;product=integrase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	88547	88939	34.0	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0156;transl_table=11;phrog=17997;top_hit=MF919512_p83;locus_tag=Mycobacterium_phage_HokkenD_CDS_0156;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	89003	89209	25.5	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0157;transl_table=11;phrog=16735;top_hit=MF919512_p84;locus_tag=Mycobacterium_phage_HokkenD_CDS_0157;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	89213	89401	33.0	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0158;transl_table=11;phrog=1673;top_hit=MG770214_p47;locus_tag=Mycobacterium_phage_HokkenD_CDS_0158;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	89496	89750	1.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0159;transl_table=11;phrog=14562;top_hit=MF919504_p88;locus_tag=Mycobacterium_phage_HokkenD_CDS_0159;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	89781	90041	33.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0160;transl_table=11;phrog=6736;top_hit=MF668284_p84;locus_tag=Mycobacterium_phage_HokkenD_CDS_0160;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	90034	90330	11.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0161;transl_table=11;phrog=6237;top_hit=NC_022057_p101;locus_tag=Mycobacterium_phage_HokkenD_CDS_0161;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	90327	90668	25.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0162;transl_table=11;phrog=2060;top_hit=JF937098_p63;locus_tag=Mycobacterium_phage_HokkenD_CDS_0162;function=other;product=DNA methyltransferase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	90665	90853	15.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0163;transl_table=11;phrog=10600;top_hit=NC_026584_p91;locus_tag=Mycobacterium_phage_HokkenD_CDS_0163;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	90877	91056	0.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0164;transl_table=11;phrog=5323;top_hit=MF668284_p88;locus_tag=Mycobacterium_phage_HokkenD_CDS_0164;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	91053	91430	26.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0165;transl_table=11;phrog=10518;top_hit=NC_023738_p78;locus_tag=Mycobacterium_phage_HokkenD_CDS_0165;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	91797	92504	88.2	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0166;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0166;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	92610	93029	39.1	-	0	ID=Mycobacterium_phage_HokkenD_CDS_0167;transl_table=11;phrog=5301;top_hit=p166315 VI_04146;locus_tag=Mycobacterium_phage_HokkenD_CDS_0167;function=transcription regulation;product=transcriptional repressor
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	93310	93534	24.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0168;transl_table=11;phrog=3642;top_hit=p184909 VI_05451;locus_tag=Mycobacterium_phage_HokkenD_CDS_0168;function=DNA, RNA and nucleotide metabolism;product=HTH DNA binding protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	93531	93776	12.5	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0169;transl_table=11;phrog=6903;top_hit=NC_028953_p94;locus_tag=Mycobacterium_phage_HokkenD_CDS_0169;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	93785	94144	53.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0170;transl_table=11;phrog=889;top_hit=NC_004685_p98;locus_tag=Mycobacterium_phage_HokkenD_CDS_0170;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	94145	94942	66.7	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0171;transl_table=11;phrog=3341;top_hit=p409936 VI_09851;locus_tag=Mycobacterium_phage_HokkenD_CDS_0171;function=other;product=esterase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	95058	95303	7.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0172;transl_table=11;phrog=5351;top_hit=NC_029074_p38;locus_tag=Mycobacterium_phage_HokkenD_CDS_0172;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	95396	95608	11.9	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0173;transl_table=11;phrog=6825;top_hit=JF957059_p97;locus_tag=Mycobacterium_phage_HokkenD_CDS_0173;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	95976	96275	37.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0174;transl_table=11;phrog=6612;top_hit=MF133445_p98;locus_tag=Mycobacterium_phage_HokkenD_CDS_0174;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	96262	96405	9.5	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0175;transl_table=11;phrog=7017;top_hit=MF133445_p99;locus_tag=Mycobacterium_phage_HokkenD_CDS_0175;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	96395	96730	4.3	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0176;transl_table=11;phrog=1571;top_hit=KY979240_p61;locus_tag=Mycobacterium_phage_HokkenD_CDS_0176;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	96727	96888	18.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0177;transl_table=11;phrog=10735;top_hit=JF937090_p108;locus_tag=Mycobacterium_phage_HokkenD_CDS_0177;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	96893	97099	10.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0178;transl_table=11;phrog=6853;top_hit=MF133445_p101;locus_tag=Mycobacterium_phage_HokkenD_CDS_0178;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	97096	97269	21.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0179;transl_table=11;phrog=6970;top_hit=MF133445_p102;locus_tag=Mycobacterium_phage_HokkenD_CDS_0179;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	97266	97547	21.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0180;transl_table=11;phrog=17375;top_hit=JF937090_p111;locus_tag=Mycobacterium_phage_HokkenD_CDS_0180;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	97544	97681	6.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0181;transl_table=11;phrog=17032;top_hit=JF937090_p112;locus_tag=Mycobacterium_phage_HokkenD_CDS_0181;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	97681	97836	11.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0182;transl_table=11;phrog=17659;top_hit=JF937090_p113;locus_tag=Mycobacterium_phage_HokkenD_CDS_0182;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	97829	97993	4.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0183;transl_table=11;phrog=2221;top_hit=MG099953_p67;locus_tag=Mycobacterium_phage_HokkenD_CDS_0183;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	97994	98224	43.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0184;transl_table=11;phrog=8695;top_hit=MF668284_p108;locus_tag=Mycobacterium_phage_HokkenD_CDS_0184;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	98221	98508	29.7	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0185;transl_table=11;phrog=18450;top_hit=JF937090_p116;locus_tag=Mycobacterium_phage_HokkenD_CDS_0185;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	98505	98888	44.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0186;transl_table=11;phrog=478;top_hit=NC_030936_p106;locus_tag=Mycobacterium_phage_HokkenD_CDS_0186;function=integration and excision;product=site-specific recombination directionality factor RDF
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	99088	100047	112.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0187;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0187;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	100047	100367	53.6	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0188;transl_table=11;phrog=572;top_hit=MH020241_p54;locus_tag=Mycobacterium_phage_HokkenD_CDS_0188;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	100364	100639	14.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0189;transl_table=11;phrog=5905;top_hit=MF668284_p112;locus_tag=Mycobacterium_phage_HokkenD_CDS_0189;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	100693	101064	36.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0190;transl_table=11;phrog=1389;top_hit=NC_008265_p31;locus_tag=Mycobacterium_phage_HokkenD_CDS_0190;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	101072	102595	23.9	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0191;transl_table=11;phrog=116;top_hit=p321505 VI_05690;locus_tag=Mycobacterium_phage_HokkenD_CDS_0191;function=other;product=DNA methyltransferase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	102765	102956	0.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0192;transl_table=11;phrog=16528;top_hit=p228771 VI_05733;locus_tag=Mycobacterium_phage_HokkenD_CDS_0192;function=other;product=DNA methyltransferase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	103064	103285	6.0	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0193;transl_table=11;phrog=14515;top_hit=NC_014461_p65;locus_tag=Mycobacterium_phage_HokkenD_CDS_0193;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	103275	103589	46.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0194;transl_table=11;phrog=6638;top_hit=NC_022066_p117;locus_tag=Mycobacterium_phage_HokkenD_CDS_0194;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	103882	104199	31.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0195;transl_table=11;phrog=6984;top_hit=NC_022066_p118;locus_tag=Mycobacterium_phage_HokkenD_CDS_0195;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	104177	104491	22.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0196;transl_table=11;phrog=7097;top_hit=NC_022066_p119;locus_tag=Mycobacterium_phage_HokkenD_CDS_0196;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	104501	105427	97.3	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0197;transl_table=11;phrog=505;top_hit=NC_008194_p89;locus_tag=Mycobacterium_phage_HokkenD_CDS_0197;function=other;product=polynucleotide kinase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	105593	106069	11.0	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0198;transl_table=11;phrog=307;top_hit=GQ303265_p23;locus_tag=Mycobacterium_phage_HokkenD_CDS_0198;function=DNA, RNA and nucleotide metabolism;product=endonuclease VII
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	106074	106298	8.9	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0199;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Mycobacterium_phage_HokkenD_CDS_0199;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	106295	107050	41.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0200;transl_table=11;phrog=1590;top_hit=MF919537_p97;locus_tag=Mycobacterium_phage_HokkenD_CDS_0200;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	107047	107340	32.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0201;transl_table=11;phrog=762;top_hit=NC_022325_p79;locus_tag=Mycobacterium_phage_HokkenD_CDS_0201;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	107382	107573	25.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0202;transl_table=11;phrog=11819;top_hit=JF937101_p134;locus_tag=Mycobacterium_phage_HokkenD_CDS_0202;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	107574	108131	15.7	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0203;transl_table=11;phrog=1568;top_hit=NC_015584_p84;locus_tag=Mycobacterium_phage_HokkenD_CDS_0203;function=DNA, RNA and nucleotide metabolism;product=DNA binding protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	108128	108487	39.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0204;transl_table=11;phrog=572;top_hit=MH020241_p54;locus_tag=Mycobacterium_phage_HokkenD_CDS_0204;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	108574	109254	99.9	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0205;transl_table=11;phrog=6706;top_hit=NC_026584_p135;locus_tag=Mycobacterium_phage_HokkenD_CDS_0205;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	109275	109994	61.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0206;transl_table=11;phrog=5852;top_hit=JF957059_p128;locus_tag=Mycobacterium_phage_HokkenD_CDS_0206;function=DNA, RNA and nucleotide metabolism;product=DNA polymerase/primase
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	109991	110239	17.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0207;transl_table=11;phrog=5254;top_hit=NC_028876_p138;locus_tag=Mycobacterium_phage_HokkenD_CDS_0207;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	110226	110417	0.9	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0208;transl_table=11;phrog=9183;top_hit=NC_028953_p139;locus_tag=Mycobacterium_phage_HokkenD_CDS_0208;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	110414	110536	19.1	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0209;transl_table=11;phrog=6817;top_hit=NC_028876_p139;locus_tag=Mycobacterium_phage_HokkenD_CDS_0209;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	110536	110844	45.9	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0210;transl_table=11;phrog=2495;top_hit=JN699013_p17;locus_tag=Mycobacterium_phage_HokkenD_CDS_0210;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	110864	111253	49.8	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0211;transl_table=11;phrog=4195;top_hit=MF919504_p143;locus_tag=Mycobacterium_phage_HokkenD_CDS_0211;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	111250	111573	37.7	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0212;transl_table=11;phrog=6530;top_hit=MF072690_p138;locus_tag=Mycobacterium_phage_HokkenD_CDS_0212;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	111570	111842	15.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0213;transl_table=11;phrog=15149;top_hit=MF072690_p139;locus_tag=Mycobacterium_phage_HokkenD_CDS_0213;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	111839	112192	30.7	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0214;transl_table=11;phrog=664;top_hit=MF072690_p140;locus_tag=Mycobacterium_phage_HokkenD_CDS_0214;function=DNA, RNA and nucleotide metabolism;product=DNA binding protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	112189	112434	5.2	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0215;transl_table=11;phrog=780;top_hit=MF072690_p141;locus_tag=Mycobacterium_phage_HokkenD_CDS_0215;function=unknown function;product=hypothetical protein
Mycobacterium_phage_HokkenD	Pyrodigal-gv_0.3.2	CDS	112431	112658	23.4	+	0	ID=Mycobacterium_phage_HokkenD_CDS_0216;transl_table=11;phrog=13593;top_hit=MF919504_p147;locus_tag=Mycobacterium_phage_HokkenD_CDS_0216;function=unknown function;product=hypothetical protein
##FASTA
>Mycobacterium_phage_HokkenD rotated=True rotated_gene=repA
TTGAGAGACCTTTCCCTCATAGGGGAGGGCGGACGCAATTCCGCCCTCAATAATGCTGCG
CTGAAACTCGGACGCCTTCCTATTTCCAGGGAAGATCTCCGGAAGCTGCTGATCGACGCC
TGCTACTCCAACGGCCTCGTTGACGACGACGGGCTCAACTCGGTCGAGGCCACCATCGAA
TCGGCCTTCAGCAAGGCTGACAGGGACGGGCCGCGGATGATCCCTGAGCGCCCCGCATCC
CTAGTGCCAGCAGCGGTTGAGGCCCCGGTCGTCGTAATGCCTGACCCGGAAACCCTCCGC
GGTGTCGATTCGCAATTTCGCAGCAGATTTCTGAGTGTCAGCGACATCCAGAACATGCCC
AAACCCGAGCCCTTGATCGAGGGGGTGTTCAACCGGGGGTCCACCGCACTCCTTTATGGC
CGGTGGGGCACCTCCAAGTCCTTCATCGCTCTGGATTGGGCATGCTCGCTAGCCACAGGA
CGCAACTGGCAAGGCCGCGAAACCGAGAAGGTCAAAGTTCTGTATGTAGTGGCGGAGGGT
GTTGCCGGCTTCTCTAGCCGCATTAACGCGTGGGAAACGGCCTGGCGACAAACGCTGGAG
GAAGGTTCAATTACCTTTCTGCCGGTACCCGTGAACCTAATGTCCCAGGACGTTGGGGCG
CTCGTGGAGGACATCAAGGACTACGGTTTCGAGTTCATCGTTTTGGACACGATCGCGCGA
TGCACAGTCGGCGCTGAGGAGAACTCCGCAAGAGATGTCGGCATCGTCATTGATTCAATG
ACCCGCCTCATGGACGCGACGCCCGATCACCGCGGGTGCGTCCTGGGCATCCACCACACA
GGCAAGGATGAGAAAACTCTAAGAGGATCGTCCGCTTATGAGGGCGGCGTCGACACCGTC
TACTTCGTGGAGCGGGGCAATGGCATCACATTGACCTGCAAGAAGCAGAAGGACGCCCCA
GAGGGGGATCGGCACACCCTTCGGCTTCAGCCGATCGACGGCACCGATTCCTGCGTCATT
CACTCGTTCACCGGCCCCGACGTCGAAGAAGATGCCGAGGCGCTGGACAAGCTGAGGCGA
ATCATGTCGCAGATGTTCCCCAACGGGGTGAGTAACTCGGAGTTGCGCACCGTCGCCCTG
GAGCAGGGGATGACACAGTCCAGCCTCGCCAGGGCCCGCGCGGAGCTTATGCGCCAAGGG
TGGCTCATAAACACCGGCAACGGCTCCCGGCAATTCTGGGAGATCAAGCACGTAAATGGA
ATGTTCTAATGGATTCTAACGTAGAAATTTGGCGCGATATCCCGGGCTACGAGGGCCTTT
ACCAGGCGTCCAGCAAGGGTCGAATAAGGTCTCTAGACCGCGAGGTCACCCAGATGCACC
CTAGCGGCAAGGGGATGATGACCCGCCTGTGGAGGGGTCGAGTGTTGACCGTGGGAGCAT
ATAGCGGTGAGCGCTACCGCGTCGCACTCTCTCGCGATGGCGTTCGAGAGCAAAAGGGTG
TCGCCGTCCTTGTTGCACTCGCGTTCCACGGGGTGCCGCCGGAGGGCAAGAATCACGCAT
TGCATCGGGATGGCGATATGTATAACAACCTTCCCGAGAATATCTACTGGGGCGACGCCA
GCGACAACATACAGGACACGATCCGCCATGGCCGACATCGTGGCGTGACTAAGACCCATT
GCCCCCATGGCCATGCGCTAGATGGCAACAACCTGCACATCAACTCGACCCTCCAGTCGC
GAGCCTGTAAGGCGTGCAGGCTCGCCAATGCCTGGGCGCACGCCCGAAAGAAGAGGGGCA
TCGAGACCCCGGCAGACGCGAAGCGCGCGTACGCCGACCGGCGATACGCCGAGATTATGA
ACCACCAATGAACGGAATGTTCTGAAGTGAATAAAGTTGATATCCGCCCCGGCGACTGCC
GGGACGTCTTAGCGAGTTTTCCTGACGCCAGTGTCGATGCAATTCTCACAGACCCGCCCT
ACGAACTGGGATTCATGGGCAAGAAGTGGGACAACTCGGGTATCGCTTTCGACGTCGAGA
TGTGGGAGCAATGCCTGCGGGTCCTCAAGCCCGGTGGGCACCTGCTCGCCTTCGGCGGCT
CCCGCACCTGGCACCGGCTGACCGTGGCCATCGAGGACGCGGGCTTCGAGATTCGCGACT
CGATCGCGTGGCTCTACGGCAGCGGGTTCCCGAAGTCGCTCGACGTATCGAAGGCCATCG
ACAAGGCAGGGGGCGAGTCCCCGCAAAGGCAGGCTGAGGTCCTGCGAAATGCCAGAACTC
GGGCGGGGCTATCGAGAGGCGAGGTGGCCGAGCGGATCGGGTGCACTCCCTCCTCGGTCA
GGGACTGGGAGGAGGGGAGATCGCGGGCGGTCGGACGATCCCTCGAATGGATCACACCGT
CTCCTGAGTATCGCGACAGGTTGGCAGATCTTCTCGGATACACATCCGACGAGCGACGTA
TCACCGGGGCGTCTACCGACCGCCGGGGTGACGGGACGGTCATCGGCCTGGGGCACTCCG
GGGTGAAATACGGCACCGACGCCTCAACGGAAGCTGCGAAGCAGTGGCAGGGATGGGGTA
CCGCGCTAAAACCATCGTTTGAGCCGATCGTGGTCGCGCGCAAGCCTCTCGTAGGCACGG
TGGCGGCGAATGTCCTGGAGCACGGTACGGGGGCGTTGAACATCGACGCCTGCCGCATCG
GCGACGGCTCCGAGTCTCAGGGGCCGCGCGACTCGTCCGAGCCTAGCGCCACACGACGCT
ATACCAGCAGCGGCGCTGTGAACATCGCCGCAACACCAGGACCCCGCGGGGGATCGCCAT
CCGGCCGCTGGCCGACGAACGTGGTGCTCGATGAGGCCGCCGCTGCGGCACTTGACGAGC
AGAGCGGCACCCTCAAGAGCGGTGACCTGGCTGGAAGTAAGCGCAACACCGCTGGCGGCA
ACGGCATCACCCACGGCGCAATGACTGGCGTCGTCGGCCAGTCCTACGCCGATTCCGGTG
GCGCGTCGCGGTTCTTTCCGGTCTTCAAGTACCAGGCCAAGGCGCCCACCAAGGAGCGCC
CCAGCTACGTCAACGAAGACGGTGCCAAGGTCGTGCACAGCACCGTGAAGCCCTTGACCC
TGATGCGCTGGCTCGCTCGGCTCGTGTGCCCTCCCGGTGGGGTGATCCTTGATCCTTTCG
CCGGGTCGGGAACCACGGTGGAGGCGTGTCTTCTCGAGGGTTTCGACTGTATCGCCATTG
AAAGCGAAGCCGACTACATCCCGCTTATTGAGCAGCGGATTGAAAGGGTCGGCGCATAGG
AGCCCCCATGGAGTCATGCTGGCATTGCAATAGGGACGTGCATGAGGCCCCGCTAACCGA
GCGAGTGGCGAAAATGTACGACCGCCACTCTTTCGATCTGGAGTATTCGGCCAAGGAAGA
TGATTCCCCGATTATCTGCCTTGGGTCGGGTGCGATAGGCCCGGCGCGGCCGAGGACGTG
GAGTAACTCCACATGGAAGACTGTCGCCTACGCCATGGCGGACCTTGCCGCAATCCAAGG
GGCCTCGTACGTGTCCGGGGCGTATCTCTCGCAGTTCGCAAGCAGCCTCGAAAAGTTCGC
CGCTGCCATAGGTGAGTGGTCGGTCAAGAGCCAAGACCACTCAACCACTTACACGCTCAA
GGCTCATTCGGCCGCCCCATGGCACGTAACGGCATGGGATGAGGCTTGGAACTTTCTTGG
CACCGTATCCGAGGAGCCGAAAAAGTGCGAACTCCCCGACGATATCCCGGAGATCGAATT
CGGCCCCAAGAACTGGGTGAAACCGGAGAGTTATCCGGTGCTGTATCCCATGGCATTGCC
GACTATGGGGTGGAAAGAAGAGATCCCCCTGCCGGAACTTCCCAAAACCGATTACAAGAA
GCTCGGCGAGAAGCTGAGCGAGAAATTGACATGGAGTTTCAAATGAAAACCTCGGAATTT
GTAGCGAGCGCGCGCGACGAGATCTACCGGGGCTGGACGAAGAACAGCTACCGCAATGAT
CAGGGCGTGTGCATCCTCGGCGCCCTCGACCGGGTGGCGCTGCACAACCTCCACCTCGAT
ACGGAGGAGACGGTGAAGGCCCGCGCCAAGGCCGAGGCGGAAATCAAGAAGATGGCCAAG
GAGCTCTTCCCGGACGTCTGGGATGGTGATATCCCGGCGCTCAACGACCGCTACGACACC
ACTAAAGAGGATGTTCTCGCCCTCCTGGATAAGACTACGATCGGCCTGGAGGAAAAGGGC
GAGTAATGATCCCCGACCCGAAGCGTATCGCTGTCGTTGGGGACCTGCATGGAAATCATG
TGTGGGCGCCTCGGATTGTGGAGCACGTCGCGAGCAACGGTTGCGACGTTATTGTCCAGG
TTGGCGACTATGGGCTGTGGACAGACGGACCAGGGCTGAAGCTATTTCAGCGCCGCCTTC
ACGAGGCCCTCGTTAAGCATGATGTCACGTTGTATTGGCTTGACGGAAATCATGAGGACT
TCAATAACATCCATAGCCGCTTGAAGGGTCGCGAGGCCCAGCCGCTCTACAAGGCGTTCC
CCCGCATCGTCCATCTGCCTCGCGGTTTCCGCTGGGAGTGGTGGGGCAAGACGTGGATGG
CCCTGGGCGGTGCCGCCTCGGTCGACCGCCTGGCGCGCACACCCGGAAAATCGTGGTGGC
CCGGGGAGTTGCTGTCTGACGAGGACGTGGAGTTCGCATCCCGCCCCGGGGGTGTGGATG
TCATCGTGTCTCACGATTGCCCATACGGCGTGGACATTCCCAAGATCGGTATCGGCACAC
CGAATGCCGATAGCGACTGGCCGTATGTGACCCTCGTGGAGTCGGGGGAGCACCGCCGAC
GGGTTCGGGACGTAGTTGAAGCCACGCGCCCCACGCTGATTGTTCACGGCCATTACCACC
TCCGCTATCAAGCGTTTTATCAGTATGGCGATGGCAGTAGGTGCCTGGTCCAGGGTCTTG
ACTGCGACGGTTCCGACTATGCCCGCGGGTGCCTATTCCTAAGCAAGCCCTAGCAAGGTG
GCGCATGAGAAAAACTTCCCAGCACAGAAGCAATCTCCGCAATTGGATAGTGCAGGCCCA
TGCCATAGGCGGAAGAGTTCTATGCGGCGAGTGTGGCGTAGAACTCACCGAGGAAACAGT
CACCATAGGCCACTGGCCGGTGCCCGCATACCTCGGTGGGACATGGACCCGCAATAATGT
CCGACCGGAATGCTTCGAGTGCAACGCCGGCGAGGGTTCCGCGATGTCCAGACTCCCCGC
GAAACTCGTGTGGGAGATTGTCTACGAGCGGGCCACCGGGTTCATCTACTTAGAGAAGAT
GAAGCGGTTGGGTTTAGCGCCGATCAAAGTGTCCCCGAATTTTGGAAAAGTCCACCGCAA
AGCCGTAAAGATGGGCAAGGGGTGGGCGGCGATGCCCAAACACACCCCCTACCGCCCGCG
GATGTGGCGGATATCAGGAGAATGTCTTGAAGAAAAAGCTGAAGGTAACCCTGTATTCCA
GTGATAATGGAATCCGGAGCGCCATAAGGACCGCGTTCAGTGGCGCGGGCTATGACCTCC
TCGAGATCACTGATGCCTCCAAGGCCCCTCGGGTGGATCTCAACGAAGAGCAGCAGCCGG
GGACGATCGGCCGCCTCCAACTCCCCGAGCGGGTAGACGCCGTGGTCACCAAGACGGGGC
TCAATGCGCGGGTCGAAGGCTTGGCGGCTTCGTTGGCGCTCAAGCAGTCCAGGAACGATG
TCTACTGCTACGTCATTCCCGAGGCGCTCGATGCACTGCGGGCCAGGCTCGATCGCATGG
GTGAATTGGTTATCGCGGGAGGCGACCAAGCCAAATGAATGAAGACAATCTCGTCCAAAT
GAACATCCCGATCAGCAATCCGCTGTATCAGTGGGTTTGCGAGCAGCGCTTTGATAAGCC
CATTCCGTACATCACCCTATCGGTGGGTGGGGTCGAGGCGCGACTCGCCCTAACGCAAGT
CAGATCACTTCAGTATCGCTACGACCTGGACTGCGAGACCCATGTCGAAACCGAGTGGAG
GCTGTTGGGGGGCGCGCCGTGATCACCCTTTTCTGGATATACCTATCCTTCGGAATCATC
TCAGGCGTCTTCATAGGGAGCGCCTATTTTCTTGAGCACCCCAATAAAGAGGGCGCGCTC
GAGTCTTTAGCCATTGTCCTGGTCACCACCGCCGCTTGGCCATGGGTCGCCTGGGTCGCC
ATCGGCGATCTTCTCAAACTTCGATAACGGAGAAAGCCTTGAAATTCGATCCGCCCGCCA
ACAGCAACTACGCCTGCATGGTTGTGAAGATCCCCGCGACCATTACCCTGCCGGGGTTGG
ACAATTTGGTTGGGGTTCCAGTTTTGGGCCACCAGGCGCTCACCCAGAAGGATAAACAGG
CCGGCGAGCTGGCCTTGGCGTTCACCGCCGAGACGCAACTCTCCGAGGAGTACGCCGCGT
ACAACAATCTGTTCCGCGACTCCTCCCTGAACCGCGACCAGGCCGAGAAGGGTTATCTTG
AGGCCAATCGCCGGATCAGAGCACTTAAGCTCCGCGGCCATCGCAGCGACGCCCTTTTGA
TGCCGCTGGAGTCCATCGCCTACACGGGCGTGGACATTTCCCAGCTGCAAGAGGGTGACG
TTTTCGATGTCGTCAACGGCCACGAGATCTGCCGCAAGTATGTCCTCCCGGTGAACAAGC
CCAATGGCCGCAGGGCCGCCAGCACCAAGATGGCAAAGGCCTTTAAGCGCGTCGACACCA
AGCTCTTCCCTGAGCATTTGGCGACGGACAATTTCTGGCGCAACAGGCATGAACTTAAGC
CCGGCCGGGAAATCGTGATCAGTCAGAAATTGCATGGAACAAGTCTTCGCGTAGGGCGAG
TGCCTTGCCTGCGCCAGAAGGGCCGCGTGGAGCGATTCCTGAACCGCTGGTTCCCGACGC
CGGACTACGCCTTTGATGCCGTCTACGGCTCTCGAAAGGTGATCAAAGATCCAGGCGACG
CCAACAAACAGCATTTCTACGACTTTGACCTCTGGTCGTGGTACGGCGAGAAGATTGCCG
ACCTTGTGCCTGAAGGCTACTTGGTGTACGGGGAGATCATCGGCTACCTGCCAGGCACCG
ACACCCCGATCCAGAAGAACTACACCTACAACCTCCCCGTCGGGGAATGTGAGCTCTACG
TCTACCGGGTGGCCACCATCAACACCCAGGGAACCCTTGCGGATCTTCCTTGGGACGCGG
TGAAGGAATTCTGCCTCGCCCGTGGGTTGAAGTGGCCCCCGGAGATGGGTCGCGTCTCCT
TCGGGCCCGAGCAACCGTGGACCGCCGAGGACCTTGAGCAGTATGTCAACGACATGATGG
ATATGCGCTACGCCGACCACTACGACGCGCACATTGGCGAGTCTGAGGAGTTGGCCGCGA
TCTTTGATCGACCCGTCCCATTGTCCGATAAGAAGACGGTGGACGAGGGCGTGGTGCTGC
GCCAAGAGGGTATCGTCCCCGTTTTGCTAAAGGCTAAGGCTCCGGCGTTCCTTCTTCATG
AAACGAAGCTCCTTGACGCCGAAGAGCAAGACATCGAATCCGCCGCATAGGAGTTTTGAT
TGAACGACTGGGACGAGGCCCGCAAAAAGAGCCTGGAACTCCAAAAGCTGGAACTCGACG
TTGAGAACGCCAAGCTGGATCTCCGCCGGCTCGCCGCGGAGGCGGAGGAGAAAGAGCACC
AGGCGGCGCTGGCCGCCATCCGACTGCGGGAGGCCGAGGCGGCAGAGACCGAGCGGGACT
GTTCGGATGCCGCCAACTACACCTATCGGTTTGCCGACGAGGTGGATGACGACTCGATCT
TCGCCTTGATGGACACGGTGAACTCCTGGCACCGCGCCGATGCGGAGTCGAAATGGAACC
TCATCATCGACTCACCGGGCGGAATTTGCAATTCGGGCTTCCACGCCATCGACCAGTTGA
TCGAGTATTCGGTGTGGGGTGGCGGCTCCCACTACATCACCATGACGGTGAGGGGTATGG
CCGCCTCTATGGGTGGAATCATTCTCCAGGCCGCGGACGAGAGGGTTATGGGCCGAAACG
CCCAGATCCTCATTCACCCGATCTCTTCGGGCCTGTACGGGAGCCGCGGCGAACTCCACG
ACTACCTGGAGCGCACCGAGTTGCTCACCAAGCAGGCGGCGAAACTCTTCAGACACCGGG
CGGGGAAGAAGCTCCCCAAAAAGAAACTGAACAAGGCGCTTATGTATAAAGACTGGTGGA
TCGGCGCCGAAGAGGCTTTGCGGTTAAATCTCGTAGATCGGATTGGGTAGTGAACTACAG
GTGCAATTACTGCTCGCATGGCATGGTGACACTGAGAGACTTGAGGAAGGCTGTTTCATG
AGTCGCAGCATCGTAGTGGTCGATACGGAAACTGGGGGCCTTGGACCTAACGCCCCCGTA
CTGGAGATTGCAGCGGTCAATATCGAGACGGGGGAGGAATTTCGCGTCGTCCCGTTCCTC
ACGGCGGCGCAGCTCTCCTCCTGCGAACCCGAGGCGCTGGCCATCAACCGATTTTATGAG
CGTCGGGTGTTCGCGGACATGCTGGAGAATGCCGAGGGAAACAAGAATGCCTTCGACTGG
CTACGCAACATGCTTGACGGAAACGTGTTCGCGGGCTCAAACCCGGCATTCGATGCGCCA
CTGATTGCCAAGCTGCTGAATGGTGAGCCGTGGCATCATCGCAAGCTCGCGCTGGAATCT
TACGCAGCGGGCGTCCTCGGCCTGCCGCTCGACGATCTCCCGGGCCTGAATACTGTGTGC
GAACTCCTCGGGGTGGTGAACGAAGAGGCGCATTCCGCACTGGGGGATGCGCGGGCCACG
GCCGAGTGCTTCCGGATTCTGCAGGCCCTGGCCAAGCAGAATCGGGCGCGATGACCGACT
ACCGCACGGGGCTCTCCATCGCCCCGGTGAATGATGACCTTGGCAGCATCTATGACGCCA
TCTTCTACGGCGGCCGAGAGGTCGGGGCAATCACGGATTGGCGGTACGAGCCTGAGCCTA
ATTGGTACATGCCAGGCGCGCGGCGGAGCCCGAGGGCGGTAATCGCGCTGACGATTCAGT
TGACACCCCGGGCCGCCGCCCCCAAGCCCAAGCGCCGGACATACACAGAAGCCTATGGAT
TGAGGAGGCCGAGATGAGCGAAGCCTTGAAGACCCGCGGGGGCTGGAAAGACGTCGAACG
ACCACATTCATAAATGTCGTCGAACGACAACAGGGGGGTTGGGTTGGGCGAGGTCAAACA
CGGCAGGGACGACAAGCTTGAGGCGGATGCCGACAAGTGGCTCGCCCGGGGCGTCGGGAA
GAATAAGCGCGGCCTTGAACGCGACCTCGAAAAGGTTCGTTACGAATCAGGTTCCGTTTC
TGCGGCCGAGTTGAGGTTTTACGACCCTACCAACAACTGGGATAGTAAAGATTCGGCGTA
TACAATTTACGTCGCGCCAACTGACCTTGAGGGCGTTGAGCCCACAGCATGCGCGGATGG
CAATGTCCGGGCCAGAAGCCGCGAGGACCCCAACTTGCCCGATGGGACCTGGGGCAGGGC
CGGCGCGGAAGAACTGAAGGGTATGCGTCGCCACGTTGAGGATGACGATAGCGGCGGATC
AACTTTCGAGTTCATTCCATTACTCGGCGCCAATGAGATCACGTCGGGGAAAGCGTGCAC
CAAATGTGGACTGAGGAAGCGGTTGGAGTACTTCTCTCCAGATTCGAGAAGCGGCGATGG
CCTGCACTCATGGTGCAAGCGATGCCGTAAAGAATCCGCGAGGAATGCCTACGTCAGAAA
AATTGAATAATCGCAGGTCAGGTTGGTAATTATTTTCAACCCGATAGTGGAGGGGAATAA
AAGATTTTCCACAGACTATAGAGGGTTGGGCTGAGCTATGGCGATGGGCGACGATGCACC
TCCGGAGCCCTGCCTGGTGGACGGTTGTTACGGGGATCGCATTTACGGTAGTTGCATGTG
CCGCGCCCACACAATGGCGGGCGCAAACCCTCTCGGCCCCGACGAGGAATGGACCTGCGA
ATGCGGCGGCTGGGACCCGTGGTGCGACCACGATGTCATCTTTGATGAGCCCTACCTCTT
AGACTAAACGGGGCCAGCCGGATAACCTCGCGAGCGCAAAGCCAAACAACCGGCACTAAA
GCCAGGTCGCTGCTCCCTGCGGGTAGAGCGGCGGCCCCGGCCGGTCCATCAGCCCCAGTG
CACGGGGGAGAGCAACCTGGTGGACCGGCCATCTCTTCTTTAGGGGTATTCAATGAAGGA
TGCTGCGTGAACGCCCGGGAGAAGTGGCTGCAGATCATAGCCGACATTGTCGAATATGAA
CTGTGTGCCGATCAGGGCCAACTGCTCAGCGAAGAGGCTGACAGGTGGATTGAACGCTCG
CCAGTGCTCGCGAGAGGAATCATCCTGGGGGTCGGCGCGGCCCTCACCCTTCATTTAGCC
AACGCCATCCCGCCCAAGTGGGATGTCATCTCCAAGGGATTCTTCCTTTGGGGCCGTATT
CGTAATTATTGATCAAATCGCCAAACTCTAGGGGAACAGAGTGGCATCAAATCAAACCTG
GTACGTCGGGGGCCCGATGAGTCCGGAGTCTTTCGGACTTTCCGAGACCCCCGCCGACTG
GGACTGGAATCATCCGGCCTTCAACCGCGCCGCGGAACGCCTCCGCGCTCAGGGGCATAC
CGTCATCAATCCGGCCGAGCTCGATACCGAAGCTGGCGACGTCGGCGAACTCGAATGGCA
CGAGTATCTTCGCCGGGACATCAAGGTCCTGGCCGACTGCACCCATATTGCCATGCTCCC
CGGCTGGGAGAACAGCAAGGGCGCGCAGCTGGAGCACCACATCGCCCAGGAATTGGGCTT
GACGGTGGAATATCTCAACAACGCCGCCATTTGCATCCGGCCGTGGACTCCGCCCAACCT
CCTTGACGGAACGACCGAGTTCATGCGCCTGGGCCGCCAGAACACCAAGGGCGGCCAGTT
CAACGATCGGGATGTCCGCGAGCTTCGATACAACCTCCTGAAAGAGGAAATTTCAGAGTG
GGATACCGCCGACCTTGACGACGATCTCGTAGAGGTTGTTGACGGCCTCCTGGACATCAT
TGTGGTGGCCTGGGGGTCTCTGCTGGCATTCGTCGGCGAAGATAAGGCCAAGGCTGCTGC
TGCAGAGGTTGTCCGCTCCAATCTAGACAAGGTCAAGGGCGAGGGTCTGCCAACCTTCAA
TGCGGCCGGCAAGATCCAGAAACCGCCGGGTTGGCGTGCCCCCGACATCGCGGGGGTGCT
CGCATGAGTCGTGACCACGGCTTCGGCTCACTGGCGGGGCGGCCGAACCCCGCGGCATCG
GAGCACAAGGACACCAATCCCAAGGACGCTATAGGAATCGCCAAGGTGCCCTTCTCCACG
GTCCCCGCTCAGGTTATCGCCGAGGTGGGTTTGGCCATGATGGAGGGCGGCCTCAAATAC
GGCAGATTTAACTTCAGGGTCTCCGGAGTTCGAGCCACCGTCTACTATGACGCAGCCCTG
CGCCACCTCACCGCCTGGTACGAGGGGCAGGATATCGACCCCGACAGCGGCCTGCCGCAC
CTGGTGAAGGCGATTGCCTGCTTTGTCGTCCTTCGGGATAGCCAGATTCAGGGGAATTGG
GTGGATGACCGCCCACCAAAATCTCCTAACGACAACTGGGTCGCCGAGCTCAACGCTAAG
GCCGCGACCCTTCTGGAGAAGTACCCAAATCCCGTAGACGCATTCACGGAATTGAATAAA
CCGACCTAAAGGGGGAGCGACCATGTCGCTTACCGACAGGCTTGCCGCGCGGCGGCAACA
CGCAACACTTTCCAATCAGGGCTGCGCCACCTGCAAGTGGCTGGCCACCCGCTCCAATCA
GGAGCGCGCCGATATCGACGCATGGATTGATGCAGGGCTGTCTTTGACCCCTTTGCATGA
GGAATGTGTCGCCGAGGGTCTGCCGGTGGGCTTGTCCGCCTTTACGGGCCACGTCAGGAA
GTGTCATAAACGGTGAGCGACGAGAAGAGTTTGGGCGACCGCCTGGCGGAGCGATTGTCG
GAGCAAAAGCCCGACAACGCCCCCATTACGCCCCGCACCGAGTTTGACGGTTCAACGGGG
CATATCCAGACGGGGCCAATGGAAGAGGCGCCCGACGACTTCTCCGCATTGCTGGAACAG
TTCGGGTATGACCCGCAGAAGGTCAGGATCGTCGGCAACCCGCGCACGTCGCGTTGGCAG
GCTTTTGACGGCCGCTGGCTGACCGCCTACCGCTTCCATATTGCCCAGACGATGCCCGGA
CTGGATCTGCCGGCGCTTTACGCCGCCGTGGAGCGGGATCACGAGGTTCGCACCTCAGCC
CGCGTAGACGGCGAGGCTACCGTTGTGGTGGCTTGGGGCGACGTCCAGACCGGCAAGGTG
GATCACCTCGGCGGCATGGAAGAGCTCCTTCACCGCCTGCAGGACAAGCGTGACGCGCTG
CGCGAATACCTCACGCGCACCCCTCATGACCACATCGTGGTTGCCGATGTGGGGGACATT
ATTGAGGGCTTCGACAACGTCGATTCGCAGATCCGCACCAATGGCCTTTCCCTGATGGAT
CAGGTCGAGGTGGCGGCGACGGAGTTTTGGAAGACGATCAAGTTGTGCGCCGAGTTTGCG
CCGGTTGATGTCCTCTCCATCCCGTCCAACCACTGCGCCTGGCGCCGCGGCAGCAAGCAG
ATCGCGGGCCTACCCAACGATGACTGGGGTATCCACATCTCCAAGCGCCTGGAGGGGCTG
AGCAACGAGCTCGGCCTGGGCGTGAAGTTCCATCGCCCCGAATCCGAGTACCTGGAGATG
CTGGAGTTCGACATTCGCGGCACCCGCCTCGGATTGGCCCACGGGCATCAGGCGAAAAAT
CCGAAGAACGTTTGCGATTGGTGGGCGAAGATGTCCCACGCTGGCGAACTGTCTTGCGAC
GTTCTCCTCACCGGACACTTCCATTTCCCGACGTTCCGCCCCTCCGGCCGGAATCCTCGC
ACGGGCCGGACCAAGTGGCATGTGCAGTGCAGCACCCTCGACAACGGGTCCGCCTGGGTC
CGGAACGCCTTCGGTGAAGACGGCGACCCGGCTTTGACGGTGTTCACCATTGATGAGAAC
GGCTTCAATGTGAGTGGGTTCGCGCTGCTGTGACCCGCAAAAGGTTTGAGCCAACGGATG
AGGCTTGGGCGCTCTACGCCAAGGCGCTGGAAACCGAGGTCGCGGGGCCGCCTCCACCCC
TCGAAGAGGTCCTCTGGGAGCGCCTGGAGGAGTTGGAGCGCCGGGTCGCCCAATTGGAAT
CCCACCGCCACGTTATCGGCGACGGCATGATCAATGGCCGTTACGAGAAGTTCGCCACCG
GGGAGCCTATCGGCCCTCGTGAGGAAAGGTAGTCGTTTTGCACGACGAAGATTGCACCTG
CGGTATCCCCGAGGGCGCGGTGGTCATGAATGTTTTGACGGTTGTCGAATACATGACCGA
GGATGGCGAAATCTGGAAGGGCGACTTCTCCCACGATAGCGCCGGGAACGAAATGGACCA
CGGCAAACTTCTGGAGTTGTGCGAGTGGGCCCGCATGATCAGGTCAATGTCGATCATGGC
AGACATGATCCATGACCTAGAGGACGAATAACAACTAATCTTCAGGGGAACGAAGATATG
GCACGATTCCGAGATATTCGCCCTCAGCTCCTTAAGGGTGTGCACGAACAAGACTACGAC
AATCCGGCTACTCCGAAGTGGATCTCTCCACTGGCCTCTGGGTTTCTGATCGCCAAGGAA
CTGGGGATTGACCTCCCCACCCCCAAGCAGAATCGCCGCGGCCGTAGAGCCACTGGTGTG
CGCCGGATTCGCCGGCGCCTACCCAGCTTGGCCATTCCGAAGTCCCGGCAGCCCTGGAGG
GTGAAGTGATCCTCACGAACTCTCTGGGCGACGTGAAGTACGTTCTCGCCGTCGACGACA
CCCCAAAGAATCCTGTCGAGGGCTACGAGTCATACCGGGTTCGCGGCGGCGTCGCCCTCC
GTGACGCGCGAATTGTCGACGTCCCGCTGCCTATGCAGGTGACGGTGAAGCCCGGCTGGC
TGGAGGAGATGCGCAGCGGCTTCTGGCCCGGCGACGATGCCCTGCTCGCTTTCGAACTGC
TGAAGGATGCCGCCAAATGAGCAATGACAAGGTCCGCCACCGCGGCAAACCTGCCGAGCC
CTTCGCCGAGGTCGGCGCCCACGGGCGCATCACCCGCACAAAAGAGGATGGTCGGCTGCG
CATCACCCCCAAGGGTCATGGACTCCCGGCCATGGCTTACGTCTCCTGGAAAGACGGCGA
GTTCTTCACGTGGGAGAGGCTCGCCGACTTGACCTTCACGAAGGGTAAGCGATGAAGCGG
TGCGCAGCCTGTGACAACAGCCTAGAGGCGGATGAGCCGAGAGTCATGGTGAACGGCGAG
GCCCTGCACCCGTGGTGCGACCTCACGCCCACCAGCAAATACTGCGCCGATGACCGGTGC
CATTGGTGGAGGACGGATCATGCAGGAGAATGCGTCGTCTGACCTGCGCAAATGGCAGCA
GCCACTCACGCCCGAGGCTATCGAGTGGCTGTCGGTTCAGTTCGCGATCCTGCGCGATCG
GTTCCGGCCGTCCAAGCCCAAGGTCCGCTACCGTAAGGAATTCTGGGAACGATGATTGAG
CCCGAGCGGATTATGTTCCTTGGGGACACCCACGGCAACGCGGGGTGGGCCCGCCAGGCA
ATCGACTACGCGGCCGACAATGGCTGCGATGTTATTGTCCAGGTGGGCGACTTCGGCTTC
TGGAGCGATAACGCGGACACCGCCGCATTCCTAGCTATTACCCAGTCACGCCTGGCCAAG
CACGGCATCACCCTCTACTGGGTGGACGGAAATCATGAGGATCATGATCGCCTCGCGGCC
CGTCCGACGATGCAGAAGCCGCACCATCACAGGGGGCCGTGGAGCCTGCCCGACAGCCCG
AATATCATCCACCTGCCCCGAGGCTACCGCTGGCGCTGGTGGGGGCAAACTTGGATGTCA
TTGGGTGGTGCGGCCTCGGTTGACCGCCTCGCGCGGAAGCCAGGCAAATCCTGGTGGCCG
GGGGAGACCCTGACTGACGAGGACGTGGAGTTCGCTTCGCGGCCTGGCAATGTAGACGTC
ATCGTTGCCCACGACGCTCCTTATGGCGTGGACATCCCCAAGATTGGCATCGGCGAACCG
AATACCGACAGCGGATGGCCCTTCGTCGCCCTCTTGGAGTCCTCGGAGCATCGCCGCAAG
GTTCGCCAGGTGGTTGATGCCGTTCGGCCGCGGCTTTACGTACACGGCCATTACCACCTC
CGCTACCAAGCTTATTACCGGCTCCCTGGCGGGGACCGCACGCTGGTGCAGGGGCTCGAC
TGCGATGGCACGCCGGCACACCTGAGCACCATGTTCCTGAATAGGTCTACCCATGAGGAA
ATGGATAGCTAAGGCGCTACATCGGCTGGCGGTGAGAATCCATTCGGACGAGCATTCGGA
AAGAATACTCATCCTGGATGAGTACGAGATCATCCGCTGTCGCGTGGAGATCGCCGGGGA
CGACTCCCACGGCGTTGACTCCGAATATGACCTCCTACCTCCGGGCTGGACGGTTCAGCA
ATTCAGGGATGGGGAGCAGATTTGGACGAGTTGGAACCCGGGCTGATCGCCGCCTACGAC
CAGCAGGTTGCGGCGTGCGATGAGTGCTTGGATAAGTTTGTTGCGACTTTCCGGGCTTTG
GCGTTGGTCTTCGGTTCTACGGCGACCACGATTGAGTTTGCGAATGATTTTGTCAGGCGC
GCCGAGCTTGAGGCTAGCGGCGAGGCCACTGACGAGGATTTCGGCGTGAATGTCGAGTTT
TTGTCGAACCTTTTGACGGTTGCTATCAAAAGATTGGCGCAAGTATGATCCGCCGACCCA
ATGGAGACATGGTAGGCCCGCGCGACAGCGTGATCCGGGAATTGCTTACCGGTGAAGAGG
TGCCAGTCGAGGACTGGGTGATGGATCAGTCGGAGTTTGTTGACACGAACGTCTGGCGCT
ACTGCAAATGGTATGACCTTCCCCCGGAATTTTGGGTCGACAAGATCTATGATCACGTCG
GGGAGTGTGAGTGATATCCATTGCCCTGGTTGACGGCCGCCCAGTCACCCCCTGCCATAC
GGGCTGGCTGGTGGATGACACGGTGACCAAGGCCGCCCAGGCGGGGTTGACTTGGACCCC
GGAAGACGTGCATCAGCACATTCTGATCACGATGTTCGATTACCCTATACCGCCCGAGTT
TCAGTCTCGCTATGACCAGATGAATGCAGATTTGAAGCGGGTGGGTGATACGGTTTGCCA
TTGCGGCGCTCCGGGCGAGCGATACGCGGGTAAGAGGTACGCGGTGTGCCCGCCGTGCGC
CTATAGCGTGCATGAAACCTGCTATTGCAGCGAGGGCGAGTGAACGCAGTCCGTAGGCTT
GCCGCCCGCGTAGCGGTGACCGCTAGCCGAAAGACCGGCCGCCCCGTTGACCCTCGCGTG
GCCCAATTGGCGGCAGATGACGATTTTCTCCGTGCGTATCAATCGGAAAAGGCACGCAGC
CCGGGGGGCGCTACCCGACGGCAGGAGTGAGCGATGAACGCGTTGGGCGACAAAGAGGTT
TAGGCATGTGTCAGTTTTGTGAAGATTATCAATCTACGGCGTGCGCCCTATGGGATCTCC
TCTTCGAGGAGTTACGCGTGGCCATTGAGACCCCACTTGACGTGTCGGTGTTCCTCGGAT
GACGCAGCCTAGATTCATGCCCGGTCAACGGGTTAGGCGCACCACCGCCAATACCTCCCT
TGTCGGTACCGTGCGCGCCACTGACGGGCATTCGGCCCTCGTTGCATGGGATAACGGAAC
GATGGGCGCGCAGCCCGTCTCCGAGTTGCAAGAGTCCTAGCGGACCAAGAAGGGAACAGC
AAAAAATAGACCCCCCCAAGCCTCTCAACGATGCTAAAACGGGAGGGGCCGTGTGGTACA
CTAGATACTAGTTCCGGGCGCGCAACCCGGAAGGCGCGACAGAATGCCTGTATCCGCGTG
GATGCGGGGGCGGTGGCTCTCCTGCGGGCTCCCCCATATGCGCTGGGGGCGCTACGGAGA
GTTTGGGACACCGCGAACGGGAATTGGCGCAAGACCGGGAAACCGGGCCTTGATGCCCCC
CGTTGGGTTCGATTCCCGGGGATTCTGCTTCGCGCAAAGCCCAGGAGTGGTTGCCCTGTT
GAAAACTAGCAACCTACGCGCTTGTGGTCGAGTTGGAAAGACTCCTGGCTTCCACCCAGG
TTATGCAGGTTCGAGTCCTGTCGAGCGCTCGGAGGCTTAAGCTAACAAGCCGCCAGAAAC
TAAATTAGCCGATAGTTGGCAGCCCTAGACGTTAAATCACCCTGCCCGGCGTTCGCTTCC
GTCGTCAACCAGAAGCATGAACTTGGTCGGAGCTTTGTGACAGCGGGGTGGAATTAACCC
CAGGCCCTCCGACCTGGCCCTACCCCCGCCCGCCTGAATACAGGTAAGTCAGAGGGGCTG
ACTTCGAAGGTGGCGGGACTCAAAAGGGTTTACCCAGGACGGCCCACCTGGGGATCAAAA
ATGGGTAACGCGAGTTCCTGCCCGCCCCTCGCAAACAAGGGCGGTGCCGACTTTAAGGAG
GTCTTTCCATGCGTTAGGTAGCTAACAATGGAAGGAGCGGTAATGAGCCGCACATACAGG
GATCAGAAAAAGTATCTCTACAAACACCATCACGAAGTCTGCATGCGCAGCCATTTCTAC
CTAGACGATGGCTCCATGCGGTGGGGTTGGCGCGCGCACGACTGCGAATGCGCCGATTGG
TGGGACTGGGGCATGAAGTATTGCCCGGTTCCGAGTTGGTGGAATCGCGATGTCCGCCGG
GCGGAGCGCGCCTTCACCCGCAACAAGATGCAACGCGCCCGAGCGGGCCACCTCGACTGG
TCGGCCGTAGATGAAAAGCGTGGCGATACCTATTATTGGTGAGGGGATGCATGGCTGACT
ACTACACCCGCCACCACGGGGCGATTGACGGGCCATTCTCCAGCTATTCAGAAGCGGTGG
AGGATGGCGCGCCACTCCTGGACCTGTCCACCATCACAGATGATGGGCAGGCAATGATTC
GCCTCCTGGCCGATGATCCCGTGTTGCATGCGATCTTCGAGCTTGGCCGGCGGCTGGGGG
CGGAGGGTCTGTGATGACAGCCGGATGCGTATTCTGCCCGGACAACTGGCCCAACCTCGA
CATCGTGAAATACACGGGTACCGGTGCCATCGTCGTGCCGCTGAACCCCGTTGTCGATGG
TCACGTCCTGGTGATCCACCGCGCACACTCCGCGGACGCGGCGGCCGACCCAATGATCGC
CGCCGACCTGATGTGCGCGGCGGCGCTGTGGATTCACTACCGCGACATCCAGGCGAACAT
CATCACCTCGATCGGCCCGGCAGCCACGCAGACCGTGTTCCACACCCATGTCCACATCGT
GCCGCGCGCAGAGGGTGATGGCCTGCCGCTGCCCTGGACCCCGCAGCAACTGAGGACTTT
CAAGGGGTGATCCCCCTTCGGTATAGGCACCACCGACTGAACGGGCCCGAGACTTTACGA
GGGGCGTCTATGGGTTGTGTTTGCGGGCATCCCCAGCAGGATCACGAGTTTAAGATTCTT
TCGGTTCCGCTGGTGAACGCTAACCCTCTCTACAAGGTGCCCGCTACGGCGGTTGCCCAC
ATCGGGACGTTATACCCGAACGCCACATATGACGTCACGGAGTGTCATTGTGGCTGCACT
ATCTATGACGAACTAGGGGAATAGTTGTCTGTCTACGATGAGGCTGTCCAGTTGCTCAGG
GACAACATCGGCTCATTGCCTGACGATGAATTTGGCCATCTGAATTTGTTTCCATTTAGT
TACGAATCAGATGAGACGAACGGCCTGAAGCTCAAGGTTTGCATGTCGATTGCGAAGCTT
CTGCAGAACTCGGGCCTACTGGCCTCCGACGAGGCCGCGCCCGCCGTATCCAAGTCGGTG
CGGGTGTCTTGCAGCTCATGCGATACGACCCTGCTGTCCACCGTGGTCAGCGAGACGGGC
GGCGCCCCGGTGCCGGCCGCGGCGGTGATCTCCAGCCTTTCCAAGATGGATACAGCTTGC
CCGCACAAGGTGATGACGTTGGACGATCAACGGAAGATGATTCAACAGGCTATCGAGGAG
GCCGGCAATGAGTGAGCAACAGATTCAGGCTATGGGGTCGCTGTTTTCCCGCATGACCGC
GGAGACGGCCAATGAGGCACGCTTCACCGATGAGCAGGTTGCCGCTTTGATCGAGCTCTT
CGTCCCGCGGTTTGTCACCGAGGCGCCAGGCATGAAGCCGGCTGGCCTGAGTTGCCGGGT
AGACCGCGATGGCAAGGGCTGGACGATCAGGATTGACAAGCCGTGAACACGATAGCGATG
CTCTGGCATGACCTAGTGCTTCGTCACGGCGATGCGTGGGTCGAGTTGAATTTCAGCAAG
GCCTCCCGCAGGTTCGGCACCGTCATCGAGTGCCCATGCGGTAAGCGGTGGCTTTCGCGG
ATGCCCTGGTTTAGGGATTAGAGCTCGACGCGCTCTGAAGGGTCGTATCCGCTCCCTTTG
AAGTCGGCAATTATCTGGCAGTATTCGCACAGCCATTTGTTGTCGGTGGCTGCGCCCACG
TAAATGACACGGTTGCATTCCGAGCAGCGGGGCGGGTATTTCATTAATCCACCTTGTCGC
TCCAGCACGCGTCCATCAGCCACACACCTCGCATCCATAGCCGGTGGGATAAGAACTGGA
CTCGCCCATATGGCTCAAGTCTCGGGTGCCGGTTGCCTGTTTCAGTGCGACCTCGATAGA
ACCGCAAGCGGTGCACATGCCGTAGGTGGCGTCCGTGTTGAATGTCATCAGGCCTCCATC
TTCGCCAGGATTGCCAGCGCGTCGGCCAACCCGCTGGCCCGCCCCCCGCTGACTAGGCAG
TCCTCTTTGTCGCCGCGGGCCGTGGCTGCTTCGCAGAATCGAAGCCACTTTACGCGCTCG
ACGTTAATCAGGTCCATTGCATCGCTCAATGCGCTCACCTAAGTTCTCCTATCGCCGGAG
TGTTTCGGGGTCGAGTCGGATGGGCCTCTCGCACGACGGAATGTGGACACGCCGGTCCCT
ACCGCCCGTCTCGTAGACTCCGTTCAACTCGTCATCCGCGAACTCTCGTCCGCAGTCGTC
GCAGCGCATCACTTCACCGCCATAGCCAGCGCCACAACCCAGCCGATGAACGTCCAGCCG
AGGAACACGTTGATCACAGCGACAGGCTGCTTCAGCGACGCCTTCCGGTAGTACGCCACG
ATCGTCGGGACGAAGTACGCGGTCCCGAACACCACGAGCAGAGCGTGACCGGGGCTGATG
GACATCAGCACGATGAGCGCCACGATGGCTCCCAGAGCCAGCCAGCCCTCGATACGGCCT
TTCCGCTTGGCCGCGCGAGCAGCCGCGTCGGCTTGCGGGTAGTAGCCGGGTTGATACGCC
GGCTGATCCCAGATGTTGCTCATGAAGCCTCCTTTACACGGACTTAGCCGCCCTCATGAT
CCTGACCGCAACTGACGACGTAATCCCCGTTCGAGCTGAAGAAATCTCCGTCGTACTCGC
AGCGTTCACAGGTGTAACGAACGGTGTACCCGACGATCACCTCGCGCTGACGAGTGCGGT
CTGGGACGTAGACACCGGTACCGGCAGCCAGGTTAGGCGCGGTCAGGACCGTCTCTGCCT
CGATGGACTGTCCAATCATTTGATTTCCGCACAACTCGCACTTCCAGGTTTCGTTGTCGA
CGAAGTGGTGCTGGCAGATGTTCGGGTCCGTCACGATGCTGCCTCCTCTTTAGGTTTGCG
GGCCGCGTTGCAGCGACGCTTTTTGGCCAGGCCCAGCTCCACGAGCAACGGGCACGGGTT
GAAGTCCGCGGGCTGATATTCGCGGCGGAGAATATAGCTCAGGAACTCCCCAATTTCGCC
CATGATGTATTTGTCGCCGTGACGCTCTTCTCGTCCGCAGTCGTCGCAGATCATCAGTTC
TCCCTCAATGCTTGATCCCGCAGGACCTCCAACTGGTCCGCAAGCCAGATAAGCGTGTCG
CACGCATGCCCCAGCATCTCGGGGGTTTGGGTGAACATCTCCATCTTGCGGTTTTTACCG
AAGTATTTCCCTTCGAGACTGTGCATCGTCTCCAGGAAATTACCGTGGTTCATCCCCGTC
ATTCTAGCGGTTTCGATCAGCTGATCGAGAAAGAATTTCACGGGTACAGCGTTTGCGAGA
TCCTCCGGTTCGGGGTTGAGCTCGCGAACCTTTTCTTCAACCCGCGCGGTCACTCGCACA
TTGTTGACCGCCGCCTCAATCTCTCCGTCGGATACGAAAGCGCCCTGTATCCGGATGGCA
CCCCGCGCCCCCACGGGCAGGAATAACCCGTCACCCATTCCCATGAGCTGCTCGGCTCCG
CCCTCGTCCAGGATCACCCGGCTATCGGTGAGTGATGCTGTGGCGAACGAGAGCCTAGAC
GGCACGTTGGATTTGATAAGGCCTGTGACTACATCCACGGAGGGCCGCTGCGTCGCCAGG
ACGAGATGAATACCGGCTGCGCGCGCCTTCTGGGCGATGCGGACAATGTTGGCCTCGACT
TCTTTCTTGTAGCCGCCCATCATGAGGTCTGCGAGTTCGTCGACCACTACCACGATGTAG
GGGAGTCCGAGCTTCTCGGCGTGGCGCACGCCGGCTTCCTGCATCTGCCGGTACCGGTCA
TCCATCTCCACGGTGAGCCACCGCAGCGTCTTAACCGCCTCGTCGGGCTCGGTGACCACC
GGCTGCAAAAGGTGGGGGATACCGTTGTATGGGGTGAGTTCCACCATCTTCGGGTCGATC
ATGATGAGCTTGACCCGATCAGGATTGGCTCGGTAGAGCATGGAAACCAGCATCGAGTTG
ATGAAGCTGGACTTGCCCGATCCGGTGGCGCCAGCCACCAGCAGGTGGGGCATTTTGGCC
AGGTTCAGGGAAACGTCGTTACCCTCGACGTCTTTACCCACGGCGACGGTGAGCGGGTGG
TCATCCTCGGGGACGATCTGCTGCAACCGCACGGTCTGGCGTTCCGACCGGGGGAGTTCG
ATTCCTACGGCCGTTTTACCGGGGATGGGTGCAACCACCCGGACGCTCTCTGTTGCGAGC
GCGTAGGCCAACTGAGACTGTAGTTGTGAGACTTTCTGGATGCGCACACCGGGCCCCAAC
GCAATCTCGTAGCGCGTGACGCTCGGCCCGTCGGTGCGACCGGTTACCTTGGCCTCTATG
TCGAACTCTCGCAGCGCGGAGATGATCTGTGCTGCGGTGTCCTGCTCAAGCATTGTGGTC
ATTCCGCCTCCACGCTCTCGATAGCCTCTAGATTCCAGATACACCCACTGGCACAATCCC
ACGTGTAGTACCAGTGTGGGTCCATTCTCCTGGACCACTGGTAGGGCGCGATGATGATTC
CATCATAGTCGGCGGCGACCTTGCCCCAGTCGATCCAGTCGAGGATACCCCTGTTCGCAT
ACAGGTAGTGGAACGCATCGATGTCCGCGGGGGATTTCAGGTGCAGGATGTTTGCACTGG
GCACGAGAGTGACCCGGTGGCACACGGTGAGGTTGTCAAAGGAGAATTCTTCGCCCCGGC
ACCATGTCGGCCAGTCATCCTCGCCGGCAACGCTCACCCACAACCCTTCGGGCTTGTGAT
CCACCGCTTGGGTGTAGATCCGGCTCCGGTCGAGGGTGATCGGCGCGGCGGCGTACACCT
CCAGTCGAAGCTGGTCTAGACTGTGTTGCGACATTGGTAAGACTCTCTCTCGTGTGTACC
GGTGTCAGGGTGCCGTCCGATTGCCGTCGGGCGGCACCGCCTTTCAGATCCTGAAAACTA
CGCGCACTGTGTGTAGGTGTGCGTCGTCGTAATAGTGCAGCGGCTCGGGGTATCCCTCGA
GGGTCAACTCCCACCAGGTGCAGGCGCGCGACCACAGGTTGCTTTCGACGCGATAGACGA
CATTGTCTAGAACGACATGCGCGCCAGGTCGTACGAGGTCAATTGGTGTCATAGCATTGA
CGAGGGACATGCCGTCGTAGTTCACGCCTCCGCCTCCGAGGCGAACAGGGATCGGGGCGC
GGCCCAGTCCCAGCGGGCGCACTCGGCGCAGGGCTCGGGCTCGGCTCGCCGCGCATCCTC
CAGGGAGGCCTGCAGTGAGTCCACTTCTTCCCGTAGCTCCTCGATCAGGCACTTGGCGTC
ATGTTGCTTGTGGCGCAGCTCGGCGGTGTACTCGGCCAGTGCCCGATGGTCGACGCCCAT
GAATTCCTCAACCCATGCGGCAGTGAGGCGCGGCACGTCCTCGGCGCGCGTGTAGTGCTC
GCTCATGCGCGGAGCCTCTCGATGCGGTCCAGCTCAATGCTGAGACCTTCGACGCGCACC
GTGTCATCGCCGGAACCGAACCCGTGCAGCGTGCCAGTGAGCACGCGCCCGCGGTCAAAC
GTGACTTCGACGGGGCCGAACGCCCCTTCGGCGGTGATGTCCTCGACGGCTTCGCGCAGG
ATGGCGCCGAACGTGCCAACCCAGCCGTTGCCCGAGTTGCGCAAGTCCAGGTCGTAGTTT
CCGTCGTTGTCGTAGATGCGGCTCATGCCATTGCCCCCTCGTACTTGTCCACGATATCGC
GGGGGATGCGCCCGCGGGATGAGATTTTGAGCCCCTGAGCCTTGGCCCACGTCCGGATAT
CCGGCTTGGCCTGCTTGGGCTTTACGCTGGCCTCCAGCTTCGCCACCAGATCGGCAACGT
CGTCCGGTACCTCTACCGGCTCTAGCTTGGATTCCACCAGCGCCCGCAGTTCCACCTTGT
AGGTGTCCTGGTACTTGTCAGGGTTGAACGGCGCGGACAGCTCATCAACGAGCATCGCCG
CCACCTTCAGCTCAGCCTCGGACAGTTCCGGCTTGTTGTCGAGCTTGGGGAAATCAGGCT
CGCGGATCTCATCTGGCCACCGCAGCGTCTGCAACGTCAGAACCTCATTCTTGCCCGTCA
CACGCAACACCGCCAGGTGTTCCTTGCTCCGCAGGGTTACCCGTACGATGGCGACCTTGT
CGGCGTCTGCAAGCGTGCGAGCCAGCAGGGCGTAGGGTCGCACGGACCCCTCGGCATTGA
GGTAGTACGGGCGATCCAGCAGGATCGGATCGACCTCCCCGGCCGGCACGAACTCTACGA
CGTCAATCACCTTGTTGGTTTCGCTGGGCAGCTCTGCCAAGTCCTCATTGGTCAGTAGGG
CGGTTTGCCCGTCGACCTCGAACACCTTGCCCAGATCGGCCGTGTGGACCTGCTCACCGC
AGCATTCACAGATCTTGTGATACTTGATCCGCCCGCCGTCCTGGACGTGCGCCAGATGGC
CCTTCAGGTCGTGTTCCTCGGTGGCCGCGTACATCTTCACCGGCACATTGACCAACCCAA
AGTTGACCGCGCCTGTCCACACCGCTCTCATGCCTGCCCCCTCACTGTGTTGATGTAGTC
CAGCGCTCGCGTGACCTTTTTGCGAATGACGGTCGCCGGCGCGTCGACGGGGAGCATTTC
GAGTGCTGCCACCAATTCGCGGGCCGCAAGGTCGAGCTTGTAAGAATCGGCGTAGCGGGC
CGCCGCGGCACCCTGCTCGAATGAATCCATGATTTCTGCTCTCTCTCGATTTACCGGTAA
GTCTACCTAGTTGCCGCTAGGTGTCAATACTTAAATTACGTCGACCTCGGCGCCTTCGCT
GAACCAAATCTCATCGCCGGATGGATCGTGGAACGCCAACGTTTCCCAGTCGGGCGTGGT
GATGCGCGCGACCTCGAACAACTCCCCGCGTATCACGGTACCGATGGTTACCTCGTCGGC
TCTCATGCCACCCACGTCCTCATCTCGTACTCCAACTGCCCTTTGGCAATCTCACCCACA
GCGCGCAGCGCCAGCATGAGCGTCGGGAACTCTCCCCGGTAGTCCTCACCTACCCATAGA
TGAGTTCGGCCGTAGTTGTCAGATCCGAGTACTGCCAGCTCCCCATCGGGGAGGTAGCGC
GTCCAGTATTCGTGGAGCGCCTCGGGCTGATCCCACGGTTCCCAGTGCTGGAGCTCGGTT
GCGAGTGCTTTCATGGCGCCCATAATTTTCCTCCTAGAAGTCGACGTTTCGCAATTGATC
GGCAATCAGGCCGGCGAGCTGTTCGATGCTGGACACTTCCCGACCGGGGTGTCCAAGATG
ATTTAGCGCGCCTATCGAGTTCGGCGGGTACTGAACGTTGTCTACGCTGGTGTCGACCAG
TTCGATAGAGTCGCCCGCGCGTCGGAACATGAGGAACGCGAGTGCGTTATCGTCGGCATC
CTCAACAAAGATGTACGTGTTACTCGGGATGCCAAACGGGCCACTGGCACGGACGCTGTA
GTCAGGGAAGTGCGCCGCCAATTCTTCGGCAATAGCGCTCACGATCGCCAGCGGTCCGGT
CTCCTGGTACCGCCGCCGAGCCTTGCCCGCCCGCTTGCTTAGGTTCGCCGCCCGCTTATC
CAGTCGCGCCCGCGATAGCTCTAGCCGATCCTCGGCGGCGCGGATGGCGGCTAAATCCGC
GTCGATACTTGCGCGGACCTTGGCCTCTCTGCTTAGTATCTCGTCGAGCGTCACTTGTAT
TCCTCCGGCGCCTCGTCGTAGAGCGGACCAGTGAGGTAGTCGAGTACCGTTGAGAACTCG
CCACCGTAGCGGTAGACCTGCTCACCGCCCCAGTAGCCGGCGAGCTTGGCAGAGCCGTTC
GACAAGTCTTGGACAATCTCGATGTGCGGACCGCCCGTAGCGATGACTACAGCCAGCGGG
CGGCCAATCTTGACCTCGACCGACAGCGGCCATTCGCTGATGGGCGACTCATTGCCGTAC
TCGTCAACGATGGTGGGCTCACCGATCTCGAACGTATCGCGTTCAGCCTCCCAGTTGTCG
TGAGACTGTCCCGACCGCGCCTGCGCGATGGCAATCGCAGCCTCTTCTGAGTCCGCGATG
ATGTCGTCGTAGTTGTGGTCTACGGGTTCGTCGTAAGACTGCACTAGCCACCGATTGCCG
TACTCGCCCGACTCGATCTGTCGCGCGTATTCGCGGATGGTCTCGGCGGCGCGCTCCACG
TAGCCGGTGAGCATGTCCTTGGTCGATTCACTCATTTGTCCATAACTTTCTGTCGGTTGG
TGTGTGTCAATTCCGTATGCTTACGTCGCGCAGCGCTAATCATGCGTCGCGCATGATTGC
GGATCAATTCTGGACGTCGCGCCACGTCGTCTAGGTCAGCGCCACCGTCCGCCCATTCCT
GCCACAGTCCGCCGATTACATCGACGTGCCCGACGCATAGCTGTAGCGATCGTGCGTTTT
CTTGCCAGCGCACATAAAACCCGTCACGACCAACAATGATTGCGTTAGGCAATTTACCGC
CAACCGCCCAGGCCACCGGAATTCCCCTCGCGCTCAATTCGCTCATTGTCCCTAACTCTC
TCTTGGTTGGTATGCGTTAAGTCTATGTCAGTGTGGGTTAGGTGTCAACACCTAGACGAG
ATTGAATTTCAGCTCTTGCCCATTGACGCTCACCACGAGCTCGGCAGAGCCGCCGGCCGC
ATGGATGAACGCTGCCAGTCTGGACACCAGAAAATCCTTGCGACGTTCCATCTGGCGTAC
CGTAGACGCGATCTCTGCTCCGCCGCGGTATCCCCAAGCCTTACCTAGTTCGTACGGTGT
GAGGCCAGCCGCCTCACGTATTTGCGTGAGGTTGACGTGTTCGGCCGGTACATAGGTATC
GGTAAAGAATTCCTCATCGGTATCCATACCTAGAGTGTAGGTCACGACTCAACCTCGAGC
GATGCCATGGCGAATAGATATGGCGACATGAACGTACCTGGGTCTGTGACGTTGCGCAGT
GTCGCGACGATGGGCCAACCAACACGGTCGAACCAATGGTCGAACGTCTCGCCATCCTCG
TATGACGTGACGATTTCAAACGTGATATTCGGCTCGTCGCCGCCATACTCCAGCTCATAG
ACCTCGCCGCGGGCACCAATGCAGCCTTGCAGTCTGGCCACGATTGCGTCCGCTACCGCG
CGCGTGAGCCACCCATCAGCGTCGACATGGGCAGACCAATGGTCGGGCATGGCCTTGTCG
ACGAAGTAGCTAGATGTCGCTACATACTGGCGTGGGCCGTTGAACTCCGCATGGAACGCC
AATGGCTCAACCCATACGATGATGGCTTGACGCTCTTCTGTGTCTACCTCTAGGTAGCAG
TTGGCCTCATCGTCCAACGGTTCGCCCAGGTCCGCGAAAGCAGAAACGAGAGTGTCGGCT
GTAGCGCTCATCGCTGGATCTCCATCTTCCTGAGGGCGTCACGGAATCGGTACTCGTCGC
CGGTGTTAACCGTGCGGACATCCGCGGGTGACATGAAGTCGCCGGTTCCGCTGTCCAGCT
CCACCCACACGTAACCGCTGGTCGGATGAATATAGGTTGCCCATCCGGTATTTTCCGGAT
CGTTGTATACAAAGACTGCGTAGTAGATGTCCATCGCTCTTAACTCTCTTGGCTGGGGAG
TGGTGCGACTCCCAGTGTTGCGGCTCTCTTGACCGCGCGGGCAATGCTCATCGGATCAGA
CACTTGGATGTCCGACACCCTGTTGGGCAGTATGGTCCGCTTGACCACGATGCCAGGCAT
GGTTCGCCAGGTAGACCGTATAAGAGTCTCCCAGTAGTTCGTGCATCATGGCTTTGCCAC
CTGCTCGATCCACGCGTGGATACCGTGACTGCGTAGATCATCCAAGATCTCATCGCCGCG
CGGTGCCACATCCCAGCGGTCAAAATCCTCGATAAAGCTATCGGCCACCGTTTCCAGCGC
TTCGCCGTAGGAGTTGTGCAGGGTGACCGCCGGGGGATGGGCGTACCCATCGGCTTCATG
ATCAACGATAAGCACCCAGTAGAAATCGCTCACTGGTAGATCCTCCCGGTATCCATGAGG
TACTCGGACCACGACTGGAGACCGGCGCGCATCTCTGCGGCCATCTCGCGCGCGTCCAGC
TCATCGCGCAAGTCGCGCGGCGTGGGCTGACGCTTCTGGTACCGGATAGCTGCCTTGCTC
ATTGTCACTTACCCTTCTGAATCTCTGCTACTCGCTGCTTGACGTACTCCATAGCGCCGG
CGATTTCCCTGCGGACCTCGACCGGAGCATCTTCATAGGTGTCATAACCCATGTCTCGCG
CTAGTTGGTTGGCTTGTTCTGTGATGCTCATATCTAGAGTCTAATCCCGATAGAGCTATG
TGTCAATACCTAGAAGCTAGATTTCAGTATCTTCTCCATACGGTTGGCCATGGGTATGTT
GTCCCGATGGAACCATAGACCGCGCCAGCGTGCGTCTAGATCCATCACCACATACCCCAG
CCGTCGCGCGATAGACGCTGCCAGCTCTACATTGCCCATGATGCACGGATGTCTGGACGC
GTCCGACAGGAAATCTTGTATCCGGTAGACCTCACTAGCCGGCGCGCTAGCGATACGCGC
GCGGAACTCCGCATCAGTACCGGTGAGTTCGGGAACGGTCATCGCACGTACACCACGAGA
GCCGCACCGTACGGGTTGCTGCCCACACAACGTTTCACTCCGGAGTGATAGACACCGTAG
TCATCGACCACCCAAGCGTCCGGATCGCACGTCATGGTGTAGACGCGTCCAGTCACAGGA
CTGTAGGCCTGTACCGACATTCCTGACTGGCTGTACCAAGCGACAGCTACGTTGTCCGCG
AATGCGCACGACGTGTCAGCGGATGCTACGGCACTTCTGCCCGACGGGCAGATAGACACT
GACTCCGCAGCATTGGCTTGCGGCGATAGACCGATAGCGCCACCGATGATGACGGACGCG
ATACCGAGTGACGCGATACCAAGCTTGCTCATAGTTCTACTCTCTCTCGTGTGTTCCCGT
TGCCGCGGGTTAGGTTCGGCGCGCCAGCTCCACAGCGAAAGCTTGCGCCTTGTCTCGTTG
AATCTGGCCTACATTTAGGCCAGCGTCGATAGCTGACTGATGGTTGTCGAGCCATGCCCT
TAGTTGGTCGGCCGACAGTTCTTTAGCGACTATGCGCCACGTGACGCTCATCGCTTACTC
ACTACGTAGTGATCTGTTGGTTGAGTAAGCGGGTTGACGTATGCCATCCCGATACCCAAT
GCCATGGCGATAGGGATAGCGATTGTGGTCAACGTGACCATGGCGTAGCGGTTCATCGTC
CCAATTCTTTCGCGAGAGCGTCGCATTGCGCGGCGCGGCGATAGAGAGCGTCAACATACC
CGCTCGCGTCCAGGCCTTGCCTGTGGCGTTCGATAGCGCGGCTCAACAGATGGTTGTAAC
CATCGATCCACGCATTGCACCACACGGTGCCATTCCATCGGCGGTACCCGTAGGGCATAG
GTTCATCGCTGGTGATGCCTGCGGGCAAGTCGTGGCGGATGAAGTAATCGGAAGCGCTCA
TTGTCCCCTCACAGACTCACGAATCGAGCGACGACGTCGCTACTGTTGTCGGTTTCGTAA
AGCTTGTCGGCCGCGCGCTCTGCCGCGCCATATGACGCGTAGGTCTTGATAGCGTCCGCC
AGTGTGTAGTTACCATCGCCGCGCCAGTGCGCAATGATGGCATGCCCGGTAATCGCGTGG
ACTGGACCCTTGCAACCCTTGCACTTGGCACGCTTGCCCTGGTTGAACGTTCTGCACTGC
ACTGTGACGTTACGGTCGTACCCGTAGAGGCACTGATAGATGGTTGCCGGCGCAACAACT
TGCGTGCTCATGCGATCAACATCCCTTTACCATTGTCATGCAATTCATCGGCAGAACCGT
AGCTGTCAGCAATGCGGGTGAGGTATTCTCCCAACTCACCCAAGCCACGGGCCCAGAATC
CCGCGCCGTGATGCTCGCGCGTAAGATAGAAGTCATGCCCGAAATGGGCAGACACGGTGC
CCTGTCCCGGGTCATACTCGCGCGCATTAAGGTACATCCGTACGGCTAGCGGATGCTGCG
CCACTACCTCAGACAGTTCCGCTCGCACGTGTTCGACGTACTCCGGCGAGATATCCTCGA
GTGAGTAGTTCTCATCGTAGTGAACGGGTTCGCTATCCTCGTCGCGGTAGTCCAGACCTG
CCCACAATTGAGCCTCGAGGTATCCGGTAGCCATGGAGTCGATGTCCGCGCCAGAGAGTT
CGATGCTGCGCGCGTAGTCCTGCGGGTCAACGGTATTCATCGATCCATCCAATCCTCGTC
GTCTTCAATCTGCGACCAAAAGATCACTTTGGGAAACTCCGATGAATCGAACGAGGATTC
ATCGTACCGATCGATTGCCAGCGCGCCAGCGTGCTGGTCTAGCGCGTTCCCAACGCTCAT
GTCGCGAGCTGCAGGGGACAGTTCGCCGATGGACACCATGTAGTCGATAAGATTCACCGG
AGTGAAGTTCTCACCTTTGTAGGTATATCCGGCGATATCGAAAGCTTTCGGTCCGTACAT
TGTTCCCGTCCTGTCTAGTGGTAGGTGATACCGATACCAGCGATTACCCAACCAATCGGG
ATAACCGAGATGAGTAGGTAAATCGCTGTGATGCTCATGTCTCTAGTATGCGCTCATCCT
GGCTAGGTGTCAATACCTATGTTTGCGGATACTCCATTAGAAGTAGCGCGTAGTCGACCT
GTGATTGCAGCTCATCGGCGGTAGCGGTATCGCCGATCTCGCGCGCCTGTGCAATCAACT
CATGCTGCCGATCAAACCAAGCATCGCTATACATAGTCATTCCCTCTCGTGCCCGTGTGG
ATGGCATACGCTACCGTTCCGCACGCTGCAATGAGCTGTGCCACAGACTGATGTTCACTG
TCGCTGGACGCGAACAAGCGTGCCTGTTCTGCTGTCTGTCGTGCGCTCAATGTGTAGCCG
ATCATGCGCTCCGACTCGGCGCGCTCTAGCAACCCTTGCGCGCGCCGGATCAGTCGGCCG
AATTGCTCGTCCATTGTCATATCTCCACAGTGATCGAAACGTCTGCCATGAAACCGTTGC
CTATCGGTGTGATAGACCATTGACCATCGTGCTCGAAAGCAATGGGGCCAATACCCGCTT
GTTTGAGTCGAGCTGCAGTCACGCGCGTGTCACTCAACCCTTGCAGGAATATCTGCACGC
GGCTATCCCGTTTGGGATAGGTCACGTGCGAATGGGTGATGGCGGGCACTTTGTATTTGT
GTGCCAGGGTGAACCCGTCGAGATACTCATCCCGTTTGGCACGAAACTTGATTGTGATTG
TGCTCATCGTTCCCACCTACGGCGGTAGTGCGCCGCGACGGACTCGCCAGCTCGCGTGAG
AGTGTTCGTTGGGCGGGCAATGCCATGCTCTACCAGTAGGCGCACGAGGTAATCGCCGCG
ACCGTACTCAATGTCATACTCGGCGCGATCCCACAGTTCCGCGCGTGCGGCAGCATTGCC
GCGCCGCGCCATGCTCAACAGTTCGCCGTCCCCATATGCGCTCATGCTCATTGCCCTGCC
CCGCAATCGATGCAAGTCCACTTTCCGCGCGGAGTGAACAACGGGCCGATGACCGTAACC
GTGGTACCGAACACATCCGGGCATTGTTCCTGCCACACGTCGAAACACTCGACGCATAGG
CCTAGGTCCTTGCCGGTCTCACGGTGGCGCAAGATTTGCCCCGTTGCCACCATTCCCATT
GCTTGCATTGCCCTATCCCTTCAACTGTCCGTAGGCCCAATGGTGGGCACCGTACTTGTC
GGTTGTCATGTAGCGCTGGACGCCGTATGACGTTTCATGCTTGCGAACGATGGTCAACGG
TTCTGCCCAATTCACTCCGACCGCATGCAGCCCGTCGACTCCGTTGCGCACCGTCTGCCC
GATCATGACAGCCATCCCACAATCGCGGCGATACCGAGAATCCAAACCGTCAAGCCGATG
AGCGTTGCCCACAGCAATCCGGTGAAAGCGGACTTGCCAGCGTTTACCGATTTGTCAAGT
TCGCGATGCAGGTTGTCCATTTCGGTGCTCTCTCTCGTATCTAGTTGCCGCTAGATGAAC
CACTGCCCGAAACCGGTGATCCGGTAAACGGGCCGCCCGTTGCTCATACCCGCCACGGTC
CAAATCCAAGTGTTGCCCTCGGTATCGGTGTACTTCAGCGCGCCATCACCCTCGGCGATA
CCGTCGACGTTGAACGTCCCGTTAGGGTCATTCCATGCCCAGCGCGAGATGAAATTGCGG
AACGATTCGGCGGTCACGATGGGAATGATCACACCGAAATCGTCGTGATCGTATTCGACG
CGTTCGGCGATCAGCGTCAACCCGTACCGGTCGTGGTCCGCGCGCTCAGCGTTATCGACG
CTGTCGGTGTAAAGTGTTGTGCTCATGACTCAAGTATGCGCCGATTGCCGCTAGGTGTCA
ACACCTAGTTACGCACAAGATGTACTTGCAAGTGCAAAAACATAAACCGCCGGCCACCGA
GCTGCATTCGAACATCCGTTCGAACGATTTTCGAGCACAAAAAACGACCGGACATTGCTG
CCCGGTCGTCTTCTGGTCTCAGAATTCGTGCTCCATTGTTCACCCCCCTCCCACACCCCT
GAAGAACTCCCGCCATTGCGACTCACAGTAGGTGCTACTCCAGCCACAGTGACCATTGCA
TTCCCGGTCGTGCGACTCCTCGCGTTCGCGCACTGCTTCACCTCCTCAACTCATCGACGT
GGATGCAACCCACATGATCGGGACCGAACTGCGGCGCATATCCCAGCACCTCATCCTCTT
GGCACGGGAACTCTGATTGCAGCATTCCCCGGTCGTCCGCGCGAGCTGGCGCGGCAAGCG
TCAACGGTGCGACGACCGACACGATGGCGATAGCGATACAGTTCATTTTTGACCCCTTCA
TTCCGTGATTTCCCAGGTCCCGACCAATCGGCCGCGACGTTCAAACTTGCCGCGCGTCGA
TCCGGTCGGCGCGTCATACCCGAAACCGACCGCCATCGACTGAACCGCCGACCGCGCGCG
CTCGACGCTCGCGAACGTATCGACGCGCTTGCCGTAGTGGCTGATGTTCGTGGTGAGTGT
TGCCATGATCCTGTCCTTTGCTTTTTTTGCGTCCAGCGCCGACTAGCGACGACGTTCCCA
ATCGGTGCCCTTACGACCGTCTGCGTCGACCGTGCGGTACGCGCGGACACGCTTGCGATA
CTCCGACTCGCGAACCATCTCCATGGCGCGTACCTCACGAACTGCGGTACCGCCGATAAC
GTCATTGGTGCGAGTGTCGACAAGTGCCCAAACCTTGCGTCCGCGCCGCGCGTACTCGAC
TACCGCTTGCGTGCCACGCGTGCGGGTTGCGACTGTCTGCCATCCCGCATCGTGCAGGTC
GGCGGAAACGTCGGTAATGGTTGCGTTGCTCATGACTCAAGTATGCGCTCGACTCGACTA
GGTGTCAACACCTAGCGCGCCATGACCCGAACATTGCAGCTGCCATCGATGCGCACACCG
TTGACGAACACGTAACGTCCGTCCGCCTCGACGCGCCACACTGGCATATCGCCGAAACGG
ACACCCAAACCCGCGACGACGATATCGCCGACGACGATGGCACTGGCTGGAATGGTAATC
ATTTCGACTCTCTCTCTCTCTCTCTTGGTCTAGTCGTTCACTACCGGATACCGAATTGCT
CCGGTACCCGGTCGTCAACGGCTAGGCCTCGATGCGGTACGTTGCCCGGTGGTTGCCCTG
AACTGTCCACCGCGGTTCGGTGTCCTGCCCGTGGTGCATTGCGGCGCGTGCCTGATTGAC
CACGAAAGCGGCAACACTGTTGCCGACGCGGCTGGCCACGTCGTCCCCTGCTTCTGCCAC
GAGCTCATCCCAATTGGCAATGCGCGCGCGGGTCGAATACACTGCCCCGATCTTGTCGTC
GCGAACGGTAATCGGTTGATCGATCGCCAGTCGCATGCCGTAGTGGAGAACCACGTCACC
GACACTGAGCTTGTCTGCAGTCTTGATGGTCATTGTTCTAATCCCTTCAGTACCGGTCGA
TTGCGATGAGTAGGTCATACGCGCGATTGAAGTCTTCATCATCGTTCGCGTGAACGAATG
CCCGATGGGCTGCGGCGCGTGCTTCACCGCGCCGCGTCCGCAACGCATCGAGTTCGGCCG
TGTCCGCATTCTCTTCCAGCCATGCGAGACCTTCGGTTGCTTTGTTGATCAGTGCTGCAA
TGTCCATTGTCCCTGTTCCTTTGCTCTCGATTAAGCGTTGACTGCGTTGCGGATGATGGT
TTCTGCGTTCTGCCACGTGCCTGCGTCATAGGTGTTGAGGCGAACTGCTTCACCCACCTC
ATCGATCAGACCCCAATCGTCGCGTTCGATGGCCACCATTACCACATTCAAACCCATGGC
GTCATACACATAGAACCGTTGACCCTTGCTGGCATCTTCAGCGATAACGTCGTACCGCCG
TGCTGTCATGTGCTTGTAGGTGGCGCGAGTCCAGCGGGGGAGAGTGATCATTTCGAGGGT
CCTTCCGGATCGAAGAAACTTGGACGTTATTGACTTATGCCTTAAGGCTACGCTCACATA
CCCTAGGTGTCAACACATACTCGCATGCCATGCGTACTCGATCTCCACACTGCTAACTGT
TGCAAGCGCGCTGCTAGCATGACATCAAACAGTTCGACGTCAATGCAACGCGTTGACCTG
CGGAAACGACGAACGTGCAGTGCCCTATGTGACCGTACCCGCCGATAGGGTTTCGTCGCT
CCACGTGGCTCTCAGGCGGTCGGAATCGCTATGCCAGTGACCTCGACGGTGCTAGCAGGC
GTCCACACAGCTAATCGTTGCGTTCGCAAAACCGCAGGTCAGAGGGCTGCCGGCTGAGCT
GTGGCAAACCTTCGCACACGCGTTCGAACACTCGCACACATGTTCGATGGGGGGGCGGGT
CGAAAGTATGTTCGACCGCCGGCGGCTGACATCCGCCACGAAAAGATCCCCCTCCGATTG
CTCACCGGGAGATTTTTCTCTCTCCCTTTTGAAGTTTTTTAATAAAAATAGGGCCTAGGA
GCTTGATTTTTGACGAAAAACAGGTGCGCCACCTGCGGCAAAATGTTCGACAGGGACTCT
GACATGGGTCGCCCCCCGAAGTATTGCGGCAATTGCCGGAAAAAGGCCAGCTCCTACAAG
CCCGTTGCAGCGGAGTCGGTCCAATGCGGGGCATGCGGAGACTTCTTCGAGAGAAGGACG
AAGCGCCGGCGTTTCTGTTCCGGCACTGAATGTCGCAGGCGGCGAGAACGCGAGCGCGAC
CAGGGTCGTGACCGATCCGATCGCGACTACTCGTACAAAAAGCAGGCGGCTTGCGACACC
TGCGGTGAGCCCACCTGGGGCAAGCCTGGCGACATCGTCATCTGCCACCCCTGCCGGCGC
AAGCACGGCCCGCCAGTTATGAGCCTGGAAGAGCTTCGCCTACTCCCGCCCGATAAAGGT
GACGGACTCGGCTGGAGGCACCAGAGGGCGCTGAAGGCTCTGCGGCGCGACCACGTGGAC
GGCAGCCCGTGCGATTGGTGTGGGAGGCCGATGTGGCTGGACCCGACCCGGAACTACGAC
TATGACCCCGAGGTCAAGAGAAATGGCAACGGGGTTCTCCAGGGCGACCATATGGAACCT
CGCCGCGAGTACCTGAAGCGCGGGGAGCCTACGCCGCTGCCGGATCGCCTGCTTCACGCA
GAATGCAATCGCCAGCGCGGGGACGGGAAGAACGACCATCTCGCCTGGGTCAATCGAAAG
TGCGATTGCCAGTCTTAGCCCTTTTCTTTCGCGGGGGCGCCAATACCGCGAAAAAACACG
CAAAGGAAAGCTCAATGGAGTTACTTGCGCATCAGAAATTAATTCACGAGACGATCGACA
ATTCTTCGGTATCGGCCTTCGCCGCGCCGAGGCAGAACGGCAAAACCTGCGCCGCGGTCA
ACTACGCCCTGAGATATCCGGGGAAGGTGTTGTACTTCTCCCGGGGGTTCCGCGAGGCGC
GGTGCGCGTTCGACCTCGCCGTGAAGATGGGGGACCGGGGCCCCGGCACCTGGAGTGTCA
TCCAGTCCAGCAAGGCCAATGGTCGGCTGTCTGTGAGCACGTCCCTGTGCGGGGCTTTTG
GCCAGGTGGACTTCCTGCCCTACGGCCGGGGATCGGCCCGCGGGCTTATCGCCGACTTGG
TGATCCTCGACGACGCTGACGAGGTGGAGCCGGAGGTCCTGGGGGATATCTATCCCGCGG
TTCTTACGACCGGCGGGAAGATCGCGGCGTTCGGCCTTCTGCATAAGCAGGGCCTCTTGG
CCCACGTGGCGGGCGTAGCCGACGGCAGGCGGGTCTGGTGGGGCGGCCCCTGCGAATCGT
GGGATCAAGCCACTATCGCCGAGGCGAATCCCGCCCTCGGCCATCTCTTCACCAGGGAGC
AGGTGGGGCGCGAGTTGAAGATCCTCCCGCGCGAGGTCTTCGCGCGCGACCGCCTGGGGA
TCACCCCGCCGAAGGTTGAGTTCAAGCGCCGGGGCGACGGCTAACCGCCCCTTGGACGTG
CGCGGAAACACCTAGTTTTCAGAACACGGTCAAATGATAGGGGAACATCAAAATGACCGA
CACATACGAATACTTCACCTGGAGCGAAACCCCACCTAAAGATCACTGCCCTGAGCACGA
CTTCGAGGTGGGCAAAATCTCCGAGTGGGGCCCCCTCGAAGACGACTCCCGCTGGACGCT
CGTGGACGACATCGTGGAGCGCTGCCTTCAGCCCATGTCGGAATTCCTCAAAGACGTTCT
TGCGGAGGCCGACCTATCTATCACCGTGAATCTCTGGCATGGCCACCAAGAAGACGACCA
CTGAACGCGGACTCGGCTGGCACCACCAACAGGCTGTAGCCAACCTCAAAAAGAAGCACA
AAGACGGCACACCGTGCGATTGGTGTGGCCGGCCGATGTTCCTCGAACCCAAGATGAACT
GGGACTACAACCCAGACCCGGAGGCATCCCAGCACGGTAATGGGGTGCTTCAGGGCGATC
ACTCAAAGATCACCCGATCCGAGGCTATCAAGAAGGGTGAGAAGGTCCCGCCGCCGGACA
GGCTTTTGCACGCCGCCTGCAACATGCAGCGTGGCGCGGGACTCAACGACCATCTCGCGG
CGAATGGAAAAGCCGCAGAGAACCTGGCCATGCCGTGGCCATGGAAAGTCTGACGTTCAG
CTTTATTGAACGCGCACCAGCAGTGAACACAGGTCAAGACCAACTTATCGACAATTCCGA
TGAGTTCAAGGAGTAATCAATGGCCCTATCCGAGGGCCTCGGCCCACGGGGGTCTGAGGT
CTTTGAAGCATTAACCGATGGCAGGCCGATAAGCGCGGCGCAGCGGGCGCTGGCGCTTAA
TGCCGCGCGCCTGGCCGACACCCTGGATCGCATTGAATCGGAACTCGCCCACGCGCCCTT
GACGGTCATAAATAGCCAGGGGACTGAGACCATTCATCCCCTCATTTCTGAGGCGCGAAT
GCTGACCGGAGCCCTATCTCAGATTCTCGCAAAGATGGGGGTTTCGGCCCTCCCCGAGCC
TGAATCTAAAGAAAAGAGACCTCTTGACGTCCTCGCCGAACGACGAGCCCAGCGCCAAGC
TGCTCGGGCATCAAACGCCGAGAATTCTCTATAGCCCGGAGGGTGATACCTCCGCCGGGG
AAGACGCTATCGAACTCGCTAAAGAGTTCGGCCTAGAGCTCGACCCCTGGCAGCAACTCG
CTATCATTGAGGGCCTAAAAGAGCGCCCCAGCGACGGCAAATGGGCCGCCTATGAGGTGG
GCCTGATGGTTAGCCGGCAGAACGGCAAGGGGGACCTGGGGCATAACACCCAAGTCCTCA
CCACTGATGGCTGGGTAAACCATGGCGACCTCAAGCCGGGGCAATACGTCTACGGATCGG
ATGGTAAGCCCGTCCGCATCGTCGCAGTTTCGCCGGAATACACCGACAGCGACTGCTACC
GCGTGACCTTTACTGACGGGTCTTCCGTCATCGCTGGGGGCGGCCACCTCTGGGAGGTCC
GTCGCAAGTCCAAGAAGGTCACCGAGGTTCTCGCTACCGAGGCTCTCGCGCCCTCCGTGG
GTGGCCCGCGACCCGACAACGGACGCATGGAGTACAACTGGCGCGTCCGCTGCGACGCGA
TGGTTGACAGCCCGGAGGCGGATCTCCCGATCGATCCGTACCTACTTGGCTATTGGCTGG
GGGATGGCACCTCGAAGGCCGCCAGCATCACCGTTGGGCACGACGACGAAGACTGGGTGG
CGGCGCGGATCGAGGCCGCCGGCGCGCGGATCATTCGCCGCACCACCCACGACCACGGAA
ACGCCCGCGGGCTGCACTTCCGCCTCGACGCCAAGATGCGAGACGGGTTTGAGTCGCGCT
GCCGCCGCCTAGGCATCTGGGACAACAAACACATTCCGGAGATCTACCTAACCGCCTCCA
TCGGGCAGCGTAAGCAACTTTTGGCGGGCCTGATGGACTCGGATGGCTCGGCGCGCGCTA
ACACGCGCTCTACCCAAGTTGAATTTTGCACAACCATCCCCGCCCTGGCGAACGGTTTCC
AGACCCTGGCGCGGGGGCTTGGCATTCGCGTGACCCCGAAGGTTGGCAAGTCTTCCTACC
GTGCCGATGGCGCACTGGTGGGGTGCAAGGATCGTCACCGCTTCCTGTGGACGCCCACGT
TTAACCCCTTCCAGTCGCCGCGCAAGTCGGCGCTATTTGCGGAGCCGGTTAGCGCCCGCC
AGGGCGAGATGAGCATCGTTTCGATCGAGCCGGTGCCCACGGAGCCGACGCGCTGCATCC
AGGTTGATGCTGAGGACGGTATCTACTTGGTGGGTCGGAGCTTTATTCCGACGCACAACA
GCATCCTGGAGGCCATTGAGCTCGCTGGGCTGTTCCTTTTCGGTGAGCGCCTGATCATTC
ACTCCGCTCACCTTTTCGCCACCGCCTCCGACGCGATGCGCCGCCTCGACACCCTCCTGG
CTCAGGGCGGAGTCAAGTACAAGGCGGTAGGCACGCACGGCCAGGAACGCATCGAGATCC
TGGAAGGCCCCAACAAGGGCGCCCGCGTGATGTTCCAGTCCCGAACCAAAGGGGCTGGCC
TGGGGTTCTCGGCCGACCGACTGATCCTCGACGAGGCGATGATGATCTCGCCGGAGTCGT
TTCAGGCGCTAGTTCCGACCCTGATCTCTCGACCCAACCCGCAAATCTGGTTCACGGGGT
CCGCAGTGGATCAGCGCATCCACATCGGGTGCGAGCAGTTCGCCGGCCTGCGGTATCGCG
CGCTCAACAGCGAGCCCGGCAAGCGCATCTGCTACCTCGAATGGAGCGCCCCGGAGGACC
TTGAGGACTTCTCCGACAAGGAGGCCTGGTGGATGGCCAACCCCGGTGGCGGTATCCGCA
TCACCGAGGAGGACATCCAGGCTGAGTACGACTCCTTCATGGCGGCCGGCGGCGAACGCG
CCTTCGGTGTGCAGCGCCTCGGCGTGGGGGACTGGCCGCTGCTCGGTGCGTCCCGCTCCG
AGATCCCGCTGGAGCACTGGCGACGCCTGGCCAACCCTGAGCCCGAGTTGACGGGTGCTC
GCGCCCTCGTGCTCTATAGAGCCCCGGAAGGCGGCCCCTGGGCGATCGTGGGCTCGCAAC
GTTGCACCGACGGACGTATCCACCTCGAAGTGGGTTACACGGGGGAGGACTCCGTGGACC
GCGTGGTGGGCATGTTTGTTCAGGCCGTCACCGCCTGGGGCCCCGAAGAGGTCCTGGTGG
GCCGCGGCGGCGCCGCAGAGGTCATCCCGCAGCTTGAAGCCCTGGGCTTCTCGGTTTACA
GCCCGAACCAGACCGAAGAGGCCCAGGCTTGCGGCGGTTTCCTCAACGACGCCATGGTTG
ATCCCGAAGATCCTTTGCTTTCCCACGGCGATCAGACCGTTTTGAATACCGGCATTTCCC
GCGCCATCAAAAAGGACCTCCCTAGCGGTGGTTTTGTCTGGGATTGTGTCGACCAAAGCT
CTTACGCCCAGCTAATGGGCGCCACCTTGGGGCGTTGGGCGCTACTGAAGCACGCCGTCA
ACGCGGCACCCACACCCACCATCCACGACTGGCCCGATCAAGAAGAGATCGACAGTTGGA
TCAACGAACTCTACGAGGAGGCCTAGATTGTCCGAACCTTCTCGGCGGATTCAGCCCATT
GTCTCCAGCCTATTGGAATTGACGGGGGTCGCACTAGTCATCGGTGGGGTTTACCTCCTT
TCCCCGGTGGCGGCGCTGATCCTCGGCGGCTTCGCCACATTCTTCATCGGCATGGCAATC
GATCCGCCGAAGCGTGAGAAGGGCCCCGAGCAGTGAGTTTCTTTTCCCGTATCTTCACCG
GGCCCAGCGAAGCGCGCATCATCAACAAGCTTGAAAGCGTCCCCTCGCCCCTTGACGAAC
CGTTCTTCCGGGGCGATTCCCACGGTTCTCACGGCGCGATGGCGCTCGGGGCGTTTTATG
CCTGCGTCACCCTCCTGGCGGACACCGTCGCTTCACTGAGCATCGACGCCTACCGCAAGA
AGGGCAATGTTCGCGTCCCGGTCGACCCGCAGCCCAAGCTTCTCGCATCCACCCCCTATC
CGGGGCTGACTTGGTTCGACTGGCTGTGGATGCTGATGGAGTCCCTCGCGGTCACCGGTA
ACGCCTTCGGCTACATCGCCTCCAGGGGCCCGGACGGGCGGCCGGCGGCGATCATGCCGG
TTCACCCGGACTGCATCCACGTCACCACCTCGGAACGCGACGGTTGGCTGGAGCCGGTCT
ACCGCATCGACGGAAAAATCGTCGACAACGACCGCATCATGCACATCAAGCGCTATCCCA
TCGCGGGATGCGTGGTGGGCATGTCGCCCATCGAAAAAGCCGCCTCCGCGATCGGCCTGG
GCTTGGCGGCCGAACGGTACGGCTTGTCGTGGTTCCGTGACGCGGCAGATCCCCGCGGCA
TCCTGGCTAGCGACGCCGATCTCACCCCGGATCAGGTTAAGCAGACCCAGAAGCAGTGGA
TTCAGAGCCACCATGGTCGGCGCCTGCCCGCGGTGATGTCCGCGGGCATCAAGTGGCAGT
CGATCTCCATCACCCCGAATGAGTCGCAGTTCCTCGAAACGCGGGGATTCCAGCGCTCTG
AGATCGCGATGTGGTTCCGCATCCCGCCGCACATGATCGGCGATACGGAAAAGTCCACCT
CTTGGGGCACGGGCATTGAGCAGCAATCCATCGGATTCGTTACATACACCCTGCTCCCTT
GGCTGACCTGCATTGAGCAGGCGTTGACCGCATTTCTGCCCAACGGTCAATTTGTCAAAT
TCAATCACAATGGCCTTCTGCGAGGAGATGTCAAATCTCGCTTCGAGGCCTACCAGATCG
GCATTCAGAACGGCATTTACTCACCCAACGACGCCCGCTCCTGGGAGGACTTGCCGCCGA
TTCCCGAGGGTGACATTCACCTGCAGCCCATGAACTTTGTGCCTCTCGGTTACATGCCGC
CGGAAGCACCGGCGCAAGAACCCCAGCCGAACTCGGCGACGGAAGGAAACAAATGACTCT
AACCCGCCGAGTGCGGCCGGTTGATGTCACTGATCACCCCGAACACCGGGCGATCCCCAT
GGACCGCATGGAGGTCCGTGAAGACAGTGATGAAAACACTCTCGTCCTTGAGGGCTACGC
CTCCACTTTTGAACAGTACGAAATGTATGGGGGCCCCTCAAACGGCTACGGCTGGATCGA
ACAACTCGACCGCCGCGCCTTCGATAAGACCCTGCGCGAAAAGCCGGACCTACACCTCCT
GGTGAACCATGCGGGGACCCCGCTGGCGCGCACCAAGTCGGGCACTCTCGACCTTTCGGT
CGACGACAAGGGCCTGAAGGTGGTGGCCCGCCTCGACAAGCGCGACCCCGATGTGCAGTC
CCTCGCCGTCAAGATGGAGCGCGGCGACATGGACGAAATGTCCTTCGCGTTCCGGGTGAA
GGCGCAGAAGTGGGAAGCCACCGACGAGTTCCCCGAGGATGACCAGGCCCTGCGCACCAT
CACCGAGGTCTCCCTGCACAAGGGTGACGTCAGCGTTGTGAACTTCGGCGCCAACCCCAC
CACGTCGGTTGGCCTGCGCTCCCTCCCGGAGGCCCTGCGGTTCCTTGCGGAGGCCGACGA
GGATGAACTCGCGGAAGTCCGCTCGGATGAGGATCTCGTCAAGCGCGCCATCGAGAAGCT
TGGCGGCAAGGGCTCGGTTCATATCGAGAACCTGCACATCGGCACCACCAAGGCCGAAGA
GCGCATCGACGTCATCGTCCAGGGCGGCGGCGGAGACGGCGCGGCCGGCACGATCCTTGA
TGACGCACCCATCAACGTCGTCGAAGACGCCCCCGAGTCCGAAGGGCGTGAAGAGTCTGA
CGAGCTCGGAATCCAGGGCCTTTCCCCCGTCGCGTACGAGGCCATCAAGGAGATCGTTCG
CTCCATTCTCGGCGTTGCCGAGTCCGAGGAATCGGAAGAGCGCGACGAAACCGAAGAGGA
AGAGGCCCGCGACGAGGAGGCCGAAGAAGCCGAATCCGGCATCAGCCTCCGCGAAGCCTT
CGCCGAAATGGGCGTCGATTCCGAATCTGACGAGCTGAGCATCGCCGAAATCGAAGCACT
TCTCGACAACGAATAAAGCCTATCCCAATACGGGATTCATAACCCTCTGGCACTGAGGGT
TTCTTCAAAGTCGCCTATCTGGCGCAACGCCCTGGCACTGGGTGATCAATCAGTGCCCAA
ATTCTTTGGGCAATTCCCTTAAGAAAGGGGTGACCTTCTCCATGGAGAAGCACCTGGAAG
AACTGCGCGCCCTGCGCGCGGCGGCGGCTGAAGCCATCGCCACCCTGAAGGCTGAACGTC
AGGCGATCGCCGACGGGGCCAAGGCCGAGAAGCGTGACGCGCTGTCGGCTGACGAGACCG
CCGAGTTCCGCGCCAAGAGCGCTGCGATCAAGGAAGAGCTCGACAAGGTCGATGACCTCG
ATGAGCAGATCCGCGAGCTGGAGAGCGAAATCGAGCGCTCCGGCAAGCTGGAGGCCGAGA
CCCGCCGCGTCGCCAAGGTCCAGGTGACCAACGAGCACCAGACCTACGAGCGCGGCAACG
GCAAATCTTATGTGCAGGACATCCTGGCCCGCCACTTCGGCGTGGATGACGGCACCGCTC
AGGAGCGCCTGAACCGTCACGCGCAGGAGGCGCGCGCCCTGAACCGCACCGAGGGCACCG
GCGGTTACCTGGTTCCCCCGGTCTGGCTGATGGACCGCTTCATCGAGCTGGCCCGCCCGG
GTCGCGTCTACGCGAACCTGTGCCCGTCCGAGGCCCTGCCCCCGGGTACCGACTCGATCA
GCATCCCGAAGATCGCTACCGGCACCTCGACCGCTATCCAGACCGCGGACAACGCCACCA
TCTCCGAGACGGACCTGACCGACACCAGCGTGTCGTGTGGCGTCAAGACGATCGCCGGTG
CCCAGGCGCTGTCGATCCAGGCGCTGGAGCAGTCGCCGCTGAACTTCGACGAGATCATCT
TCCGCGACCTGGCCGGCGACTACGCCGTCAAGCTCGACCTGCAGGTGATCAGCGGCTCGA
ACTCGGGCAACCAGGTCAAGGGTGTCCGTACCGGCACCAAGACCATGGTCACTGCGACCG
ACACGGGCTCGCAGCTCTCGAAGGTCAAGACCGCCTACGCGAAGATCGCTGACGCCGTTC
AGCGTGTGCACACCGAGCGCTTCATGGCGCCCGAGGTCATCGTGATGCACCCGCGCCGCT
GGGCCGCCTTCCAGGCCGTCTTCACCAGCAATGACGTGCCGTTCGGCGCAGCTTCGGGCT
CGGCGTCGCTGCCGCAGCTCGGCGCCTTCAACGGTGTCGTGCCTGCGGGCTACGTCGGCC
AGCTGCACGGCCTGCCGGTCGTGACCGACCCCAACCTGCCGACCACCCTCGGCGACGGGA
CCAACGAGGACGTCATCCACGTCCTGCGCGTCAGCGACCTCCTGCTGTTCGAGTCGGGCA
TCCGCACCCGGACGCTGGAGCAGACCCGCGCCGACAACCTGTCGGTCCTGTTCCAGGTGT
ACGGCTACCTGGCCTTCACCTCGGAGCGGCATCCGAAGAGCGTCGTGGAGATCAGCGGTT
CCGCGCTGACGGCCCCGTCGTTCTGACGTGACTAGTGCCGCCGTGCAACCCGCGGCGGCA
CTTCACAAAATCCAAAAGCCTGATGGGGGCGCACCACGAGTGCGCCCCCATTCGGGTGAC
GATATCTAACTCATAGGGGAACATTGAGTCAGAAACTCGTCGTCGCCTTCCCGCTATACC
GCCAGGTGTCTTCGGGTTGGCTTTTGACGTGGCTCCAGATGAACAAGGCGTCTGTTGCGG
GAGTTGTCGCCAGCGAGGGTGTCTACATCACCCACGCGATGGAAGCGCTCACCGCGATGG
CCCTCAAGAACTATCCAGACTTTGATCGGCTCGTCGTCTACGAGGCAGACATGATTCCGC
CCGTCGACGCTTTCGAGCGCATCGCCTCCTATGGCGAGGGGCATGACATTGTCGGCTCCG
TTTACTTCAAGCATGTTTATCCGCACGAGATCATGGCGTGGCACCAGCCCGAGCCCCCAC
TGTTCCAGCCGGTGAGTCGAGAAGAAGCCCAAGGCATGATCGACAATCCCGGCCTCTATG
AGATGGGTGGGGTCGCCATGGGCCTGACCTCGATTTCCCGGCGAGTGCTGGAAAACTGGG
ACCCCGAGATCCCGATGTGGGCACCGACCCCGCCACTGGTTGGGCATGACCTGCATTTCT
GCAACGAGGCCCGCAAGCAGGGTTTCAAGGTTTGGCTCGACTCCGCCCTGGGATGCGGGC
ATATGTCCGAGCGGCCCGTGGGGTACGCCGACTGGGCCGCCGCCGATGGCTCACCCGCAT
TCCGCAAGCGCTGTGAGAGTTGGCAGGAGCGGAGCGTTCTGCGCATCGCGGAACTTGCGG
ACAATGCGCCGGCGACCGTGGTCGGCGAGTGAGGAGGGCGCGGGTGGGAACGTTGACGAA
GGCCCGCGCCGAACTCACCTTTGCCTCCACGAGGGTGCACAAACGGTTCTTCAATCCGCG
CGACTGCCGTGCGGAGGTGGACTTTTATCTCAAGCTGCAGTTTGGGCATCCCGAATTGCT
CGACTACGACGATCAAACGTTAGTGATCGAGCGACTCACCCCCGTTACAGAGACGGACCT
TCGCCCCGCCAGGGCGTTGGCGGAGTTGGTTGCAAAACTCCACCAACACGGGGTTAGCCA
TCGAGACGTCCACCCGGGGAACATCGTCCTCAAAGATGGGGAACCGCTACTCATTGACTG
GGAAACGGGCATCGACCGCCCGGGGTATGACCTGTTCGGGCCCGCCTCGGGGGTTCCCGT
TCCCAGCATTCACAAGCAGATCGACTACGCGATGTGGGTGGCCTCCGATCATCGCGCATC
CATTCTTCGACAGTGGAAAGTCGACCTGCGGCAATACTGCCGAGGAGTTTCACTTTGAGT
TACCAGCCCCGCTGGGTAAACGGCAAGACGGTTGGAGTATCGCAACGCGACGCCGAGGGG
CGTTTCGCGGCCATCGCCAAACACCTCTACGGGCAGTTTGGTTTCACCGCCCTTGATCTA
GGGGCCCATCAAGGGTACTTCGCCCATCGTCTCGCAGACGAGTTCGGCGCCGAGGTGATC
GCGGCCGACGATTCTCCCGTCCTGGAGTCCGGGCCGGGCGTGAGCCTGATTCACAAGCGA
CTGACACCCGCCGACATTCTCGGGTTGAAGCATGTCGATGTCGCACTGTGCCTCAGCGTC
CTGCACCACGTCCCCCAATGGCGGGAAACCCTCGATGCCCTGCGCAGCATCTCTGACGTG
CTGTTCGTTGAGACGGCCATTCCCGATGAAATTCTCCCCACCGCGGTTACCCACGGAGAT
TCTGCCGCCATCCAGGCCCACGTCGAATCCATGGGCGGCAAGGCAATCGCCTGGACTCCC
GGCTACGACGCTAACCACCTTCGTCCGCTGTGGGTGATCGAGTGATCGGTGTCGTCACCT
CCGCTTGGGGCGATTACGGCAAATACCTGCCCGAATGGGCGGAATCGCTAGCCAATCAGA
CGGTGCGGCCCGCTCAAGCGGTGATTGTGGACGCCGGATGTACCGATGCGGAGGGTATTG
CGCGCGCCGTTCAGATACTCGACGAGGCGGGGATTCCCGCGAAAACCGGGAAGGTTGAAT
ACACCACCCTGGGCGCGGCGCGGAACGCTGCGACAGCGCTCTGCGACGCCGAGTGGGTGT
CCCATCTTGACGCCGACGACCTCTTCCTGCCGAACGCCGTGGCGGATATCGCCGAGCTCA
CGGATAACCATGACGTAATCTCCTTCGGGTGTATCCGCGATGGCCGGCCAATCACCTTTC
CCGAGGCCACCGCGGAGATGATCCTCAACCGCCAGGTGTGCGTCTATTCCTGCGGGGCGT
TCCGCAAATCCCTATGGGAGCAGCGACCCTGGCAGACCCTCAACGACTGGTGCGACTCCA
CGTATTGGGTGGGGTTGGCGCACCTCGGCGCGCGGTTCGCCTCTACGGGAAAAGTTGGAT
TCGTCTACCGCCAGCATGGCGATTCGGTATCGCACACGATTTCGCCTGCGGATAAACAAT
TCGCCATCGACCAGTGGCTTAGCTCTATCGAGCACTGGCAATTCTGAACCAGGTTTCAAT
GACAGCCCCAATCATCATCTTCACCTTCGCCGGGCGCCGGCCAAACGTCGAGCTTCTAAG
GCCGTATATCGAGCGCATCCTCGCCGAGCATTCAAATGCCCGCTGGGAAATCTGGAACCT
GGCCCGCGACCCGCGGGATGCCGCATATCTGCGCACCATCGAGGGTGATCGGATCGTGGT
ACGCCACGACTTCTACAACCCCAGCAACTGGTGGGCCAGCCTGAACGAGGTCTGGCGGGA
ATACGCCCGCAGCGACTACAAGGATGCGGTCTTCGTCAAGACCGATGACGATCTCGCATT
CGTCGAGACCGACGGCCTCGGGGACTTCGTCAACCTTGCGGTGGCCAATCCCAACGCGGT
GATCTCCGCGTTGACCGTGAACAACGGGGCTTCCACGCCGCTCATCCCCGGCATTAACAG
AGGGTTTGAGCGGCTCAACATCCCCCTGCTTGACGTGCACATGTCCAACGACTACGCGGA
GATGGCCCACGGCTGGTTCTTTGACAACTGGAAGGGCCTGATCAAGGGCCGGGGGAGCGC
CCCCACTGAGGACTGGGTGTCGATCAACCTCATCGCCTACACCTGGCAGGTGGGTAAGCG
TCTCGGCGAACTCGTCGGGACGGTAAGCCCCCGACACATCGCCGGACGGGACTGGCGCGA
AGGCTCCACCCTGGGGGACGAGGGGGCGGTCAACATGCTGCCCCGGATCATCGACAAGGG
CCTTGTCGCCGCACACCTGACCTTCGGCCCGCAGCAATGTCCCGACGAGCAACAGGACCG
CTGGCGGGCCCGCTACGCCGAGATCGCCGAGGAATACCTGGCATGAAAGCCGCTGTCGTC
ATTCCATTCCGGGATCGGGGGAAGGACCCCCTGCGCCCCGCCAACCTGAAGCGGGTCCTG
CAGCATTGGGAGGGCTTCAACGCTCCGGTGTTCGTCGTGGACGACGGGCGCTCGGGGGAG
GCCAGCTTCAATCGATCCGCCGCCTACAACCGCGGCGCCGCAATGACCGATGCCGACGTC
ATCGTCTACAGCGAGGCCGACCTGATCGTCGACTTTCGGCAGATCGTCGCCGGCATCAAG
CTGGCGGCCGAGAAGCCCGGATTGGTTGTGCCGTTCTCTCGATTCATGGCGATGGCCGAA
AGCGACTCCATCGAGGTCCGCAAGGGCAACCTCCCGCCCCACCTGGCCGACGCGCAGCAG
ATCCGCGGGGAGCGGCGGTCCATCGGCGCGGTGAACATCGTGTCCCGCGAGGCCCTGAAC
CTCATCGGTCAATACGACGAGTGTTTCGAGGGCGCCTGGCACGACGACGACGCCATGGAA
TTAGCCTTCCGCATCACCTGCGGGCCCACCCGCTTCGTGGATGGGCCCGGATATCACCTT
TACCACCTGCCCGGCGCCCAAGGGGAACACCTTTCCGACGCCGACCGCGCCGCCACCGCG
GCGAACAAAAGGCGCTGGGAGCTGTACCTGGAGGCGAAAACTCCGGAGCGTATTCGCGAG
TTGACAGCCGGCGCGCCGGAGTAGGAAAGCCATTCTCAAGAAACTCGCCGCCCTGTTGAC
GTTGGGCGGTTTACTCGCGTTTTTTGTCGCGCCCACCGTTTCCGACCCGCAACTGGTCAA
GGCGATGTTCAGCCGCGACACGGTGATCATGGATGAGGTTGCGGCGGCGGTTAACCGCGT
CGCCATGGCCTATCCCGAGGTTCGGGGCATCGAGATCCGATCGGAGAAGCTTGACCCGGG
GGTGTACGCCTACGCCTCGGCCGGCAAGATGATCGTCTTCAACTCGAACTACACCAGTGA
TCCGGCCCTATTCCGCCACTACGTGGACGCGGACATTGAGGCGCATTTCCATCCGCCCCT
GGGGCGGTGCACACACGCCGAACTCTTGGCGTACCACGAGGCGGCGCACATCGTGGACCA
GAACCGCCACATGAAGCCACGCCTGGCGCTGGCCATCACTTACGGCCGGGGTGAATCCCT
GCAAGGGAAGCTGTCCCGCTACTCGTTTACGCAGAGCGGCACCTTGGCCCATGGCGAGGC
ATTGGCGGAGGCGTTCGCCGCGACACTCTGCGGCAGCGCTAACGAGACAGAAAAGGCTCT
CTTCGAGCTGTTTTAGGGGAACACATGAGCGAAGTCGAGGACATCGCCGAGATAGCAATC
GAGATTGCCGATGAGAAGGGTTTTCCGATCGTCCTACTGGGCGGCGATCCGGACGACCCG
ATGGCAGAGATGCTCCGCATGGCGGGTGTGCAGTTCCTGCACGCGCGGGACTTGGCGTGC
ACTCCGCGGGCCGTCTACATCACGCAGGAGCAACGATACGACGCCTACCGGTTCGGCATC
GGGTCGGTCGTCATCGACAAGTTCAGCACGATTCCGGACCAACCCGGGGTGACGGTGCAC
CGCAAACCGGAATTGGTGGACGACTAAAGCCACCGAACCGGGGACCGCGGGGATGGTTCG
CGCCGGTTCGGTGGCGAGTAGTCGCAGCGGGCGGGCGGGCCATGGGGGTCGCGGGCAATG
TGGCCCGCTGCGAAGTCTTTAGTTGTGGCCCGCCGGGATGATGCGTGGAAGCGCACACCC
GTACCAAGGTCGCCCCCGGCGGGCCGTATGCCTTCGGGGCCAGGCTTGAATCGATTTTTC
GGTTCAGCCCCTCCGGCATGGCCAAAGCGTAGCGCAGTGCACTGTGGAGCGCAACCCACT
GCGGTGAAATTCTTTCTAGATCAACCCGGGACGGCAGCTGACCTGGGGTTTCCGTATCGG
CTGCATGACACGCAAGGGGAACTGCGTGCGCGTAATCGCCATGGTCTCATGGTACGAGGA
GAACCCCGCCTGGCTGGCGGAGTGCGTCTCCTCCATTTCAAAACTTGCTGACCACGTCGT
GGCGGTCGACGGCGCCTACTGGGGATTCCCCAACGCCGTGTTGAAACCGGCCAGCGGATC
GGAACAGGCCGATGTGATCGCCCGGACGGCTGCCGGCCTGGGGATGGGCACAACCATCCA
CGTCCCGCGCAAGCCGTGGTCGGGCCCGCATGGCGGCGAGGTTGCCAAACGCAACTTCAT
GATGCAGCTGGCCATGATGGTCGCCGAGCCGGGGGATTGGCTGCTGCGCATCGACGCCGA
CGAGGTCTTGTCTGATGTGCCGTTAGACGCCCACCAGTGCCTTGCCGAAACGAGTGCAAG
CGTCGCCGAGGTGACCTTGTGGGAGCGTGAGGCCAGCGATCACATCGGCGAGACGGTTGA
CACCCTAGGGGATTACCAGCAGCCTTTCCGCTGCCTCTTTCGGGCAACTCCCGGCATTGA
TATCCGCGGCAATCACTACACGGTGACCGCGCCGGTGGATGGAGAGCGGAGAGTCCTCAA
CGGCATGGGGCAAATCCCCGCCGAACAGCTTTTGGATCTGCGGCTTGAGCATCGCACCCG
GCTGCGCACAAAGGCGCGCCAGCGGCTCAAGGCGGAATACAGCTCCCTGATCAACACTTT
CGAAACAGTCTTAGAGAACCCTTGCGAGGAGTAATGCCCAAACCCGTTGACCCCGACCTG
TTGGAAGCCCTGCTTTTCGAATACCGGTCTTACGCCCAAAACGGCCTTGACGACCGCGCC
GAGGATGTTGCCAAGGTCTTGGCGATCTATGGCCACGACCCCCGCCCGGTCAAATCCGAA
AAACCGGCACCCGAACCCAAGGAGCGCGCCGTCGCTGACGAGCCGCTCGAGAAAGCCGTT
GAAGAAGCCCCCGCGCCGAAGCGTCGCGGGCGCCCACCGAAAGGGGAGTAAGTGGCAGAG
GATCTTACTCCAGAGGACGTCGAGAGCTATACCCGGGGTCGGATCTCCAAAGACGACCCC
GAGACCACTCGCGCCCTCACGGCCGCCCTCCAGCGTGCCCGCAGGGCCTGTGGCTGGCAC
GTCACCCCCGTACAGGAGGAGACGGTCTCACTTCACGGTACGGGCCACGGCTTCATTGTC
CTGCCCACCCTGAAGCCTGTTGAGCTCCTGTCTGTCACGGAGGATGGAAGGGAAGTCGAT
CTCGACGACCTCTATTTCCTCTCCGAAGAGCCGGGCGTGCTCTACAAGAAGTGTGGCTGG
TGGTGCCGCGAAAAGATCGAGGTCACCTTCACCCATGGTTTCACCGCTGACGAGGCGGTG
GATTTCCGCGAGGCTGTTCTGCAGGTCGTGGATATCGCCCACATGATGATCGGGACCGGC
GCCGTCGGCCCGCTGACCGGCATGGAAGTGGACGATGTCTCCCTCCGCTGGTCGGGCCTC
GTGGACCGCTCGTGGGGTATTGCGAAAGACCCCCTTCGTGAATCGGTCCTGTATCAGTAC
AGGCTGGTGGCGATAGCGTGAACTTCGGCGGGCAAACGGTCACCTTCGTGGCCATCACCG
AAGACCTCAATGACCGGGACAAGTACAACAACCCTCGACAGGTTCGTACTGAGACTCCGG
TTCCGGGGTGTCGCTTCCGGCCGCTCACCGCGAAAGAGAAGGTGGAGTTCGGCTACAACA
CCGTCACCGACCCGTGGAAGTGTACCGCCCCCGCTATTCCTGCGGTGATGGACGCCCTCT
CCACCGGCATCCTGCGGTATGACGGCGTCGACTACCAGATAACTGGTGGGGCAAGGACTT
TCGCCAGCTTCGCCGGCCAGCCCTTCAAGGTCACGATCATCTGCGAAAGGCGCGCGATCT
AAATGCCCAGGGACGTGGTCGTCAGGCTCAGGGATGTGCGGTCGGCCCTCCTGGATGGCG
TCAGTGAGAGCCGCGATCTCCGCCGGGTCGTTCAGCGTTTCATCAACGACGTCGAGCAAA
CCTGGCACGACGTGTGGAACGTCTCGATGCTCGGCGTCCTCGCCCAGCAAACGGGAACGC
CCCACCCGTACCAGACCGGCGACTACAAAGCGCACATCAAGAAGAAGCGCTTAACGGCGA
TGCAGAAACTGCGCATCAAGAAATTCCTGAAGGGCGGCCTACCCATCGGGTTGGTCTACA
ACAACGATGAAAAGGCCCACTGGATCGAATATGGCACGAAGAGGGATAGGCCCGGCAGCC
GGTCACCGTGGGGTCCCAACACCCCAACCCCGGCCTTCGGGATTATGCAGCGCGTAGCCC
AGATCATGAATGAGGATGTCCGCTATAGGTGACCGAATACGAATATCCACCTGGTGTCCA
GGTGATTATCCAGCACCTCAAGACAATCGGCTTTGAGGTGCGCAACGAGCGCCCGCCGGA
GTCCCCACTTCCATTCGCCACCGTCCACCGCGTCGGCGGGGACGAAGACGAGGCGGGCAT
CACCGATGAGGGGCGATACGCCATCCTCGTCTTCGGATCTTCCCAGGAAGAGGTTGACGC
CGCCACCCAGAAGGTTGTCCGCCGCATGAAGAAGCTGGCTTTCATCGGCCAGGAGAAGGT
CGTCGTCGACGACAAGGCGTACTTCGTCGATGGCGCGCGGAAACGCGAAGAGCGTCCTAT
CGACAATCTCGACAACGCCATCCCAAGGAGGTTCTTCGGAACATCCCTGATGTATGACGT
CCCGATGAGGATTGTCGCCGCCTAAACGTTGAGCGGAATTCTCCGCTTGCAGGTCCGACA
CACCTTATCTACGTATTCGCCCCGGCATCCGTCATATCTGTCGAGATACCAGTCGTGCCG
CCATCTGCGGCATCGGGGCGCGGGGGTCTGGATCTTTCCGCCCAATGGGCGCTTTCCCCA
CCAAATACGCGCACTGCCGTCCTCGTACTTGACGACCGAATCGTTAAGGACGCTCTCAGC
AAAGAGATCTGACGGCTTCATATCCACCAACCCTACCACATCTCTTATGTACTGAGAGGA
ATCACTAAGTGGCTAAGTACCGCACTGTCCAGGCGGTGACCTTCGTCCAGAACGGCAAGG
TCGTCTCTATCGGGCCGAATCGCGTTGTCGAAATCGACGATGCGCAGGCCGAAAAGCTTG
GCGCCAAGGTCGAGCGGGCCCGGGAGAACGACTCGATGTTCCCCGATGGCGCCCCCATCA
TCCCCGCCGGCTTCGTCCCCGAAGCCCCCGCCGAAGAGGCCAATCAGCGGCTCGTGAGCC
AACTCCCGAAGCCCGAGCCCAAGAAGGCCAAGTAAGTCCCACTCCGCCCATCGTGGGCAT
CGAAAGGAATAGCTAATGGCTCTGCCTGCAAACGGCGGTACCTACGCGAACCTGCTGCAG
CCGGGTATCAACCCGCTCGCTGTACGCAAGGCAATCATCACCGACATCCTCATCCGGGAC
TACCGGAACCTGGATGGCACGGTGCACAACCTGGCCGACCCCGCCGTCGGCCTTGGCGAT
GACGGCTTCTTCTCGCCGTTCGCCGCCGACGGCAAGCTGCGCTCCGACCTGCTTGGCGAT
GACGGCCTCGGGTTCTACCACCTCGGCTCCCTGCACGAGGACGGCATCGAGATGACGTAC
GACACGGACGTCGCCGACACGATGATCGCCCAGAGCAAGCGCGCGGTGCGCTTCGACGTC
ACCCAGGACAACGATGGCATCACCATCAAGGCCCTGGAGGGCACGCCGCTGGTCGACGCC
CTGCGTTACGACAAGCCGCTGCACAACCTGGCCGACGTCGGTCAGGCCTCCTACACGATC
GCCAAGGACGCGGAGACCGTTCTGGTTGAACGTCAGGTGATCGCCATCGGCTTCGACGGT
GACAACTACTTCGCGCAGACCTACCCGCGTATGTCGCTGCGTAGCCGCGGCAACACCTCG
TGGAACAAGGCTGACCCGGACACCATGGAGATCGAGCTCGGCGCTTTGCTGTGCCCGTTC
GTGGGTCGCCCGGCGCTGCTGCACCGCGACGGCGCGGATTGGCGTGGCCTGCAGGGCTAC
CCGGTCTTCGGTGGCGCCCCCTCGGCTGAGGCCGTGGTGGGTGAGATGGCGGACGTCACG
TTTGCCAAGCCGACCGGCAAGTCGTCCTCGTACGAGTACGTCGTGGAGAAGTCCAACGAC
AACGGCACGACCTGGACCGAGGCCACCGTTGAGGACGTCTCCGGCACCAACACCGTGACG
ATCCGGGTTTCCGGCATCACCTCTTCGGTGTCGTGGAAGTTCCGCGTCAAGGCCACCGGC
ACGGCGCTGCTGACCACCACGTCGGCCGTGACGGCTTCGGCGATCGTCGGCCTCTCCTAA
CTGATCTACCCACAAGCGGCGGGCTCGGGCTGTGTCCGCCGCTTGTGGGTTTCCACAGCC
CAACAGCCTCTTTTCTTTTTTAGGAGTCATTCAGATGACCTACACCCCTCGTAAGCCGGT
TTCGGTTCGGGAAGCCAAGGAGCAGGCGGCCGAATACTTCGGTTTCACCGCTAGCGTCGA
GATCGAGATCAACGGCGAAATCTTTGAAATCCCCAACCCCGGCCTTTTGGACGACGACCA
GCAGGAACGCTGGGAGGAGCTCCAGTTCCGCATTGAGAAGTGCGACCGTGAAGAAGATGT
CATTGTCCCGCCGATGACGCTGGAAGACGGCACCGAGCTCCCCGGCCGCACCATCAGGGG
CGAACTCAAGACGCCGTACCAGATCAACGGTGAGCTGATGAAGCCTCCGTACAACGTTCA
GCTTGCTCAGGCCATTTTCGGCGAAGAGAAGTATGAGCGGTTCAAGGCTGGCGGCGGGCG
TTCCAACCAGATCCCCCTGGAATGGGCTCGCATGAACCGCGAATTCCAGGAGCGCGTCGA
GAACGACCCCAAAAGTGGCGGACGCGGTTCCGAGGTGGATGGTATTTCCGAGGGAGATTG
AGTGTGATCTCTCCCTTTATCACCACCGTGACATAGGGGAGTGGTTTCGAGGGGAGTTGA
GCAGCCGAAAGCTGCTCACTCTTCTCGACGGTTTACCTGAAGATTCCTGGTACAAACTCA
GCGTTCAAGCTTACTTGAAAGAAGTCCAGGAAACGCACGAACAAGAAGTTGTGAGCGATA
TTCGTAGATCGATATTCGCTCAGCTCACTGGGCAGGAGATGGGTTAATGGCAAGAGTTGA
TCTATGGGCGTTTCTCCATCTCAACCAGAAGTCGATGCGAAATGCGGAGAAAGAGGCGGT
AGGCCGATTCCAGAAGATTGGCAGGGAATCGGCCGATGCCATGTCGAAGGAGATCGAGAA
CGCCGCTCCTCGCGTCCGCAGGGCGATGAACAGGGTTTCCGACGCAACCCTCAGCAGTTC
TCGCGCAGCCCGTGAGGCGAAGAGGAGCCAGGATGCGTTAGCCAAGTCTAGCCAGAAGGT
CCTGAAGCTCCAGCAGGACATCGCGGACCAGAAAGAGCGCAACAACCGCCTCCTCAAAAC
CGAGAAGGCTAATCAGCGCCAGCAGACCAGGGCGCAGCAAGAACAGAACAAGGCACTTGC
TGACTATAACCGCCTTATTGATCGTCGCAGCAAGAAGAACGACGCCAATAAGGCGACCAA
AGAGGAGATCCGCCTCGCTAATCATCGGATCAAGCAGCTCAAGCTCGAGGGTAAGCATAA
AGAGGCCAAGGCTCTCGATAAGGCTATCCACCCGACCCGCAAGAAGGATATTCTGGAGTC
GCGGGAAATCCGCGCCCTCGATAACCAGTTGGCGGCGGCCAAGGCCGATCTGGCAAAGAA
GACCGAACATCTCGCCAAGGTCAACCAAAACCTCAAGTCCATTGAGCGCGACCGTCAAGC
GGGGCTGAAGAGCCTCACTCAGGCCCAGGACGAGTACAACCGGGCGACCAAGGAAACCAT
CGACGCGATGGCCAGCGTCAAGAAGGCCAACGAAGACGTCGAGAAGGCCGTCCGCAGTCG
CACGGAAGCCGTCAAAACCCTTCACGAGGTTGAAGCGGCCGAGGAGGAGAAGCGCCGGGC
CGAGGAGGAGAAGCGCCGCAAGCGCGTAGACCGAGATCGCCGCGGCGGTAGGGGTAAGCG
TGGCGGCGGCGGCCTGGGTGTCATTGGCAACATGCTCACCGACCTGCCGTTCGTTCCCTC
GGGCCGATGGGGCGCGGCCCTCGGTGGCGGCATGCTCATCACCATGGCCTCGGCGATGGA
AGCCGTTGTCACGGCCTCTCAGAGCCTTGCCCTCACCCCGGCCATCCTTATGGCTGCTGG
CGCAGGGTTTGGCACGTTGGCGCTCGGCGTCTCCGGCTTCGGGGACGCCATCAAGGACAT
GGGCGATCCAGAGAAGTTCGCCGAAGCCCTCCAATCCCTCTCTCCGGCGGCCCAACAGGC
AGCGCTGGAGATCCAGTACCTTGTTGACGGCCCCCTCGGGGACCTCAAGAAGGCTACTCA
AGAGACTTTGTTCGAGGGTGTGGCGCAACGCTTCCGCAGCCTGACGAACACTTTCCAGCC
GGAAATCATGCGGCTGACCACGGGCATCGCCGGCGCGATGAACGGAATGTTCGATGAGTT
CACGAATCAGCTGATGACCCCCGGGTCGCAAAAGGCTATTTCGAGCATCATCGACAACAT
CGTCAAAGCGTTCCAGAATCTTCAGCCCGCTATCGCACCATTCACCAATGCGCTTCTGAA
AATCTCGGAAACCGGTGCATCCTTCCTTCCCGATCTCGCCACCGGGCTCGCGAACGCCGC
CACGAGTTTCTCGCGCTTCATCACCGAGGCGCAGCGGTCGGGCAAGCTGGAAGAGTTCAT
CCAGAAGGGCATTGACGCGGCGAAGTCGCTTGGCGATGCCATCTGGACCATCGGCGGGCG
GATCTACGAAGTCTTCGGCAACAAGAGCCCCGAGGATTTCGAGAAGACGCTTCAGGACGT
CATCGATGCGGCGTTCGGCCTGGCCAATGGCCTGGTCACGGCATCGAAGGCCGTCAACGC
GGTCCTCAAGGAGATTGAGCCGCTCACCAACCTCATGAAGGATCACCCCGGACTCGTCTG
GGCGATGATCGGTGCGTGGGTTGGCTTCAAGGGGCTCGGCCTTGTCGGCATCATCTCTGC
CATGGCGGGCGGCCTCGGCAATGTCGCCACCGCGCTCGGGAAGATCCCCGGCTTGGCGCA
GAAGGCCGGAGCGGGCATCTCCGGGGCGCTGGCAGCCGTCAGTATCCCGGCCTGGCTGAA
GTTCCTCATGAAGTGGGGCGGAGCCATCGGATTCGGTGGCCAATCCGACGTCAAGATGCC
CGGAGACGAGGGCTACCCGTTCGACCCGAACGATCCGAAGTACGGGGAGGACGCTCTTCG
GAGGAAGGCCCGGGAAAAGCTTGGGCTTCCCCCCGAGGTCCCCACGGGCGGGGCCCCGGG
CACCGGCAACGGTCCCCACGGGCGTGACGGTCGACGTCGTTGGAACCCGAATGCGGGCCG
CAGTGCTACCACAGGCATTGGCCCGGCACCTGCTGACGCGGGCCTTCCTCCGTGGGCTCC
GCATGACGTTCCGTTGCCGCCTGCCGACGGGGGCGGAAAGCTCAGTGACAGCGAACGTCG
TGACCAAATCTGGTCGACGCTCAATCCTGACGACTTCATGCCGAAGATCGATGTCCCCAT
GGGGCCGATCACACCGGGCACCCCGCAGCTGGAAATCGGCACGGACGGCAAGCCGTTCTC
AAAGCCGGGATACGGCTACACCGACATCGATCCGCGTGCCGTCGCAGAGGCGCAGGAGAA
GGTCCGCCGCGAGGCGTTGGACTACCGCGATGCGGCCATGGAACTCGCCATTCTCCAGAA
GGATTCCCTCGCTACCGAGCGAGAGATCTTCGAGGCGAAGGAAAAGCTGAAGGAAGCCGA
GTACGACTTCAACAAGGCCCAGCTTGACCTTGTCGAGGAGCTGAACGGCAAGTGGAAAAA
GGTCAAGGGCGGCATGATGGACGCCAACAAGCTTGGCGCCGGACTTGACGACGACCTCGG
CCTCTCAAGAGGTTTGGCGGGACTGGCGGATAACCTGGTCCGCTTTGTCGGCAACCTCGC
AACCGCTCCGCTGCAGATGATGCTGAGCAAGATCGCCGCACAAGGTGACGGTTCGTCCGG
CATCTTGGGTATGTTGTTCGGCGGGACGAAGGACAATCCCGCGAGCTTCGGCGGCGGCTT
CGACCTCTCCGGTTCGGCAAGCAGTGGCGGCGCGACCTTCGGAACGCCCGTGGGCGGCGG
AGAGCCTTACGGCCTCCCCGTCGGTACGGATACCGGCGGTTACGGGTCAAGCGGCGCGGT
GTTCCCGCCCTGGGTGCACGCACTTGAGAACATGTTCGGGGTCAAGGCCAGTACCTACGC
CGGTCACCAGGAAAAGGACGGCCAGAACAAGGGCATTGACTGGTCCGGCCCCGTCGAGAA
CATGCAGCGGTTTGCCGAGTACCTCTCCACCGTCCCGCAGGCCCTGGAGCAGGTCATCTG
GAACAACCCGAACACGGGCCAGAAGATCGGCATTGCCAATGGGCAGTTCGTCGGCCCCGG
CACCGACCAGCCGGGCTACTACGCCAACGACTGGGGCGGGCATCAGAACCACGTCCATAC
GCGGCAGAGTTATTCGATCCCGCTCCCCGGTGGCGCGGCGGCCCCGGCCTCCTTCGGTAC
GCCATCGTTCGGCGGCGGCTTCAGTGGCGGCGGTGGCGGAACCCCCGTGTTCGTGACCAA
CTGGCCCTTCGGCGGCATGCCGGGAATGCCCGGTGGCGGAGGGTCGCCCGGCGGCCCCGG
AACCATGGGCAAAATGAGCATGCCCATCGCCGATGCGTCAGCCTTCAGCGGCTTCGGCAA
CCCGGGCTCTCCCCAGGCCGTGGCCAACATGATCTACCAGCAGGCGGTGTCCCGCGGGTA
CAGCCCGCAGGAAGCTCAAGCCATCGTTGCCTACGCCATCGGCGAATCCGGTCTCGATCC
GAGTCGCTCTGGCGGCAATCAGGGCGGCGCGGAGGTTGTTGGACTGTTCCAGCAGAAGCC
CGACTTCGCGAGGGGTGGCGGCATCGATCCGTCACTGCGCACCAACGCAGCGGCCAATAC
CTACGCCTACCTCAACCAGCTGGACAAGAACCGCAACCTCCCGATCGAACAGGCCCTGCC
TGCGACGTCGAGGGGGGGTCCGCTCGCCACGGGGCAAGACTGGGGCGGCCTGATGAGCCA
GGCTGCGCAGTACCTCGGCATGCCTGGAACCCCCGCAAGCCTCTCCGGCATGCAGGGTGT
CGCTGGCGGCCCGCTCAACACAGGATTCCCGACAGGTCTCCCTGGCGGTACCCGACCCGG
CGTTGCCGGTGGAGCGGCTGGCGGCGGCCTTCCCGGGCTGTTCGGCAGCCTGGGCGGTGC
CGGTGGTGGCGCCGCTGCTGGGGCCCTCGGGCAACTGCCCGGCCAGCAGCCCGGTCAGCA
AAACGGCTTCCCCGGCGCTTCGGGCGCTGCGGGTGGCGCACTCGGCGGTGCGATGGGTGG
TCAAGCGGCAGCGGCTGATTCGATGATCGGCCAAGGCAACAACGATTACAAACCGGGCGA
GGAAGGCTGGCAGCCTTCGGGCGGCGGTGGTCTCGGGATCGGCGGCCTCGCGGGCGCGGC
GATCCAGGGCGCGATGGGCGCGGGGAGCGCAATGGCCGGTCCCGCAGCCCCAGCGGCTTC
GGCGGCAGCCCAGATGGCGATGCAGCTAATTCAACGCGGAATTAAATACGGCGGCCAGGT
TGCCTCCATCGGCGTTGAGGGTTTGTTCGAAACCCTGACCTTGGGCGATTCAGCTCTGGG
CGATATGAGCAAGAGCTGGTTTGGCCGCCTCCTGTCCGGATTCTCTTCTGCGAAGCCAGC
TATCGGCGGCAGCGCTGGAAAAGCCGGCGAGAAACAGGAGAAGGAACAACCGGGCGAACC
GAAGGATCAGAAGCAGGGGCAGCCGCAACAGGGCGGCCCCGGCGGCATCAACATCGGCCA
GTTCATCGCGGCTCCCAACCGCGATAACCAGCAAATGTTAAATGATCTAAATTTCGCCAC
CTACAACGCCGGACAGGGCCGATAGGTTTGACACCACCCCGCACTCAAGTTCCCCTGAGT
GCGGGGTGGTCGTCTCTGCTCGTCTAGCGAGCCCCTGCCTTACCCTGCCTTTGCCATGCC
CAGCCAGGCCGCGCCCAGCCCTGCCTCGGCCTCTTCACTGTAGCACGGTGCGTCGAGGCG
TGCAACCCACTGCACTGGACGGCTTCCTCAACCATGTTCCGTGGCGCTGCCACTCCCCAC
AGGAGGTTTACGCTTAATTGGAGTCATATCCTCCTACGCCAATAACCAAATACGGAATTC
AACTCCTCAAAGAGGGAATTGAGCCGAATATCACCTATACCTCCCCCGGCGGGGAGATTA
TCTTCTACCTGAATGGTGGGCTGGCGCCATTCCCCGGGGTTACCGAAGGCATTGCCCTAG
AAGAGGGTATTGAGGGCCTTCACCCGCTATTCAATCACCTAGACACCAAGGGTGCGAGGC
AGGACGGCGCGACGTGGACCGATACGGTTTACGAGCCGGCCGAAATGGTGATGAAGGTTA
TCGCCACCGCCCCCACCGCAGAGGGCCTGCGCCGGGTTATCCGGAAGTGGATCGCCTCGT
GGGACCCGGAGAATCCCGGAAAGCTCACCTGGACCACCCCCGAGTCGGGGGAGTGGTGGT
GCTATCCACGCCTGCACCGTCCGGTTACCGACAAGCTCAACCGCGGCTATGCCCGGGACG
GTATTCAAAAGTTTAGCAATTGGTCGATCCGTAATGACGACGCCTTCTGGCGTTCGCACG
ATTCGGTTTCCCAATTCCAATTCTCTTATCGAATGGCGGTTGACGAGTTCAACCGCGACG
ACGACGGAACCTTGGGCCCCAACTGGGAGCAGACCTATTCCGGTTCCGACGAGGGCGTGT
GCGAGACAGAGCCCGCCCTGAACTTCCTGATTCCGGGCCGGGCCCGGTGGACCCCCGCGG
GCGATGAGCAGCGGACGGTCATCAACCGCTGGCTGGGTAGCACCGAGGTGCAGACGGTTG
AGGTCCACGGCAGCCCCACGACGTGGCGGTTAGGCTTCGGTGGCCAGCCGACTTCGCCGA
TCTCCCATCCCGCCACCGCGGCGCAGGTGAAGACCGCCCTGGTGGGGCTGGAGAGCATCA
CCACCGATGATGTGACTGTCGAGGGCGAGACCGGCGGCCCCTACACCGTTACGTTCACCG
GCCAGTACGCCAAGACGGACGTCCCCCAGATGGAGGCGTCCGTGGTGAGCGGCGGCATCA
ACCCGTATGTCACGGTGGCCACCACCTCTACGGGTACGCCCGCCGTCACGGCCACCGACA
ACCAGGTTATCTCCATTCAATTGGGCGCATTCTTTATGTTCCCATTCCCGGATGCGGCCT
ATATCGATATCTGGGGCCGAATGAGCGAAGACAGTGAGACGGGTATCCGGTTGAGGATTG
GCCCGCAGTGGATTCGCCTTTCCCGGTTCAATAACGGTGTTGAGACGGTTCTTCGTCAAA
GGATTCTGCTTATCCTCCCCATCTGGGGTGAGACGTGGTCTTTGGTGTGCGGCTCGGCCA
ATAACGCCAGACAGTTCACCGTTATGCGAAGCGGCTTCCCCATCCTCTCCCATAAGGAGA
CTGGTACCGGTTCGGCCTTGGGTGCGGATTACCGCGGCGTCGGATTCGGTATGGAAGCCG
GGGACGGATTCACCCGCCAACTGGTTCCGCCGGCGGTCAACAAGTGGGCTTTCGGCGACA
ACGCCACCCTCACTCAATCGGGGCATCTGGCTCTTACCAACTTCGGCGACCAGCCGGGAT
TCCCGGACCTGGTGGTTTACGGCCCGGGGACGTTCAAGTTCTCCGATGGGCCGGGCGCGG
AGCCGACGATCGAGTTCGGCCCCTTGGGCGATGGACAGGTAGCCCTGATCAAGACCCATC
CCGGTCAACGGGCGGTGTATGACATCACCACGGACCAGACCGAGCAGGATTTGCCGTTCT
TCCAAGATTTCCTGAAGCGGCTTATCAGCCTGGCTTTCAATGGGAATGTCCCGCCTTTGA
TGGAGTGGTTCCAAAGCCTTTTCGGCATCGAACCTCCCCAGGGGAATATGTATTCCCTTT
TGAAGGGCCGCTGGTCTAAACCGGTTCCCCCGAGGACGTTGACCGCCTCGCCGGTTACCC
ACCAGATCGCGGTGGAGATCAAAGACGGCAATGCAAATTCAAAGGTTATCGCGGCACTGA
CGCCTATGAGGCGCTGGCCCGAGTAAGGAGTTCTGCTTGCCCAGAGTTCAGGTCGATCAA
GCGACCCTTGATGATCTTAGGGCGAAGCTCTCCCTGGATGCCTACACGGCCGTTGATGCG
GCTCGGATGGCGGCGGAGCTTGAACAGGCCGCCGTCTCCGATACCCGCATTGTCGTGACG
GTCTACGACAAGTTCTACAGGCCCGTGGGGGAGTGCGGCGACTACATCTCTTTAGGGTGT
AAGTTCCCGCGCAATAAGGTCGAAACAGGCAACCTCTCCATCAAGAGGTCCGACCCTCTC
GCAAATGCCATTCTGCAATGCCACGAAACCACCGTGCCGATCACCATCGAGATCGGTCAC
CTTTTGTGGTCGGGCCAGGTTAAGACCGCCCACGACAACTTCAACCAGCCTGGTACGGCG
GATTTCGTCGAGTGCGAACTCGAGGGTGATTACGCCTGGCTGATGAAGATCCTCGCGTGG
CCGAACTTTCTGCTGCCTTTGCAGGTCCAATTCCCGCCGCGTGGCGTGGCAATTGGCCCG
GCTGTCTCCATTCTGAAATGGCTCCTGGCCACCCAGGCCTTCCGTATTCAGGCGGGCATG
TGGGAGATGGTCAATAACGCCCTGAGTTTGAATCTCGACTGGCGTTCATGGTTCGGTACG
GTTCTCCAGGCCAATCCCGGTAGCGACGGTATTGGTTTGGATGATATCGCCCGCACCCTT
CGCACCCCGATTTACGTGGTGCCCACCAATCCTTTGACGGATACCTCCCCGTTCATTTCG
GTCAACTGGCGAATGGACAAGATCGGATCGATCTTCGAAGAGGTCGTCGAAGATAATGGC
TTGCACGTTGAGGTGAAATTGTGGCGGCCGGGCGATCCCCAGCCAGGCAATGATCCTCTT
CTGGCCTTGTTCCCATTGACGGTTCCCACCATTGTCGTGGATATCAAAGACCGCATGGGC
ATCGTCGGGCCCACCGGGACGTTTATCGACGGCATCCTCCGTGTGGCCGTTGACCTGCAG
GAAGGGCTTTTCGGAGACATCCTGGCCCCGTTCCTGAACCCGAAGGGTGAATACGCCCCG
GACGGTTGGAATATCGCCCCGCTATTGGGTATCCATTATGTCCCTTCTTGGGCGGTATTC
AATGCTGACCATCCAAAGGGTGGCGTTTCCGGTCGAATGTCTCACCACAGACCCGAGGCG
TGGCGCGTAATTGTAGGCGGTTTGTCGGATGATTTGGCCGCCGCGGCTGCGTAAGTAGCC
GCTAGAAAACCTCACCGTATCGGTGAACCCCGCCCAAAAGGGGAATACCGAGGAAACCAG
CACATTGGGTTCCGTACAGACTAAACGTGAGGCTCCATCTTTGAACCGTTGCGAATGTGT
ATCGCAACGTGGAGATGGATGAAGTTATAGTCGGGTCTGCATCGATGGTAAAGATGCAGA
GTCAGGCAGAAATGACCTGGCCCCACGTTCGTGGAGTAACAAACCGAAATCACCTAAATG
GCTTAACGACCTCATTAACGCGACTATGGCCTTTATCTTGGACATGGTCCTGATCGTGGT
GGGAATTACCGGCGTCCCGAGCAACCTTTTCGACGGGCTGTTCAATGACGTCCTTTTGGC
CTTCCAGCTGGCGGACAACTTCGAGCGGCGCATGAAAATGGGTCCCTACGGCCACGCCGA
GGTCTTCGTTCCCACCAACAAGGCCCCCTATACCATCGACGGCATTTTCGCCCTCAAGCG
GGAAATGTGGAACACCAGGGGCTATATTTCTGGCGAGGTCACATTCAAGAATGGCCTGCC
TTACGAGATTGGTAGGGATATCTTCCCGGGGTCTTTGGCGACCCTGATCCACGATGGAAA
AGTCTACACCGACTGGGTGGAGAACATTGCCGTTGTGGATACCCGCGACGGCCGCTCCGA
AGTCGTGGTTCAGATTGGCGACGGCAAGGCTGAAGAGGCCTCGGTCGTGAAACTCCAAAG
AAAGCTTTCGAAGCTTCAAGAGGCCCTCAACATCATCACGATGGCCACTCAATAACGGGT
TAGTGGGCTAACCCACTAACACTAAAGGGGAATCTTTACATGGCATTGACTATCGATGGC
GCCAACATCACCTTCGACGGTCGGGTCACCGTTGTCAACGGCTTCAACCCGGACACCGGG
GTGGCATATCTGGTCTTGACTCCCGAGGGTGGCTTTGGCGAGCTGCCGTTCTTCTCGGCC
GGTACGCCGGGTCTTCCCCCGGAGTTCACCGAGATCAAGATGACCCCGGTCGACCCGGAT
GATCCGCTACCCACCCCCAACCCGGTGGTTACCGTGGTTGATCCGGGCGGGCCGGGGCTT
CCCTCCAGGTTCAAGCTGGAATTCTTCGTCCACAAGGGCCTTAAGGGCGACACCGGCTCG
CTGGTGATTGCCAATGCGGAGGACCTCGCCGCCTCTCCGGCGCTGGGCGGGGAAACCGAC
AAGTACACGCTGGTCTACCGCGCCTCGGACGGCATGTGGGTCCCCACCGCTCAAAAAGTC
GGGAACATGTACGTGTCGCCCAACATCGCGGCGACGGCCTTCAACTCGACTTCTGTTCGG
GCCCTGTCGAGCATCAACATTCCCGCGCAGAAGTTCGACTGGTATCCCGAGGTTTTCGCC
CAGACCCAGGTAACGGGCTCTGCAGATACCCGCGTAGACCTGGTGGCCCGACTCAACGAC
GCCGCCTCCGGGGCGATGGTGGGCTTCTCCAAGGGGCTTGTCGGCACCACCCCGCCGCCG
AACGTCGTCATCCCGGCGTTCTCGGTGAGCTCCGCACTGCCCAAGGTTCTCGCGGGTAAC
GCCGCCACCATCTATCTGCGCGCCGAGCAGCAGGCCGCCACCAGTAACTCCTGGTCCACG
CCCGCCTCTCCCGCCACCACGTTCTGCGTGAAGGTGGCGCCCCTGCTATGACGACACCTT
TCAAGCAGGAGGCCTTTCCGTCGAACCCGGCTTCACCGTCGGGCCCGCCGGCTGGCTATA
CGCAACCGACTTCAGCGCCCCCCACCACGGGGGAGCCGCCCAAGACGTCGGCCGAGCTCT
CCGCGATCCGTGGGCAGTTCTGGGAACTGCTGCTGCAGAAAGTCGTCGAAGCGCTCGTCG
GAGTGTTTCTTCCCGGTAACGGGAGCGCGGCCACACAGCTCGCGCAATGGGCTCTGAACC
TGCCCAACCAGATCCTGCAGTTCATCCGAGATATTGCCGGTATTGACCTGACCTCGTGGG
ACAACTTCCTGGCCAGCCTCAATGACGGCAAGGGTATCGACATCCCATTCTTGGCCGACC
TGATTGAGGCGATCGCCGCCCGAATCGACACGATTATCGACACGATCGTGCAGGCCCTCA
CCGGGGCCGCCACCATCGGCAACACGGTGGCGGATCTCGCCCGGGCCCTACTGGAGGTGC
CCGCCAAGAACATTCAGGGCATCCTTGGCTCGCTAAACCTCGGCGACGACGCTCAGGCGA
TCTTGGACTTCTTTATCGGCGGATTCGTCAACCAGCAGGGCTCTGGCGCTTCCCTGGCGG
ACGCCTTCAACATTGCCCGCGATATCGGTTCCGGGTCGTTCCTGGGGAAGCTGGCCGCGG
AGATCCTCGGTATCCGCAACAACAAGCCCGCCGACGGCGGGCTACTGCCGTCGGAGCGGT
CGAACTTCGACCTGTCCGCGGTGACGACGTGGCACGCCGCCACCCAGTCCGCGTCGCTGA
TCGGCCTGGACTACATCGAGCAGGACATGCCACTGGGCGTTGTCTCCTGGATTGGTTACG
GCACATCCGGCTTGACCGCGCTGTATGTCAATATCTGGAAGGTCGACCTCGACTCCGGCG
ACTTCACGCTGGTGCATCATTCTCCGAATATCGTTGGCCTGCTTACCGCAACCGCCGATC
CGGGCGAGTTCGTCTCGTACGAGCTCGACGAGCCGTTCGACATTTTCGCCAAGGAGATCT
ACGCCTACGAGATTGTCCCCGTCGGCGGTACCCACCATGTCCGGGGTCGCGTGTCCAACG
TCCCGTACCGGCCGGAAACGGCGATCGTCGCCCACGCGGCGACCCGCAACAACACCACCA
GCCCCAACGATCCGCCGGAAACGATCGCGAAGGCGAGCGTCACTCGCTCCCTGAACGTTC
CGTGGGTCGGCATCGCCGTCGACACCGGCTCCGGCGAGGGACATCACGACGACGACCTGC
GTTACATCGGCGGGGACGTGTCGTTCCCGATCCCGAACTGGGCCAACTATGTCGACGTCA
TCGGCGTCGGCGGCGGCGGTGGTGGACGAGCTGGCCTGACGTTCGGCTTCTACGGCGAGG
CCGGTGGCCCCGGTAGGTGGAATGCCACCACCTGGGCGCGCGGCACCCACTTCACGGGGA
ACTCCACGGTCATCACCGTCGACGTCGGCGCGGCCGGCATCGGCGGGCCCGGTGTAGGTG
ACCGCGGCGGCAACACTGTCGTGTCCATCCCTGGCTACTCGATGACCGCGATCGGTGGCG
AACCCGGCGACGCGGTACGCCCCGTCACCGCCGGCAAGCCTGTGGGTCGAGGCCCGGGCA
CGTTCAACTACAACGGCATCGCCGCTGTCGGTGGCGTGAACCAGAACTCGTACGGCGGCC
AGGGTGTCGCCCCCGGCGGCGCAGGCAACGGCGGCAACTACGTGTCGTTCCAACCCGGCG
GCAACGGCGCCCCCGGCGGCGTGTGGCTCCGGTTCCGCCAGGACCCGCTGCCCGGCGAAG
AGGTCGGCAGCGGCGAAGGCGACACCACGCCTCCCAGCCTCGACGGCCTCGATGTCGCGG
TGCAGACCACGACAACCACCATTACTATCACCCCCTCTGGAGCTGTTGATGCCTAGCGGT
TTACGTGGCTACAACATCTACCTTGACGGCGTAAAGGTGAATGCCCTTCCCATACCGGAG
GGGCAGGCCCTTAGCCTGTCAGGTGCCGATCCAGGGTCGGACTACTCGGCGCGCATCACC
ATTAGCGCGATCGACAATGCAGGCAACGAAGCGACCCCCGTGTCCATTGAATCTTTCAAG
GGCGCGGGGTCGGTCGTTACCCAATCCGCCCCGCCGACCCAGTCGCTGTCGAACGACATA
AAATCACAGATTGACTCGCTGGTCGCGGCGAAAATAAAACCCACCCCCGACCGGGCGGCC
GACGGGTGCATGGTGGGCATCTCCACCCCCGGCGGCAACTACTACAAGGCGTACGGCGGA
GATCGCACCCCGAATGCGCCGATCCACCTGGGGCAGAATTTCCGGTACGGATCGTGCTCG
AAGATGTTCTGCCACACCCTGATCCTGCGGGAGATCGACCGCGGCCACCTCAACTGGGAC
GACACAGTCGATCAGTTCGTCGACGATATCCCCAACGGGGACAAAATCACCGTGCGGCAG
CTGCTGCTGTTCCAGGACGGCTTGAAGGACTGGCTGCAGGACGATGCGGCCACCCAGCAG
GCGTACTTCCTGAACCCCACCTCTTCGTTCGACCCCCTGGCCTACATCCGTGCCAGCACA
CCGATGTTCGAGCCGGGCACGTCGTCGAAGTACTCGAACTCGGCAACGTTCGTTCTCGGG
GCGATCCTGGAGTGGTGCGACGCCGAATACGGCACGGGCCGCACGGTCGATCAGATCATC
GTGCAGGACTGGAAGGCCGAAGTCGGGCTGGATTCCCTGCATTGGCCCACCACCAACAAC
ATGAATGCGCCGTATGTGCGGGGCTGGACCCCGAACCTGGCGCTGCCGCAGATCCAGGCG
ATCCTCGGGCCGTTCGCGTTCCTCGCCGGCCTGTTCGGCTATCCGACGTCGAAGGACCTG
GAGTGGACTGCCGTAAGCACCTCGTGGGCAGGCGCCGCCGGCTCGCTGGCGGGCAATATG
GCCGACTTTGTGAAGGTTGGGCAGGCGCTCTACGGCGGGGCGTTCCTCTCAGATGAGATG
AAGGTCCTGCAAAAGGAAATCTTCACCACCTATGTGTTCTATGAGCCAGCCGGCCCGTAT
CAGGGGCCGGGATGGATGGGGTTCGGCCTGAATGCCATCCGTTGGGGCTCGTGGCGCGGC
TGGGTCGGCAACCTCGGCGGCTACATCGCGGTCTTGTTCTACAGCGAGGCCGACGGCTCG
GTTATCGCGACGATGTTGAACAACTTCGCTGCGCACGCCGATTGCGTGGACCTGTTCTAT
CAGATTGCGTATCTGTTGGACCCGGCGTCCACTCAGCACGTGCCGTGGCATTACCGGCCG
GACTTTATTGATTCCACAGCTGAGGTCTTCAGCCCCGCCATTCGCATCAAGCAGGCCCCG
GGCGACGAGGACAACAAGACGGATATCCCACTCAAGGTTCCGTTCCGCATTTAAGGAGTT
CTCCCATAGCTACCCGCGGCTTGTATGCCAAATTTCGCGAGGCGGTTCTCAAGGCCGAGG
TCAACTGGCTGACCGACACTATCAGGGTTGCCGCAATCGATACCGACGACTACACCGTCA
ACCTCAACACGCATCAGTACCTCGGCGACATCCCCAGCGGCGCGATCGTGGGCATCTCCG
TCAACCTTGCTGACAAGTCGGTGACAAATGGTTACGCAAAGGCGGGGACGGCAACGCTTC
CCGCCGTTACCGGCGATGAATTCGAAGCCGTAGTCGTCTTCCAACACACCGGCTCATCCG
CCACATCGCGCCTAATCGCATACGTCACCTCGGATATGTACGAGTCCGTCACGCCCAACG
GTTCCGATGCGCTTGTCATATGGCACCCCAATGGGATTTTTCGCCTTTGATTTTAGGAGT
TTCAGTTGACTTTGCGCACTGATTGGACCGATAACGTCGGCGACGAGGTCGATGCCGACT
TCCTGAACCAGGTGGGCGTGGAAGTAAACGCCAACACCGCCGCCCGTCCCGGCAAGGGAG
CGTTTTCTGCGCTACCGGCCGCCGGGGTGGCAGGGCGGCTGTACTACGCCACCGACGCCG
GAATCATCCTCCGGGACAACGGCTCATCGTGGGATATCGTCGCCAATACGGAGCCCGCCG
TGCAACCGCCAACTGCGGGATGGTCCACCAATACACTGGGAACGGCCACTGTCGGCGCCG
ACAAAGGCGGCCGCCTATTCACCATCACCAGCTCCGGCGGATTGCTCACCCCGCGGATCG
AATACCGCACCCTAAGCCCCACCTCGAACTACATCGTGACCGCGCGGATCGAGCCGATCG
ACTACGCCCGCGGCGAGGGGCAGTCCTACTCGGGGCTAATCCTACGCAACGGCACCTCGG
GGAACAGTGTCCTGTTCGGCTACATGGTCTACGCGGGACAGGCGCCCTACCTCGTTGCGA
CCCGAGGCAACAGCGGCAACATCCGAGCGTCGGACTACGCCGCCACTGTTACGGATCGAT
TCGCCGGGTATCCGCGCTGGATACGGCTTCGCGACAACGGAACTAATCGCATCTTCGAGT
TCTCCCCGAACGGGTTCGACTGGTGCGAGTTCTACGTGAGCCTCCGCACCGACCATATTA
CGCCCGATCAGGTCGGTTGGGGTGGTGCGCAGTCGACCTCGGCGGCGAGGTCGCTTGTAG
CGCGGTTGCGGTCCTTCGAGATCTCATCATAATGCTTATCCCCCTGATCGTCGGCATCGT
GGCCGCGCCATTCATAGCTGGATATGTCATTTTGACAATCCTTTCACAAGACGGCGAATA
ACAGAACAATAACCGGGAGGCTTAACAGGTGGCGCTCTACCGCACCCTTTACCCACTTAC
TTACCGCAGTGGCAATACGGTGATGCACGTCACCAAACCCGGGGTTATTATCGACCTCGA
CCGCAACCAGGCGCAGGAGCTTTCCGGTCGGGTTGTTTACGTCGGCGACCTGATCACCTA
TCCCCGCAGCGGGGTGATGTATTACGACTCCGTTGATTCATTCCCGCTAGAGGGGGATGA
ACGGTACATCTTCCTGGCCCGCCAGGAGGGCGAGCTTTACGGGTGGTCGTACAGCGATGG
CTACAAGCTCTTCGGGGCCGCGGGACAGGTCGACGAGGAAGCCCTTGCCGAGGCTGTCGG
CGACGTCATTGAGGACGCCCTGGGTGACGCGCTCGCAGGTAAGGCCAACGTCAGCCACAC
CCACAACCCCTCGGATGTCACCGGCCTTCCGGCGGCGATAGCAAAGCTGGCCGGCATCGA
CGCCGGGGCCAACGTCACCAACGCCACCAATGTCAACGCGGCCGGCGCCGTGATGAACTC
GGACACCTCAACTGCCGATATGCAGTTCGTGGTCGACGAAGACAACATGGCGTCCAATTC
CGCCACCAAGGTTCCCACCCAGCAGAGCGTCAAGGCTTATGTCGACAGCCGGGTGGGCGG
CGGGGGAGCGGCCGGGGTCAACTACGGCATCTCCACGCTGAGAATTGACACCAACGACGT
TCCGATCGCGGATAGGGAAACCTACATCGAGGCGACGTTCGAGATCGAAGGCATCACCTA
TAACGGCGAGATCCGTGGCCGCGGCAACTCCACGTGGGACTTCCCGAAGAAGCCGTGGCG
GGTCCGGTTGGATTCGGCTGCCGCCCTTCTCGGCATGCCGTCGTCGCGACACTGGGCGTT
ACTAGCGAACTACATCGACCGCTCCGCAGCCCGCAATGCCATCGCCATGCAGATAGGCTC
CCGCCTATCGGGGCTGGATTGGACGCCTAAGTATCGCTACGTCGAGGTTGTGCTCAACGG
CACGTATGAGGGTCTCTACCAGTTGATGGAGATCGTACGGTTTGATCCCAATCGCGTGGA
CGCGGAGGCGGCCGACGACACCACCGGGCTCGGCTTGACTGGTGCCTACCTGCTGGAGAT
CGACAGCTACCGCGACGCGGATGTTGTGATCGACACCGTCCACGACGATCTGCCCATCAT
CATGGACGATCCGGACGGCTCGGTTACCGAGCAGGCCACCTACATCGAAGACTGGCTCAA
CAACTTCGAAACCGTCCTCTACGACGATGACGAGTGGCTCGACCCGGAGACCGGTTACAA
AACCCTGATCGACCTCGATTCGTTTGTCGACTGGTACCTGGTCAATGAGCTCCTCGTCAG
CATCGATGCGGGGTTTGAGACGTCGGTGAAAATGTATAAGACCCGCGACACCATCGACAC
CCCGGGGAAGCTGTTCCTAGGCCCACTTTGGGACTACGACCAGTCAATGGGCCGCGCGGG
CAGCACCACCTTCTCCCATGAGGGGTGGTGGCTACTCGAAACCACCCAGCCCGCTTCGGG
GACTCCCTATCCGGGTGCCACCTGGATCGTCCGCATGATGTCGGACCCCGACTTCCTCGA
CGCGATCGAGGTCCGCTGGCCTCAGATCGTCGCACTACTGGACGACCTTGAAGACTTAGT
CACCAAAACGCTGCGCCATATCGCGCTCGGTCGAGTAAATGACCAGGTTCTCTGGCCAGA
CGGCGGCACTTGGTCCACCAACGCCTCAGAGATCGTGGACTGGCTCGAAGACCGCATGGA
GTGGATCACCGACAACCTGCCGGCCCTCGGCGTGTCGGACGGCGAGCCGCCCAGCATCCC
CGAGGGGCTCGACTACACCGCCACGGGGTCCACGATCAACGTAACCTGGGAGGCTTCCAC
CGACAACGTCGGAGTCACCGGCTACGAGGTGCGGATCGATGAGGGCACTCCGGTTGCAAA
AACCGGCCTATCACACACCTTTACCGACCTCGAACCCGAGACCGAATACAGCATCGACGT
CCGGGCCAAAGACGCCGCGGGCAACTGGTCGGACTGGTCGGAACCCCTTGTCGCCGAGAC
GGGTGAAGAGGGTAGCCTCCCCAGCCCCATCAGCCATTTCGACTGGCATGAAGGCTCTGG
CTCCACCACGACGTCGATTGTTTCCGGCCATGTCCTGACCGCCGCAGTCCCAAGCTCCGC
ATGGTCGGGCACCTCCGCGGCTGGACAATTCGAGGGCGACATTGGCGATACCGCCACCCC
GAACTGGACGATTGCGGTCGACTTCACCCTGAATGCGGGGTCGAGCTGGCGCAATATTCT
CCACACCTCCGGTGCGGGGGCGGCCGACGAGGTTTGGCTGCAGCTGAACGGCTCGACGTT
GAGCATCTGGACCTCCGCGGGCGCATCCACCGGATTCGACCCGGCGCAGCCTACGCTCCC
GCCGAACCTGCCCATCCAGCTGGTGATGACCAACGACGGCACCACCCAGCGGGTCTACGT
TGACGGCGAGCTTGTGTCCTCACGGGCCCGGAACAACATCCTTGAACCCACCTCGGCGGT
GATCATGGACACCTCCGAGAAGCTCAACGGCTACGTGCACTCGCTGCGCTTCTGGGATGT
TGTCCTGTCCGATGCCGAGGTCGAGGCGCTTATGCCCGATAGCGGCGACGAGGAAGATCC
GCCGCTGTTCCGCGGCATGACCGACGAGATCACCCAGTACGGCATCACCTGGACATTTGA
CCAGGAGTACATGGCCGGCCAGTTCATCACCGGCGACTGGTGGGTCGTGGGCCCGGTCAC
CGTCACCTCCGTGAGTCCCGCCCCGCAAGGGCGACTGGACGGCGAGGACGACGACGACCT
CACCGGCGAGGCGGGCCAGCGCGTGGATGACCGCATGCGGCACGGCTCCATGGTGCTCAC
TGACGTCACCACCGATCAGGCATACGACTCGCGCTGCCGGTTCTACAACCCGGCACGGGC
GATCTCCTACCCGTACAACCTGGCGGCCAACCGTTCGCTGATCTCCAGCGTCTCCGCGGT
CCACCCCGGTGGGTCTGAGATGGGCGATCTCGCCGACGGCGCCGAGGGGCGCGTCATGGA
GACCGCCGCGGTGCTCACCTGCCTCGACGAGGAGCCCCCGGAGGACGCCTTCCGGCCCTG
CTACTGGGGCGCCGACAAGTCGAAGATCGTTCGCGCGTCGGACATCCAGTGGGACCGCCT
GGCGAACGTCACCCCGGCGTCGAGCCCGCCCACCCTAGTGGAATACGCGCGGTTCTTCGA
ACGCCCGTGGCTCGACCACATGCAGGCGTACTGGGTCGGCCAGTTCCTGTGGCCGTGGAA
GAATCAGCCGGGCTACGGCCGTGGCTACGCCGCGGTCGTGGGTACCGCGGGCCTGCTGGT
GAACTGCAACTACACCGAGGCGCAGAAGCGGCCGATCGTGCACGGGCTGATCCAGCTCGG
CATCGACCTGGCGGGGATGCTCAAGGCGGACTCGTGCTTCCGCGTCTCCGGTGGCCACGG
CTCCGGCCGTAAGTTCCCGGTGGTGTTCGCACACCTGATGCTCGACGACGACCCGTACTT
CCAGTTCGAGGCCGACGCTGTCGGCGCAGACGTCGGTGAAGACGGCGACGGCGAGCCGCA
GGCCCTCTTCGGCGAGGACGCCTCCACCTACTGGGGCGAAACCTACTACGGGGCCCCCGC
GTGCTTCCAGATGGTCGGCTACTCCTCGGAGGTGCCGCCGCACCAGGAGTCACCGCCCCC
GTACACCGACTGGGACGACACGTCGGAGGGCTACCGCCAGTGCTGCACCGTCGGCGCATG
GGTGGGCCAGACCCTCGCCATCCTTCTGATGGGCGCCAAGGCCGCTTGGAACCACGACTC
GTACTTCCAGGTCGTGGACGACTGGATGGCCGATCCGGACCCGTACGCCGCCAACCGCGG
CGGACACCCCCGTCCGGACGACTGGCAGGAAACCAACGCCTGGCATCCGTGGGCCACCCG
CATGTGGAATCTGCACCGCTCCAGCGTTCCGGCGCAGGACGACGGTACGGACAACTACAA
GTGGATGGCCCTCGATCGCGAGTGGGTTCCCAACCCGCCGCCGGCCTAATCAAAATTGGT
GAAACCCCCGGGAAATGATTCCCGGGGGTTTCCCCTTATCCCCAAAAGGGGCTTTATGCA
AAACGTTATTATCGCACTCGTCATCAAGATTATCGCCGAGGCCGCCAAGAACGAAGATGT
CCGCAAGTTTGTCCTCGAACTGGTGAAAGAGCTTGCCGATAAACTCAAGGACGATCTCGT
CCCAGCGCTTATCGCGCTGTTCCCGACTTTCGGCGGGGCGATCATCAAATCCGCCTTGGA
CTTCCTCCCCGAGGTTGACCTGCCGGATATCGATATCCTGAACACCGATATCGCGAAGAA
GATTGTGGACGCCGATCCCGACCTTCCGTTTGTGTCGGACATCATCGACATCACCGAGAT
CCTCAAGGGCTGGATAAAGTAAATGGCTGTCACTCGCGCTAACGTAGAAGCGACGAAGAA
TTTCATCCGGGCGCGGGTGGGCAACCCTTATGTCTATGGCGGGGCCCTTTCGCCGACCAA
CGTTCGACAGGGGACCGACTGCTCGGAGGTGTGGCAGACCGTCCTAGAGATGGTTCACGG
CCGATACAACCCCGGCCGTCAGTCCGAGGGTGCCACCACCGAGTCCTACCGCTATATCCC
CGTCGGGGGGGTGGGCCCATTCGGCACCATCCGGGTAGCCAGCTGGCGGGACATTCCCGC
CGATGCCGTGGCGAAGATCGCCTTCCATCACGGCCCCGGCGGCGGTGCGAGCTCGCACAT
GTGGGGCGATTTGGACGGCATGCTCATCGAGTCGGCCGGCTCCAAGGGGCTAGTCACCAA
TGGTCGCGCCATGACCATCGACAACTCCTACGCCACCGCGTGGGCATACCTCCCCGGCCC
AATCGTCGAAGACGGTAGCCCCATCCCCGAAGACCCCAACGCGGTCACCTGGGGAATTGA
CATCTCCAATCACCAGGGCGAGATGGACCTTAACCGCGTCAAGGCTGAGGGGTTTGATTT
CATCTGGTGCAAGGTGTCGGAGGGCGCGAACTACCGCGACCCGTTCTGGCCGGGTAACCG
GGATAAGGCCCGCGCCGCCGGCCTGATCCTGGCGGGCTATCACTACGTCCGCACGGGGGA
CCCTGCCGCTCAGGCAAAAACCTTCGTGGAGCACCTGGGGGATAGGTCCATCCCCGCCAT
GTTGGATTTTGAGGACGGCTCGGGGAACATCGAGCAGTTCTGGGCGGTCAAGGCCGAGAT
TGAAAAGCTCGGCGTCCAGGTCCGCCTGTCCTACATTCCTGACTGGTACTGGGAGCGCAT
CGGAAAGCCGGACCTGTCCAAGGTCCCCGGTCTGATCTCGTCCGAATACGTCAGCGGAAC
CGGATACGCATCGGTGCTATATCCGGGTAATTCAAGCAACTTCTGGAAAGCGTACGGCGG
CCGGACGCCCGACGTCCTGCAGTTCACCGACCGCGCCCTCGTGGCCGGCAAGTCGGTCGA
CGCCAACGCCTTCCGGGGAACACCAGACAAGCTGCGCCGACTTTTGGGCGCGGGAGGAGA
TGACTTCTTGTCCGCATTGAGTGACGCAGAACAGCGGCTGCTCTTTGATCGCACCAATCA
GCTGTGGGGCGCCCTTTTCAATCCGATCGCCTCGCTGTCGAAATACCGCGCCGAGGGCGA
GGGCGAGGTCCACAAGACGAAGGACCTGGTCCGGAACATAGACGCCATGACGCATGAGAC
CTTAGTCGAGCGTCAGGCCATGATGGGCAATCCCGAGGCTCTCGCCCTCGTTAAACGCGA
GGCCGATAAGGGCGACAAATGGGCCGCCTGTGTCTACAAGTACTGCACAGAGGAGGCCTA
GTGCCCGCTGATATCGACGTCAAAAACCAGATCGACGGCGTCCAGGGTGACGGATCTCCG
CGTCCCTGGGCTTGGGTTAAGTGCCGCGCCCGCACCGTCCTGGGCAACCTGAAGGCTAAG
CCTTTCTCCCGCGAGATTAACGGGAAGCCCGTCGCGGCGACCCCCTCGGCGCTGGATCAT
ATCATCTGCACTTCCGAGCAGACCTCGTGGCGGTATGTCGCCTCGGATGGCAACGTCTAC
GACCTGAAGGATTTCATGATCGTCGCCATCGAAAGGATGATCGACGAGACAGATCCCGCC
AAGCTTGCGGAATACCGCAGCAAGGCATCTCAGCTGCGCCCCTGGCCCGCGGGCTACGCA
GGCAGGCCTGATTTCGAGTGAGCCTGTGGCCTGAAATCCGGGCCATGCTCAACGGGGAGT
TCTACGTTCCGGCCGGGACGATAATCACCGCCAACGGCACTGGGGTGCCGGACGGTGCCG
GTCCCGGCTTCGGAGCGGATCTCGCACGCGAGTTGGAGCGCGTCGCCGAGGGGTTATTCG
TCTGGAAATGGATCAACTACCCGGCGGCAGTCTTCCCGATGCGCCCGAGCATCAACGCCT
TGCATCTGGCGCTGAAGGAGATGATCCGGGCAACCCCCGGAAATCTCGTCCTCTCGGCGT
ACAGCCAGTCCGCGGTGGCCTTCGCCTACGTCTGGCGAGACGACATCCTCAATCCGGACG
GGGAACTGCACGATCGCCTCGACGACATCGTCGCGGTGATTCTGTACGGCAACCCTGTCA
GGGCCCCGGGAATTGCGTACGGCAACGAACTGGGTGGCCAGTCCGCGCCGGGCAAGCTGA
ACGGTCACGTCACTGGCGGCATCGCCGGGCCCGACTGCCTGCGGCCGGAAGAGTGCGTCC
ACCCCGTAACGGGTCGACGAATCGTTCTGGATTTCGCCAACGCCGGCGACCTCTACGCTG
CGGCCCCGGTCGGTGCCGAACCCTGGGTCAAGGAGACCGAGGTCGGCCACAACGAGACGC
TCATCTACGAAGCGGTGATGGACTTCAACGGTCGCGACATCATGGCCTTTGCCAAGGAGA
TTGCGCAGATTCTCACAATGCCGCTATCGCAGGTGATCCCTCTCGTGCAGGCGATCATCA
ACGGCTTGACGTTCCTGGCGCAGGGCCCGCGAGCACCGCACTGGACCTACAGCATCGCTC
CGGCCGTCGATTACCTGATCCGCTGCGGGAACGAACTTAGAAAGAATTGAACATGAATCT
CGGGAAGTATTGGAAAGCAATTACCGCTTTCCTGTCCCTGGTGGTCACCAACCTGGCCTA
CCGGGTGACCAATGGCGAGGAGCCGCTGCCGGCCCTTGACGACTACAAGGGGTGGGCGCT
GTTCGCGGCCACCACCGTGGCGGGAACCTTCATCACGTGGGCGAAAGGCAATAAGGGCTT
CGTGGAGGCCGATAAGGCCTCTGACGAGTCCGAAGCGGACACTGTCCCGATCCCCGTTCA
GGCGGAACCTGTCGCCCCTAAGCGTCGGAAACCTGTGATCTAGTGGATGCGCCCGGGTAC
GAGCCCACCAGTTGGCTCGGCGTTGTGCCCTGGCTGTTGTACGCCGCGCCGCTTATCCTG
CTCGCCTTCGTCACCGTACGGGGGCAGTGGAAGGCGCGGCGTCACAACGTTGAGCAGGCC
GCAACCAACGACGAGCTCAAGAAGACCATGGGCACCATTCGCAACAACGTCCAGAATGGC
CACCCCACCCTGATGCGCGAAGACATCGACAAACTCATTGAGGGAATCAAAGAGTTGAGA
GATGAGCAGAAGGAACAAGGGGAGACGTTGGTCCGCGTGGACAGGCGTCTGGATCGCGTC
GAAGAACGGCTCGACCGTGTCGACTGCAACCTTTCAATCGAACGCCAGGAACGTATCGCT
GGCGACAGGAGAGCATGAAAGTAACTGTTTATTCCCCGCCGACCCCGTGCACCTGGTGCA
AGGCCACGAAGAGCAGGTTGGACAAACTCGGTGTCGAGTACCAACCGGTGGTGGCCGACG
AGGAAACCATCAACCGTTTCCGGGATGAGGGCCGCGGCGCCTTCCCCGTAGTGGTGGTGG
AAAGAGATGGTGAGGAGCCTTGGATTTGGTCCGGGTTCCGCGATCTCGAAATCAAGAAAC
TTGCCGAGCTGAGCAAGTAAAACGTCAGCTCACATAGACTGACGCCCGCGCTCCCCGGCC
GTTCCCCCCGGGTTTTGAGCGCGGGCGTCTTCTGTCGTTTTAGGCCCCGTTTAGCTTCGG
CTAGGCGGGGCCTTTTTTGCGTTTCTTAGGTCGAGAATCTCAGCGGCGTTGGCGCGGGCC
TGGCTGTTCTCGGTCTCGTTACTGGTTAAGGTCTCGATCGCCCATCCGCGGAGGGATTCG
AGAACACCCCGCGAGGGCGTTGGCCCGTAGACCCGCTCTTGATAACCGTGGGCGGGGCAG
AGCCACTGCTCCACGGTTTGCAGGTACTGGACGCGAGTGCCGCACCAGCAGTAGTCGTTC
TCGTTGGTCATGGGCTTCCTTAAGCGTATGCCTTCATAAAGGGGAAGTTAAGCGAGTTTT
GGCCCGTATTCGGGCGGGCCTAACTCGGGGTAAACAAGCCACGCTACGTACTCGCCGGCG
GCCTCGGCCAACTCGGCGCGCAGCCCGGCGAGATATTCCCGCAAGCAGTGCCGCTCGATC
ACCTGAAGGATGTTGACGAGGCTGCCGTGGAGCTCCTCTTCGGGGGTCACTGGGATCACT
GGTGCACCCTGCGGCGCCTTTCGTCACTATCGGCAACAATGCATGTATGCAGTTCCTCGT
CGCCGAATTGCACCTCAACCCAGGACAAGCATGTTGAGTCGTCGTCGTAGCGCTGGGCGT
CAAGCCATTCCACGAGGGCTTCCCGCTGCGCATCGCCCTCGTCGGAGGTGTCCCAGCCCT
CCTTTGAGCCGTCGGGGGCCACAAGGAACGATTGGTACATGTTGATGCGCCCATCGACCA
GCGGGGAGACGCACGCACCCAATTCAACAGCCTTGGCGTGAGCTTCGGCGAGCAGTTTCT
GATCCCACGACGTAACTACAATCGCGTGGTGGCGCATGTAGCCCATTACTTCGCCTCGCC
GGGGTGGCCGGTCCAGTCGATGAGACTGTTGTAGCAAAGGTGCCATTCGTAGTACCAGCC
CGCGTCCATCCTTGCCGCGATCAGCGCTATGGCATCCTTGGCGGTCATTCCACCACCTGC
ACAACCCGGGCGCTCAACTGCCCATCAGGGGTGCTGCAATACTCCCAGTCGCCGAGCTGG
CTCCACTTGTCGCCGACCATGTCGAAGTTGCCGACCTTGCCGTCGTCGCACCCCAGAACT
TCGTACACCACGGTGAAGCGCATGGTTTCCGGGAGGATCGGCCCGTTGTACCGGGGGTCG
ATTTTGAATCGGACATTGCATCCGGCCGAGCCGTAGCACTGCCGTTCGATGACGTTGACG
CCGACCTGGAAATCCCCAGGCACGGGGAGACTAGCCTCCTCGACAACGGCTGCGGGAGTA
GTGGTCATGGGGGAGCCCGCGGCGATCGGTTTACCGTCGACCGGGACGCACGCCACGCCG
AAGAGCGCGGTCGTTGCGATTACTGTTGCGATGCGTAGCATGGTGCTTGCCTTTCATTGA
GGGCGTGGGCGGGCGGTTCTTGACGGGACGGCCCGCCCACTTACAGGTACATCCCCAGGA
GGGGTTCTGGCTCCTTGATGGGCCCAAGGTGCTCGTCGAGGTATTCGGCGGTCAGCCGGT
TGGTGACAACGGCGCTGGCGACCAGAACCCGCCGGGCGAACTCCCGCGTCATGGGAAAAG
TCAAACGATGGGTGATATCCATTTGACTATCCCGCGTGCGAGAACTGCGGATGGGCCTCC
TCGAAGGCGTTGACAATATCCCGGGGGATACGCCCGCGGTCGGACACCTTCTTGCCGCTA
CGCCGCGCCCAGTCCCGGATGGCGGACAACTGGTCGGCCTTGTCGGTGGGCGACACCTTG
GCCTTGGGCTTGGGGGCGGCCTTCTTGCTGCCGTGGACCTTGCGGGCGGATTCGATGAAG
CCGGCGAGGGCCTTTTCCAGCTCCTCGTAGGTGGAGTCGACGAGGTCGATCTCGTAGGTC
TCGCCCTCGATGGAGAATCGGCGCGTCTTTGCGCCCTCGTCTCCCGTGATGTCATCCACT
AGCACCGTCTTGATCATGTCATCTCCTTCGGATAACGGATTGGTTATCTAGAAAGATATA
GACCTATCGCGAAGGCGTCAACCTAAATCTCGCTGAGAGATTCCCTTTGCTAAGACCATA
AGTATCGCATGATGTCCACAAAGTCGTGTCGAGCCTGGTCGACGCGGGCCAGCCACTCTT
CCTCTCGCTGGCGATAGGCGGCGTATACGTCCCTTCGCTCAGGGCTGGACTTGAAAATGA
CGGCCCCGTCGCCTCGTAGCTCGAAATCGTCACCCCGTTCCCGCCCTGGCGGGTGCCAGG
ATCACCTCCTCTTCTTCGGTGTACTTCGGGCGGGGCTCGTTCAGGCGGGCGATAATATCC
TCATATCGTTCCCGCTGGTCCTCATTGTCGCAGACCGAGTATTCCAAGTGGTAGCGCAGG
CTGGCGGTGGCGAGATCATTGAAGCTAGAATCGAACTCGTCAAGAATCCAGTTGAGGTTA
CGGAGGTAATCCGGCCCCTCGACCAAGGTCAGGTAGTCCTTGCCCGGGGTGGAGAGGTGA
ATCTGCCAATCCTTGGTAACTGGGATTCGCAGATCCCACTGCCTGCAGCGTCCGCGACTC
AGCCAAGATTCCGTCACCGACCGATGGTGGTCAATGCCGAACGATCCGATGGGGGTGTCC
ACTCGATACCAACCCTGCGGACGGTAGGCGTGGAAGCCCCAGCTTCGCCAGCTCCAGTCA
ATCCGGTTTTTCATTTGAGCGACTCCAAACACTTCACCAAGAAGTCGACAGGAAGATCGC
CCTTGATCTCCATGCCTCTCCCGATGTACTTGTACCAGTGCACTTCGCCTCCGGTGGGCT
TGTAGAGGAAGTTGGGCGCGAAGCCTGTAGTGCGACGCTTGACGCACCCATCGCACTGCA
ACTCTTCAACGATGCGGTAAGAGCGAGCTCGCGGGTTCGCTTCGTAGTACGTTTCGGAGT
TGACCGCCTGGCCGTCAACAAAGTATTGATAGACCCCGTCTGGACATTCGCAATCGAGGC
ACCAGGGGCAATCCATCCGCTCACACCAGCAGAACGGGTGCATCATGAAGACGTCGTTCT
CGTAATCGCATCCGTAGCCGTTGTCGCCGCCGAGGACCCCCAGCGGACCTTCTCCGGTGA
GGCTCCGGAGCGCCTTGGTCAACTCGCGTAACGAGCTGGATATGTATTCTTCCGACAGGG
CCATTCAACTTTCCTTCTCTATCGGTCCTGATGCGCTTCAGCCTCGGTGATCTCGGTCCC
CTCGAAGAAGAATCTCATTCGCGGGGCCTAACCTCGGTCGTTCTCACCGCCACCGTCTGA
TACGGGGACAGTCGGGAGGTGATGGACCCGTAATCCGCCTCCGGGTCCACCTTGATCGTG
CAGAACACCCAACCGCGTTCCACCTTTTCAACGTGGCCCTCGTGCTCGATGCCTTCAAAT
TCGACGATGACGTCATCGCCAGGCTTGGGGGTCATGCCTTCTCCAAAAGTCGGGTGAGGT
CGGCGCGCACCGACCGGTAGACATCGTCCAGCGCGTTGATCGCGTTGGTGACGGTTGTGT
GGGTGATGTCGGGTATCTCGACGGACACATGCGGGCCATAACCTGCCCCGTAGAACTCGT
GCTTGTTGAATACGTGCCTGTTCACAGTTCTTGCTCCCGCCAGTTAGGATTGGCCGCCTC
TACCGCGGCCGAGAAATCTGCCAATTCGTCTCGCATCCAATCCGCGATCTCGCCGTCGCG
GCTGTAGTGCTTAAAGCGTTTGCCCGGGCGGGTGGCGGCCATCCAGCACGTGTGATCAAT
GAACAGGTCCAGGTGGATCGAGCGGTCGCCGCCGCGCCAATAGAACGTCAAGTCCCCGTT
GTCCGGCGCAATCGAGGCGTGCACGGTGTCTGGGGTGAAAAGCTGCTCCACCACCCTGTA
GCCCCACTGGGCCATGTGTAGGCCGATGTGCCCGCCACTCCAGAGGTTGGCGATATCAAA
CTTGGCCCGCTCGGTAGCGGAGCGTGTATCAAGCTTCATGATTCCCCCGGCTCGAGGATC
AGATGGGCCACCCCGGCGTCCGAGCGGTCGGGGATGTAGATGGACATCTCAGTCACGTAA
TAGACGGGCTCTTTTGAGCCCGGCCTGGCCGACATGTGCCACCCGCCGTGGCCCTCGCGG
CGGGTGCAGAACACCTTCCCAACGCGATCGTTGGACTCGAATTCGCAGTGCTGGAGGTCG
GCGACGCGCGGGCGCCCCTCCTTTAGGCGATGCTTCATTCGACTACCCTCCAGCCGTCGA
TGTAGGGAGCCTTCAGCCGGGCGACATTGTCCTCGCCGTTGACCCCCACTGGCCTCGGCA
GCTTGACCACCGCGTAGCGCTCGGCATCTAGATCGGCCAGGATCACGTCAGCCGCGGCGC
GGCGCACCTCATCACTCCACCCGGCGAGAAGTCCAAGGTTGCGCAGTGTGCGGGCAATAC
TTTCGGACGCCCCGACATCAATGAAGTCTGGGCGAGGATTGGAGCGCAGCATATCCTCGA
TCCATTCGCCTAACTCACTCATCACTCACCACGTATCCACGTTTGAAGAAGGCCGTCCGG
ACAATCTGCTCGGCAAGGTGAATCCCATGGGCCCGGCTGGAGTGGTTTCGAGAAACCTCG
AAGGTGCCGGCGTCACATGTGGACTCGGCCTTGTCTATCTCGGCATTCCAGAGTTTGTCG
AGTTCGGTCATGATCTCTTTGAGAATGTCGTTCATCAATCCTCCCGGTACCAGGGCTTGG
TTTCGCCAACCTTCAACCGGGGCCCGAAGGGGTGACTAAATCCCCACAGGGAGGCCGCTA
GATTGGAGCTGCGCTGGTCGATCCGGCGCCACAGCGGTTTGGGCGCGAACGTCAGCGCGA
AGCTGAACACTTCGATTGTCAGGATGACCCAAAACGCAATCCACCACAGGGTGCTCATTC
TCGCCACCTCCATTTGCCGTCCTCGCCCAGTTCCTGTATCGCGGTGACCCACCAGCGCTC
GGGCACCGGCCAGTCGACGGTGCACTTAGCGAGGCCGAGTTTCTCGATAATCGCCTTAGC
TCCAGCGTCTGCGTCACTGCCAAAACACCCGCCAGGCATTGAGCGCAGAATGTCGGCTAT
CATCTTTTCGATATCGCTCATTTCAACTCCTTGATCAGGCCGCGCCACTCGCAAGCGGTA
AACCATTCCCGAAGGCTGCCGACAAACTCTTCCGCCTCTTCTGGCCCGTCGAGATGAAAC
TCCGCGGCAACAGATACGGTGCGTCCACTAAGAAGCGACCTCCCCTCGGGCCCTATATCC
CGGAGATGACGCCAGATGAGGTACCACTCGCGGAGGTAATTGACGACGTTCATGAATCCT
CTTTCCCGCAGATATGGGGATAGGGCGGCGCGCCGCTCCACCCCTCGGGGCTGCACCCCG
GACAAGAGCACGGGCAGGTTTCATGCGCCGCGTAGCAGCAGGGTGCGCATAGCCTTTTTC
CGCAACCGCACAACTTGCCATGTTCGGGATTGCAGAGACAGGTCATGCCTCGCTCCATCC
CGACACCCAGCGAGTTCCAGTTCTAGGGTTAGGCGCTGGCGGCATCACACCGGCGGTCGA
GTTGCCGTACGGCACCTGTTCACGCACCGTCTCGCGGGTGAGTCCTCCGAGGGCTTTGTC
GATTTCCTCGGCCAAGTGCTCGGCACATGTGGGAGGTCCCCAGCGAACCCCCTCCTGCCA
CCCGCAGGAGCACAGCCCATCCTCGCCGTCTCGGCTGTCGATGGGGCGATGCTTGCCGAT
CACGTCGGCGATCACGTTCTGGGCTTCGCTGCTCATGCTTCCTCCTCTGACAGAATTGCG
AGAATCTCATTGACGCTGACGACCTGCGCACCCTTCCAGTCGTCCTCCCAGGGGTCTCGC
AGATGAGGGGCCGCGGTGCACAGGTCCCGCAATTTCCGTTCACGCTCACGAGTCCGCTCA
ACCTCGGCCACCAGCTCAGGGATGAGAGTCCGGGATGCCGCGATGAACTCGCCGTCATGG
TCGGGCAGTCCGTAGGTCATGGACTCGCCAGCGCCGTCGAAGAGGATCGACTCTGCGTAG
TCGCCGTTCTGGTTCTGTCCGCCCCAGTGCTGGAACGTCCATGGCCCTTCGGTCACGCCT
TCCAGTGCGCCCTTGGCGCGCTCAACAACATCACTCACGGTCTTCCCCCTCGGCTACAGC
AGCAGCAGCAGCAGCGAGTAGGGCAGCGCCGAAGTCGCGCAGCTGATCGTCGTCCCAGTC
GTAGCAGTCGTCCCTGCCAATGTCTTCCAGACGCAGCTGAGTCCAACCGTCCTTGAACGT
CACCACCGTGCCGTCGGCAAACGTGGTGTTCCCGTACTCGTCCACGTCCGGTTCGGGTAG
TTGGATTACCGCCACACCCGGAAGAGACGCAATGACATCAGCGACATGTGAGTCATGGTC
TCCACCGTCCTGCTCGGTCCATTCGCAGCCCATGCAGGCATCGAGGTTCAACAGGAACTC
CTGGCGGCGCGGATGGTTGATCCGCTTCGTCGTCGGCTTGTGCGCTTTGATGGCTTCTGT
GAGTACTGCACGCAACTCCCCGCTCACGCCTCCTCCAAAGAGTCCGTAGGGATGTAGAGC
ACGCGGGCCGGAAGGTCGACCTCATCGCTTGGGCAGGGCACTTCGTAACCGCTGCGATAC
CAAGGCCCATACAGGGCGGCGAGGTGATGATCGGCCCAGTTGACGTAGTTGTCCCCGATG
TCTGACCCTCCGAGTGGCATGATCACTGCCCCAATTGGTAGCGCGTCGAGTTCTTCGACG
GTCTCGACCACCTTGGGGCGCAGACGCTCAACCTCGGCTACCAATTCGGCGAGCAGCCGG
TAGGACCGGCCCGGTGCGACCGCGACCCGAGACCCCTTCGCCACTTCGTAGTCGACCAGC
GCAGCCTTGGCGCGCTCAACAACATCACTCATCAGGTATCTCCATCCAGTGGGTAACGAA
TCGGGTTGCAGGCTCTGGCACGCCCAGCTCGAAGATGCTCTCGATTACGCGGGTTTCCCG
CCTGAGTCCTCCGAGGGCTCTGTCGATCTCGGCGGCGACGTGGGCCTCGAAATCGTCGAG
CGAACCGTCGCGGAAATCACATTCACCCACCCGCGTACCCTGGCAGCGGGAGTGTCCAGT
TTCCAGGTTTAACGTCCGCCGGTGTCGGCGCTGAACCGCGATCATGATCTTCTGCGCGTC
CCCGCTCATGCTTCCTCCCCGGGGCTGTAGGCGTGACCGAGAAACCGCGCCGGGACGGCG
GACGGATCAGTCGTCCACGCGGCGTACTCAGCCCATGTCATGCCAAGGAAGGTGTGCAGT
GGCATGCCGTCATCGGGGCTGGTGTGCCAGCGTTCGATCAACTCGTCCAGGTACCGGTTC
CAGGCCGGGATGGCGACCGGGATGCCTTTGCATGAATGGATGACCTCGAACACCCACTTG
CCGCATCGTTCGCATTCAGCGCGGCCATCACCGCGATGGCACTGAACGGCGCGGTCTTCC
GCAGCGCCCATTAACGCTTCGAATGCCACAAACCTCGGATTGCCAGTCACGCTTCCTCCC
CCTGTAGCTGCGAGAACGTCTTCGTAGGTGTCCCACCACTGCGGGCAGTCGTTGCAGAAC
CACTCTCCGGGCCGAGAGTCGCTGCTCGTTCCGGGGCCGCTTTCTGGCCGCTTGATCACG
ACACGGTGCGCGCATCGATTCACGGGTGTTCCTCCCCTGTAGCCACAACCGCAGCAGCAG
CGGCAGCGGCCATCGCGGCGTCCAACGTTTCCTCATACCCCCACGCCAAAACCCGTCCGC
ACGTGTTGTCCTCCACAGACCAACGGAAGTCACCAGCCACATCGGGCGGGATGATCCACG
CGTTGCGCCGGTCACCGAGGAGTTCTGCCCGCCACCTACCGGGGCCAACAAAACCGGTGA
ACCATTCCCACGTCATCACGCCTCGCTCCATCCCGACACCCAGCGGGAACGGACTTCGTA
GCAATCATCCGGCCACTGATCGTCTTGGTAGTACGGCTGATGGCCCATCATTCCTCCGCC
TCTTCTGCATAGCTGGCGGCTGCCAGGATCGAGGCCGCCAATCCGCGTGCTTCATCGACG
CTCAGCGGCTCGTCGCACCAAGCGCCCGCCCGGATCTGGACCTCGCCCGGATGCCCGTCG
AACACCACCGGCACATACAGGCCGACACCGGGAAAGTCGGTGAACTCCTGCTCTTCGTCT
TCATGCTCGTCGGGTTCGGGTAGTTCTACTAGAGCGATACGGTTAGCCTCGAATGCCGCG
AGGATGTTGCGCGCCTCGTCGTAGTCAAGCGCGGTGACATCTTCGTCATCCGCCAAGGCT
TTGGCGATGGTGCCAAGAATTCGGTCACTCATCACGCCTCCTGAAATTGCTTCTTGAGCC
ATTCCCTGGCTTCTTCACGCTGGACCATCACCCGCCGGCCGATCCGGGCGTAGCGCGGCC
CGTACCCCACCTGCTTCCAGTACCGCACTGTGGCCAGGGGCACTTGGGCCTCGCGGGCGA
AGTCTTCGAGCGTCATCAACAACGGCTCGCTTGAACTGCTCTGCTCCATGTACAACACTG
TACTGCATTGAACTATAGCATGGAACACACTGCAGTGATGAGATCCTGCAACAAAATGAG
TTTTCATGCATACGCTGTCCGGTATGCAGAACCGCACGCCAGGTCGCCGCGGAGTCACCG
ACATGTGGTACCGCGACGACGGAACCCCCACCCAACTCGCGACACCCGGAACCACGCCCA
AGAACCCCTCCGGAAGCGGGGCCAGGTGGCGCGCCTGGTACATCGACACCGCCGGAAAGC
AGCGCACCAAGAAGTTCCCCAACAAGAAGGGGGCGGAGCGGTGGGCCGACGACCAGGCCA
ACAAAATCAACACCGGGACATGGGTCGCCCCCGAAGTCGCCTCGGAGACCTTTGCAACCG
TGGCGGAGAAGTGGTACGCCACCAAATCCAACCGGGAGGCGACCACCAAGCACGGCTACC
GCAACATCCTCGACACCATCGTCCTGCCGAAGTGGGGTAAGGATTCCTTGGCCTCCATCG
ACCACGAGTCCCTACAGGACTGGATCAACGAGCTCTCCACCACCAGTGAGTACCGGACCA
AGGGCTCCGGGGGCTTCTCGGCCTCCAGGACCATCCAGATCCACCTGGTGATGAACGGGG
TGCTGAAGTATGCCGTGCGAACGGAGAGGATCACCAGGAACCCCGCAGAGGGGTTGGAAC
TGCCCACCAAGAAGAAGACCTCCCGGCAGCGGTACCTCACCCACGGTCAGCTACAGGAGT
TCGCCGGCGAGATGGGACGCTTCGAGGGCCTGACCCTCCTGCTGGGGTACTGCGGCGCCC
GCACCAGCGAAGCCTTCGGCGCCAGGGGTAGGGACTTCCGGGGGAGGGTCTGGGAGTTGC
ACGGGGCAGTGGTGAGGAAGGTGGAGAAAGACACCAAGACGCACCGGGCCCGGTTCATCC
CCGTCCCCGAGGTGGTGTGGAACAAGCTCCAGATGCCCGCCAATCCCGATTCCCTGCTCT
TCCCCGGCCGGAAGGGGCACATCACCACGGGAGAGTACCGCTGGGCCTTTGACAGGGCCC
TGCGGACGGTGCAGGAGCGTACGGAGAAGATTCGTCAGGAGGAGATCGCGTCAACAGGGA
GAGCGGTGACGCCAGCGTTCCCCACCATCACGCCTCACGACCTCCGGCACACCTGCGCAT
CGCTGGCCATCTCCTCGGGGGCCAACGTCAAGGCCGTCCAGAACCTCCTGGGGCACGCCA
CCGCAGTGATGACCCTCGATCTGTATGGGCACTTGCTGTCCGACGATCTCCAGCGGGTGA
TGGACGCCCTCGATGAAGCGGCGGCTGCGGCATGACCTGGGCGAATGGAAGGGCCATGGT
GCGTACTATCTGCATACGGCCCCTCGGTGTGTACGGCCCCCGGGGTGAAAAACCCCCTCT
GACCAGTGCCCTCGGTGAGATTCGAACTCACACTGTACGGGTTTTGAATCCTTTGCTCTC
GCATTTTCTACCTGCGGGATTGCAGATCCTCAACACTGTTTCCGCAGGTTGAGTAGATGA
CGAGTGGTGACTGTTGCGAGTGGGCGAGCGCCATGGTGCATACGGCCTGCATACGATGCG
AGGGTTCTGCGGAGCGTCGCCGGGGCGAGGGCTGAACGATGGGCGCGGGCTAGCAAACTG
TTTGCCGGGGTCACAGAAGCCCCCAGAAGGCTCGAACACCCTTTCGAGGGGTATTCACCT
AGGGCTGGCCTGAAAGTCCGCCTACGGCCCATCCGTGGGGCGGGGAATCGGCATCCCCGG
CTTGAGGGTCGAGCCGCGCGCAGGCCTAGAAGCACCTGTAAAAGATTAGATAGAAAAACA
ATGTTTCCTGATCTCTGGTTCTCAAGCCGACCACAAGCCCAACCGGACCCTACGTCGGAA
CAACCTCTCGACGGCCGCCGTCAGGCGGCTACGGAAGTGCCCCCACCGCCCCATGTTGAC
CGGGATGAGACCCCGGTCACAGGAAACATTTGCGGGTTTTTCCCGTTCCGTAAGGGATTC
TTGTAACAGGACCTGTCACGCAGTCTGTCACGCACCTTGTCACGCACCTTGTCACGCGTG
ACACAGGATAAGGATAAGGATAAGGATCTAGGAGCCTAGGATGAGGCTCCAGGATTTTTA
GGATCAGGTCCAGGTTCAGGTTGAGGATCGGGACTAGGAGCGAAAATTGGATCTCAGCGA
TATCGACGGTACCGCGTTGGACACACGTCTGAAGCACACCGTCTTGACCGACATGATCTT
GCAGGACGAGCTGTCCGGGGAAGAGTTTCGGGACTTCATCAACCTGTTGGTGTGGTCGGT
GTCTTTGGTGAGCGATGGGGCGTTCAGTAGCCGCGCTGCCATGCGCATCGCACACCTCCC
CAAGGAATCGTTGGAGAGGTTCTGCGAGTTGGGGTTGGTGAGCGATCGGGGCGACCACTA
CCGGATCGGGGATCGGTTCTGGAAGTGGCAGAGTTCCCGGGCCGACCTGGAGCAGCTGGC
CCGCCGGCGCGCAAGCGCCCGTGAACGGCAGAAGGAGAAGCGCACACGGGAGGCCAGCGG
CCTGCAGGTGGTGCAATGAATTGGGTCTTCTAATTGCATCGCAGTGTGATAGGATTAACT
CTGAACTGCGATTGGAGTGGGCATGGAGATGATGTTCACCACGGGGGCTAACTGGACCGA
CGGAAAGCGCAATGTCGTCATCGAAGAGGAGTACGTCTCCCGCGGAACGCGCGCCTTTGT
CATCCGGAATCTGGAGACGGATCGCAAAAGTCGAATTGAACTGCCGGGGTTAACCCGCAA
GTTCAATTACGTCGGCCATGACCCGAACTACACACCGAAGGGACCCTGAATCATGAAGAT
CATCGTAGAAATCGACTACGACCCCAACTTGTCCTATTACCCGGACGAGGTCACCACAAA
GCTGGAGGCACTCCAGTTCGAGGTAGCCGCCTTGGAGGAGGGCACCACGGATGTCGGGAT
GTTTATCAACCACATAAAAAATATCTACGTGGTGGATGACGACGGCGTTCGGGTGGATTG
ATGCTCTCCATTTTTATCCGATCGTTGGCCCCGCTACTTATGATCCCCTACGGGCAGTGT
GTTGTCAGGCCTATGATTGATGCCGGCTTCGGTCCATGGGTGGTGGGGACGGCGATGGCC
GCGCCCATTGTGGGATTTCTTATTGGGTGCGTTCGGGAGCGCCGAACGTGAAGCTTGATG
CTTCTAATCCGAAACCCCACAAGGCTGTGGCGAAGTTCCTTCTCGAATTCGCCGAGCAGT
GGGAGGGCGGCGGCTCACCGTATTGGCCGGGCCAATCCGCTCGTTTATGCGCGGTGGAGG
CGGGGGGATTGAAGGGCGTCAAGCAGAGAAAGGGGCCGCTCCATGAGTGACATCATTGAG
GCGATAGACAGGTGGACAGCATGAGCCAGTACCAGAACCAGTGGGGCGAAGAAATCCTCG
GCCTCTACATCTCCACCCTTCCCGACTTCGGTGAAGATCATTGGCAGATCCTAAAGTTGA
GGGATCACGACCTCGACCGTAGGCATTACGGCCGCGAGTTTGAGCTCAAAAAGACCAACG
ACTCGGGAACTCAGGGATGGGTTGCCGGCCGATTCTCCCGCGAGGAGTTGACCGGACTTA
GGGACATGCTCACCAAGGTCTTGGAGGCTGACGATGAGTGATCCAGCAGTAGAAGCCGCG
AGGCAAGCATGGGTTAAGCGTTACGGCGCTGAGGCTCTGTTTGGCAGATCCGTGGAGAAC
GACGGTTTCGGGCGTCCGATGGTTGAGTCCGCCCGTGAGGCGTTGAAGCCGATCCGGGAA
CTGCACCGCCCTCGGTGGAGCAACTGCATCAACGCCTGCTGCAGCGGAGAGGACTGCCGA
CTCAGAGACCGCGTATGCGAACACTGCGAGGTCGATTGGCCATGCGACACCGCCAAGCTC
ATCTACACCACCGAGGAGCTGGGACAGTGAGTGATCAGACACGTATCGAAGCGACTCTCG
CGCAGATGTTTCGGGACGACTTCTTTGACGAAACTCGTGTTGGAGAGTTCCTGGAAGCGT
TGAAAGCGAACCGCATCGCACTCGTAGAACTCCCCGACCCGATCGTCGACGAAGAGTGGG
GCGACAAATACTGGCCCGTTCCGCAGGCGGATGAACGGCTCGGTGTTGATCACGGACGTA
TCCGAATCGATGAATGGCCTTCCGGCCCGCGTATCGGTTCGGTGTCGGTGCACACTCCAA
TTCGCCCGTGCAACGTGTTGCCCTACGTCGCCGCCCTTCTCGCTGCCGCTGCGGAGGTGA
CCGAATGAGCTGGCTCAATGAACCCTGCCCGCCGCCTGAGAATTACACCAGCCCGCTCAT
CACCCGTGTCGAATTGGTGGACCACCGTTCGTCGGCCGGTAAACCCGGAAGGGTTTTCTC
CGCCTTCGACGTGGAGAATGTTCTCGTCTCCGTCCAGGATGATGGGCGGACGTTGAAAGT
GTTTGTGAGTTGACGAGATACTTCTACGTACCGGGCATGGCCCATCCGTATTGGATTGTC
AGCGAGGAGCATGACTGGCCCGAGCCTGGCGATGTCACAACAGTTGCAACGAACTCTGCG
GCTAGCACCGACATGGGCGATCTGTACGACACGGAGTTTTTTGATCTCTTCCCGAATGCG
GTGGAGATTTCCAGGGAGGAATTCGAGGCGCGATGATCGACGATCTCGACATCCCATATG
GCATCTGCCCGTCCCAGGTGGATGGGTTCACCGCCGACGGGCGACCCTTTTACTTCCGCT
GTCGCCACGACCGCTGGACTATCGCCATTGGCGAGGTGGGCTGGGGAGCGAATTGCCTGT
CTTGGCCGGAGAGCTTCCGCGAACGAATCGAGTTCTCCGGTAAGGGTGACTATGTGTCCA
AGGTTGAGGTGGACACCCTTCTGACCGAGCACCTGGGCGAGGGGTGGCGCCAGGCCACGT
GGGAAGAGTGCCTCTTCACCAGGACGTGCAGATGCGGAAAAGACTTTGAGGCCAGTGGCA
GCTCCATCTGCACGGAATGCATGGTGAAGAAGCTCTGGGGAGACGGATGATCTGGGGCCA
GCCCGCCCGGTGGGGGCAGTCGTAGTTGCGCACGTAAATATTTGATACGGCAAAGACGTT
AGCGCCGGAAAAGATCTTGATAATCCACCTCCCCCCGCTGGTAAGTTCCGGTATCTTGGT
TAGTGATGCTACGAGGGGCTATAGCGGTAGCGATCATGGTGGGGATTGGCGTGGCGGGGG
CCGCGCCTGTAAGCGCGGATGGCTGTTCCCGCCCGGTCGTGCTACTCAACGGTGAAGAGG
TGCCGCAGCACCAGCCAACGCTGCGGTGTAACGGTGTCGGCGGCTCCATTGGGAGCGGCG
GCGCCCGACCCAGGGGGCTCCTGGGCAACTTTCCAATCGTCGGGAACCTCCCCGGCTTAG
GCGGCATTCTTTAGGCCGCGCTGCAGCTTCCTGAAGCCTTTCATCTTTTGCTGCCACGAG
TATGCCGCTGCGATGGCGAAGCCGATCAGCCACATTGCAGTGCCCATGAGGATCGCCCAG
TAGGCGCGTTCCCCGCCCCATAGGTTGACGTCGGTCATCATGCACGCCAGGGCGACCATC
TGGCCGAGCTGGGCAATGAACCCTGCAGCGCATGGCACCAGGAACAGAACGGCCATGCGC
CGCTGCCGCTCGTCGCGGACGAGGACCAGCAGTGCCAGAATCGCAAACCCCAGGAGGTAG
GCGGTGGTGGCGGTCATCGCCACGGAGTAGATCTCGATGTAGATCGGAATGCTCCACTGG
CGCCCGTACAGCTCAGCCGTGAACCCCCCGCCGAGGAATAGGGCGGCGACCATGGCGAGG
ATGCCCGCCAGCATGGGATTAGCCACCCATCGCCGGACGATGTGCCAGGTGTCTCCCTCT
ATGCGGGAGACCGCGGTGGTGGCGATGGCCCCGGCGCCGGCGACGAGGCAGATGTGCCCC
GCCACCTGGAGCAGCCCGAGGCAGAAGGTGAGAACGATGCTGAGCCCGAGGAGGGCGACA
GCAATGGTGGATGCCAACTCCCAGCGCAGGGACCAGGTCATCCATCGCACCCGGAGGCTC
CAGCCGAGGCAGGAGAGGGCGGCGATCGTTAGGGCAGTTGTCATGCTTGGCCTTCAAGAA
AAGCGCGGAAACGGTCGCTGCCAAGTAAACGCTTTATTAAGCAAGATCAACAGGGGGCTA
AGAAAATATTAAGGCCCGATGCTGAATCGTTATATAGGCGGGGCATCCTGACGGGCGCGG
AACCTAGCCAGCCTCCCCGTCTTCTTCCTCGTCTGGACTTTTAAAGAGCTGGGCTCAGTC
CTGTTCAGGACCTCTTCGAGCAGTTCCTCGGTCTCCACCATCCCCAGGTCGGGCTCGTGG
CGCACCACTGTGTCATATTCTTCTGCCCGGCCGTAGCCGGCGGCGGCCATCGCCTCGGGG
AGTGTGGACCCCTCGCCGAACTGGCGCCAGAAGTTGACCACCTTGTCCGCGGAGGGCTTC
GTGAACCCTTCCGCCTTGATCCAGTTGCCGACCATCGACCCCGATGCGTCGACCAATTTG
CCAATCTGCTCGTTGGTCAGATCCCCCCGGTGTGCATCCAACTGACGCAGAACGTACCGG
GACCATGTCTGCGCGAAGTCTCCATCCATGGTTAAGACGCTACTCCACTGTGGTGAGATG
CTGCAACACCCGCAATTTAACTGCAGTGCGGATTTCGTGGGCAAAACCCCTGTTCAGGTA
CTGGTTCCATGTCTCACAACAATGTAACTCCACCCCTGGGAGGCGTTGCAGCAACTCAAC
ATTAGGCACATTAGAGGTTTGCCGAAGCCTTGCGTGGGTAACGACAGCGCACTACAGTGA
ATCCCATCACGCAGCGCAGTTGAATTGCACTGCTAATCCAGAGCAGTACCGCGAGGGGAT
GGTGATTCCATGGCTTTCTTCCGTGTCAACCACGAGGGCTTTCGGCGCATCAAGCAGCAA
GGCCTGGCCAAAAGCGATCGGGCGATCGCGAAGATGTTTCAGGTAGATCCGGCGACGATG
CACCGGGTCCTCAACGGCAAGACCGAACCGACCGGCCGGGTGGTTGCCGGTGCGATGGCG
GCGCTCGGCCCAGCATGGGTTGGCATCCTCTTCGACCTCGTGGACGAACAGTGAAGACCT
GCTACCGCGGCCACGAGCGATCCGAGGAAAACACCTACGTCTTCTTCGACAACGGCCAGA
AGAAACACATGTGCCGCGAGTGCCGCCGCAAGGTCGGCCGAGTGTGCGACTACTGCAACA
ACGTCTTCACCACCACCCTTCAGCGGGGCTCCTGGACCTGCCCGACCTGCACCAGCGGCG
GGGTTGTCACCAAAGACTTCACCCCACTGGGGTCCACCTGGGTTACGAGCGGATAGGACA
GAACATGAGGAACACAGCTCTTCTCAACGAGGTCATGCAGTTCATCCTCGATTACCCCGA
GGCGCACAGTCAGGGCGCCTGGTGGAACGCCGAGCGGGAAACCTCCTGCTACGGGATGCT
GACCTGCTATCTCATGGGCCACGACCTGTTGCCCGGCTACACAACACTGGTTCGCGACTA
CGACGGCTACACGGTGCCGGCGCGGGACATGGCCGCCAAACTCCTCGGCCTGAACGGACA
TGAGGCGGACACCCTCTTTCATGGCGGCAACACGGTCGACGAACTCCGGCGCATGGTTGC
CGACCTTGTAGCGGGCAAGCCACTCGGCTCCGCCACCAGTTACTGGCAGAAGACGGGGCA
CTAGATGATCCCCGCACTTACGCATTTCGATGCGAGACGGAAGTTCCTCGCCGAATCCGT
CCGCTACAACAGCACCGGCCAGAAGCTCGACATCTGGCTTCCCCTCAATCCCGTGGATGC
ACCGGTCTTCATGTTCATCCCCGGCGGGGCCTGGACCATCGGGGATCGGCGCGGCCAAGG
CTACGCCATCATGTCCCACCTTGTTCAACAAGGCTGGATCTGTGTCGCCATCGACTACCG
CACCGCTCCCCAGAACCAATGGCCCGCCCCTTTCGAAGATGTCAACGACGCCTGGAATTG
GGTTGTCTCGAACATTCACGTTTACGGCGGGGGAGACTTCCTCGCGGTCGGGGGAGCTTC
CGCTGGCGGCCACATGGCCTCACTCTTGGGATTGACCACATGGTCATTCTCTAAACCCGA
TGCAGTGATTTCTTTGTACGGGGTGTACGACTGGACCTCCAAGAGCCTCGACCACTGGTT
GATCAACCGGTACGTGGAGAACGTTGTGGTGGGCCGACGCGACCCCGAAACCCTCCGCGT
CTCCTCGCCCATCCATCAGGTGCACCACGACGCCCCGCCTTTCCTGATCATCCAGGGAGA
TAGGGATCTGGTTACCCCGCAGAGTGGGGCGAAGAAGTTCCACCAGAAGCTCGTGAAGAC
CTCCCAGAATCCGGCGGTGTATCACAACATCCCCGGCGGGGTGCACGGGTTCGACCTGAT
CCAGCCTCGGCAGACCAAGTCCGCGGTGGGGGCTATCGACCACTTCCTCTCTTCCCGCAT
CGCCCTACAGGAGGCGTCGTGACCACTCCTGCGATCATCTTCTTCGCCTCCGTAGGGATT
GCTCCACTCGTGGCACTCCTCATCGGCACCGTCCAGGCCAGGGCTGAGCGGTGGGCACAC
GATAAGGACTTTTGGCTATGAGGACCTGCACGCGCGAAGACTGCGAGCGGAAACACCACG
CCAGGGGATACTGCAAGTTCCACTACAAGCGCTGGCACGACGGTGTCGACCTAGACCGCC
CCTACGGCCCCGGTCGGCTGAGGTTCTTCGACTGGGCGATGTGCGGAACGCCGGCCCAAT
ACAAGAAGCATCTCCGGCACAACATCCCGATGTGCGAGCCGTGCCGGAAAGCGGAGAGTC
GACGCCAGCAGGATCGGCCATGAAAGATTCCTCGGAACATTTACAGGGATCTGATTATGG
CGCTGATAAAATTGGACTACCCGAAGGACTGCAAGACTGGAGGCCAGCGTGCGGAATGCG
AGAAGAACTTCTCACGCTCCCAGTGTGCAGAAAACCCGCTACGCACAGTCTCAACGACTG
CGACAACGTCGTTCTGACTTGCCTCGAATGTCATCAAGCTTATATGGATTATCTTCGCCA
CGAGGTGTCCACCTTCCCCAAGGCGAAGTGCAAGGCCTGCGAACAGGGTGTTGATCTCCT
GCTCCACCTTCAGCTGAAGAAGCTGTAACAACAGACTTACATCGCTTTTCACGGCGGGAT
GCCAGCGTTCTCCAAAGTCGACGGGGATGACGATTCCACCAGCCCTCGGGTGCCGTGTTG
AGTACATAAAAATGTGACGGGTTAAGCCATAGGGGCAGAAATGCCGCCCGCGGGGACACA
TAAACCCCGCCGTTAGCCTTCGGGCGCGTAGACCCACTTCGGTGGAGGATCAAGCTTACC
CAGTTTTTTGCAGAGAAATCTGCAGCGCACGGCCGGAACGGTCCGGCATGAATTCCGATT
CATCAGGGTTCAACTCCTTGCGTGCGCACCAGGCCACGGGAGGTGTCTGCTCCCTCCCGT
GGCTTTTCCATGCCCATTTACCAGGAGGTAGGTCCATGCGCGGATTCGACAAATACCAGC
AGGCTCTGCTTGCCGGGTTGTGGGCACTGTGCGACGCCCAGCCGCCCGAGAAGCAGGAGC
TGCGCCGGCTGCTCAACCCCCGCACCACGGTGACCAGCGAAGCGCACGTTGTCATGGCCA
CGAGGGCGGCCGAGGACTTCCACCACAACATCCGCAAGGGTTTGACGGAGTTGTCCCGGG
CCACCCAGAAATACCCTCGCTACGCTTTCGACAAGGACCGAAGGGGAACGGGTGTCCCGA
ATCATCGAAAGGTCAGGGTCAATGACGGTCGATAACGCGGCCAAGGTTCTTTACCTGGCC
TACCACAAGGATCGCTACGCCCCGCATTGGGAGTCCGCTTTGGATAAGACGCGGTGGCGG
CGGGCGGCGGCGGCCCTACTCCAGGCCATGTCCAATGCCGATTAGGCCGGAGAACCGCAA
GCGATACCCGCCCGATTGGCGTGAGATAAGCCAGCGCATCAGATTTGTGCGCGCCGACGG
ACGCTGTGAATGCGAGGGCGAATGCGGACGTGGCACCCATCGGGGGCGCTGCCCAAACCG
GCACGGTGAGCCCGCCTACGGCACCGGTAGCCGCGTCGTTCTCACCACGGCGCATCTCAA
TCACATTCCCGAGGACTGCCGCGACGAGAACCTCCGCGCAATGTGTCAGGGATGCCACTT
GCATTACGACAAGGATCATCACGCCGCCACAAGGGCGGCCCGCCGCGCAGCTCTCCAGGA
GATTAAATGAACCGCTGGAAGGTCCGCAAAGAAGACGGCATCTGGAAGATCTACGAGCAC
GATTCCTGGTGGGACTCCGAATACGAGTTTGATCAGGCGATCTTGTGGGCCCACCGCTTT
GCCGTGTCCGCATTCGTTATGGACGGTGGTTTAGGTGACTGCCGCTGAAACCATGGAACG
TCGAGTAGAGCTCTACGAGCATCTCACCGACATAGACCAGGCCTTGTCCCTCCTGCTCGG
CGAGCCCTTAGATCCCGATGCTGAAGATACCGCTTTCGAACTTCTTGAAGAGCGCGAGCT
GGTCTGCAATCTGATGCGCAATGTCGGGTACCACCCGTGGGATTCCCCGCTTCACGAAGA
CGAAACGAAGGTTTTATGAACGACGCAGACGAAAAGGAAGCGCTAGTCCGCAACGCCCTG
CAATACCTGGCCGCGGCGCGCTCCACCGTGATCGATCACCTCACAGGGCCGAATGACCTT
TATGCCAAGGTCGAGATTCTTCAGGATCTCGACTCGGTTGACCACTACCTGAAGAAGGCC
ATGCAATGAAGCAAACCCTGAAAGCATTCATCATCGCGGGTGCGGTGGCCGCCGGCTTCA
CCGGACTGGGCCTCGTCACCGCCCAGCCTGCCGAGGCGGTTCCCGGCCAGTGTGGCGGTG
CCATTGTCTTCGGTAGCGGCGGAGGGTTCTGTGACGGCCCGCCCGCGCCGGATGGCACCT
GGATGCACTGCGAATCGGTGTATGTCATGGGCTTTGGTGGAACTAACTGTTTCCGCGTCC
GCCCAGTCCCGACCACTGTTGACCCCCGGGGATGGGTGCCCGCATGAACTTTGCAATCCG
AGTCGTTCTGGCATTCCTCGCCGGAGCGGGCATCAGTCTGGCCCTTGCGCCCACGGGTGT
GCCCTCTCTGCTGATTCTGATCATCGCCTTCCTTGTGGGCCTCGCGATTGGACTGGTTTG
ATGCGCGCTACAACTTGGGCATTTTTCGTCCTAAATATCCTCTTTGCAGTGTTCAACGTC
ACTTGCGCGATTGCGCTGGCAAGCCCCGTGAATGCGCTCGTCGCGGTGGTCAACATTATC
GCGGCGTGCATGATGTGGGACTTGCTGCGTGACTGACTACCTCTTGTCCTACGACCGCAA
AGACGTGCGGTACGAGGTCCACTACGGGGATAGAACCGAGGTGTTCACCTCCCCGTACAT
CACTCAACTGTGGTCCTGGCTCGGTAACACCATGGAGCCGGGAGACACCTTGCACTGGCT
ACCGGGAGAATAGATGCAGACCCTTAAAGACATCCGCGAATACTGGGACTGGTGGGTGGT
GGCAGACGCCGCCCTCGCCCTGTATTGGTTCGTCAAGTTCGGCTTCACCTTGAACTTTGA
CCATTTGCTGATCGGGGTATTGATGCTTTGTCTGGGCGCCAGCCAGATCCACATGAACGT
CAGCAACAGGTACATCGAGCTGCTCGAAGACCGGCTTGAAGAACTGGAGAGTGAACTCGA
ATGACCGACCTCGACGCCCCGGAGGATAAGGCACTCACTGCGGCCAATGCCATCAATAGG
CAGGTTGGCAGCCTTTGGCTGAGCGCCCACACCGAGGGCGTGCGCAATGGGCTGGCAACC
GCCGCCCTGCTGGCGGATCAATTCGCGGATAACTTCAGGGACAACTATGACCTAGACGCC
GAGATCCGGGCAATCGGCCCAGCGATCCTTGCGCAGTTCCGGGATCAACTGCACCTCGTC
GCCATGCAGTGGCCGGAACCCGAACTTCCAGAAAGCGAAAGCGAATGAAGAAACTCCTTA
CCGCGGTGGCTGCCACCGGCCTCATTCTCGGTCTCTCGTCATGCTCCTCCGACGCCGATG
TCGCATCAGAGAACCTTTCCAAGGCGGCTGACAACTTCGAGATCCCCCGACGGATCGTGT
TCTTCAACGGCATCACCGACAAGTATCTCCTGGAGATTCAGGGCCGGTGTTCAATCAGCG
CCGACACTGCTTCGAAGAAGCTCGACGTCACCTGCAAGGTCAATGACGGCTACAAGAAGC
ATTTCCTGGGCCTGTCGGACAACGTGTCGTATTTCGTGGAGCAGATCAACGGCGCGAATG
TCAGCACCGACTTCTACCAGGTAAATTTCAAGCCGGCTTCCATCCTGCCGGATGTAGAGT
TACGGTGATCGACCGCCCTGTTCCTCGGATGGTCGTAGTAGACCGCGCCGAGGCCGCAGG
CTAGGCACTGGGTTCTCCCGGTGGCCGCCGCGCTGTAGTACGCGCGTAAGAAAAAGTGAT
GGGCCTGATTCCGTAACTCACGGTCTAGGGTGGCAACCTTTCCCGACGGGGATTAATAGC
CGCAAACTTCCTTCTTAAGCCGCAGGATTGCGCAAACCCCAAGGATTCTTCATTACCGCG
AAGATCACTTTCTCGGGAACGATCCCATGTCAACAGTACGGCAACGTCGTCCCGACTTTC
GAGATAACGGCCGATACGCACGAGGATGCGGTTGAACTCGGTCTGCAGAAATTGCAAGAC
ATCTGGAACCGCGTCGGAACAAAACCTCTGGATATCGACAGGGGCCAGCCCCAGCAGGTG
CCGGCCAAACCCACGGGCGTCATCAAAAAGTGCCGAGTGTCCGGGGCTGAGGTCATTTTC
GACCCGGTCGCTCACACTTATCACGACAAGCAGGGTCGCAAGTACCGCGGCGGTTCCAGT
TTCGCCGCCGAGTACAAAAGCCCCTTCGAGGCGGACATTATCTCCGGGAAGATGGCGGCC
AAACACGGCGTTCCCCAGGAAGACATCCTGGCGATGTGGAAGCTCAACTCGGAAGCCTCC
ACCACGTTCGGGACATCCCTCCACGCGGCGTTGGAACTCTACGGCCGATACCTGGAGCTG
TCCAAGATCCTCAAGGACGGTACTGACGAGTCCTGTCTGACGAAGAACCCGGTGCTGCGG
CCGATCGTCCAGAAGTTCTTCACCGAGGAGCGCATCGCGGAGAAGGCCTACTACGAGGAA
TTCGTGGCCGACCCCGACACACTCTCTTGTGGATTGATCGACCGGCTGGTCGTCGACGAC
GATGGCCTGTGGGTAGAGGACTACAAAAGTAACGCGTCGGTAACGGACAAAAAAGAGACG
TACCTAGCTCCGTTTAAGGATCTCGTCGAGCCTAATGCGCTCGGCGGCTACGTCATACAG
CTTAGCTACTACGCCGCGATCCTCAAGAAATACGGCCGCAACGTCAAGGGCCTCCGCATC
CATCACTGGGACGGCGAGGGCTGGACTACTTATGAGCGGGAAATGATCGACATTTCCGGG
GAACTTAAGTCCATCAAGGAGAACTAATGAGCGAACTCGGGCAGAAACTCATCAATGAGA
TTCGCATGGTCGCCGCGGGCAATCCCGACTACGTTTACAGGGACGATAATCCCAGCTGTG
AATATGTTCGCGGGGGTAGTCCATCTTGCCTCGTCGGTCATGGGTTGTGGCGACTCGGCC
TGATCGATGCGGAGTTTGAAACCAATCGGCTCAATGTCGAAGTGTTCGACCACCTCTGGG
CCGAACTCTTCCTGGAAATGGACGAGGAAGAGGTTGACTGGGTTCAGATGGTCCAGGAGC
GGCAAGACGCCGGCCGCACCTGGGGTGAAGCGGTGGGCATCTCATGACGGCGCCCATCTT
CTCCCCGGTCGAGTTCAGCCTCTCGGAATTCGAGTTCACCGTCCCTTGCGGGATCGAGGG
CTGCGACCACGACGCCGATTGGATGAGCTGGGGAGACCACTCCGCTTTCGGCTGCCCAGG
GTATGGCCCGGTGTGTGAATGGCACCGCCGCCTCACCTTGCGCTACGTCGAAGGCATCGA
GGGACAGGTCGGGCCCTGCAGCCGCTGTAAGCAGCCCCGAGTAATCGGGCCGGATGAATT
TAGGTTTATCGAACTGTGAGCCTTTCTCGACCCTCGACACCGCGTAGAGAACCCGAGAAG
CCAGCCGAAAAGGTGGACCTCAGCCCGCCGACCGCCGCCGACGACCTCCTGCCCGTAACG
GTGGAACGTCGCATTCAGGAGTTGGTCGGGGCACTCGATACGGCACTCGAAGGCTGGCGC
ACCCTCTTCGGGGAGTACAAGCGGGCCGAGCGCGAGTACGACGCGGCCTACGCCATGGCG
AAGATCAACGTCGATAAGGACGTGCCGTACAACGACCGCGGTCAACACGCCCAGCTCGCA
GTGATGGAGCAGCGCGAGGCCAAGGATATTGCCGAAGAGGCCTTGAAATACGCCGAGCAT
CGGCTGGACGCCATCAAAAAGGCTTTGTCCGCTTGGCAGTCGCTCAATCGGTCGGTTCAG
ACGGCATATCTCAACGCTCGATAGGGGAACGATGACTTTAACGCACGTTGACCTGTTTGC
CGGCATTGGCGGCTTTTCACTCGCCCTCCAGCGGGCGGGGGCTAAGACCGTTGCGGCGGT
GGAGATCGACAAGCACTGCCAGAAGGTGCTCGGCCGACATTTTCCGGAAGCCAAGATCTT
CCCGGATGTATGCGACATTACTTCGGCGACGCTGACCGCTGCGGGCTTCGTCCCCTCTCG
GGGGGTTATAACGGCTGGCTGGCCCTGTCAGGGCAATTCGGTGGCGGGGAGGCGCGCGGG
CCTGGGGGACGCGCGGTCGGGCCTCTGGAGTGAGGTGTATCGGATACTCGATGAAAATCG
ACCCGCATACTTCATTGGCGAGAATGTTCCGGGGCTACTCAGCGTCAATAAGGGTAGGGA
TATTCGTCTCATCCTCAATGACCTTAATGATCTCGGTTACTTTGTGAACATGGATATTCT
GGACGCGCAATTCTTTGGCGTGCCACAGCGTAGGAGGCGATTGTTCTTCGTATGCCAGCG
GGTCGATCATATACTCCAGCGGAAGACGACTTCATCCGCGCTCATTATCGCTCAAGTAGT
TTCAGAGATATTGCGACTCATCTTGGACGTAGCGAATCCGCCATTGCTCATAGGGCGTCG
AAACTCGGGCTCCGCAAAAATGAGCTCCGTCGATGGACTTCGGATGAGGATGAAATTATT
CGAACTCGATGCGGAACCATTAGCCTGGGCGAACTTGCTGAGCTACTTGGACGACGGTCT
AGCGAGGTCTCAACACGGGCCAGAAAACTCGGGTTTACCTCTTGTCGAAAAAGGCGAACG
CTCACAAGCGGCGGACACGTCATTAGTGGATTGGAAAACGGTAAATACCTCGTCGAGCAT
CGAGTGGTCATGGAGCGACACCTGGGCCGCGCTCTGCGAAGCGACGAGATCGTGCACCAC
ATCAACACTATCAAGACCGATAACGGAATCGACAATCTATTCCTGTGCGCGAATGCTTCT
GAGCATCAGCGAGCGCATCGATCTCTCGATGACCTCGTCCCCGACCTTCTCTCCCGCGGC
CTCATCTATTTCGATCGCACTGACGGAGTTTATAAACTATGCCAGACAATCAAGTCGACA
AGTTCCTAACGACCTGGCCGGGAATAGTGGGTGGACTGATTTCATTCGACCAGCCGAATG
CTCCATCGAATCTCTCCAGCATCTTGGAGCCTCCGGGCGAGCACCTGCGGAAATACTTTT
TGAGCGCCAAGGCGTGTCAGGGGATTCTGCGGAGGACCGCGAAGCGGGGGCGGAAGCTGC
CGGAGCCACTAGAGCAAGCGCTGAGAACGATCGCGGGCGAGTAACCGTGTCCACCCTACA
AGGGGGGGGGCAAGCGCGGCTATCGGATAGACGCAGAGGCAGCAGCGGGCGGCCACCTGC
AGATCCAGTCGCCGCTTTGACAGCCAATGGTGTCGGAACTTGCGGCGCGGATGACAACCA
AGCACAGGCGGGACACCTCATTGTTGATATATCCGGTAGCCCTTCGGGGCCGTAAAGATG
GAGCCGAATTGGAATGGGACGAGGCCGGGTGCCCGGCCTATGCGATCAGGACCGGTTCGG
GCGGATCGAGCAAGCCAATGGTCTGCGTTACCGGCAGTAGGGCCCACGCCTTGGCGTCTG
AAGGTGCGGACGCTTCGGAGGATGGCGCAGGAGGGGGAACGCCAATGGTATCGGATGGAA
TTGGCGTCCGCCGACTTACTCCACTCGAGTGCGAGCGGCTTCAGGGATACCCCGATGGAT
ACACAGATGGGCAGAGTGATGCCCAGCGGTATCGGCAGCTCGGAAATTCCGTCGCCATTC
CATGCGTCCAGTGGATAGTCGATCGCCTTGTGGAGATCGATCAGGAGTTGCCATAAACGA
GAGGCAGTGCCGGCAAATTGTCCAAGATCGCGCTGACGGCCTTTGTGAGCGCTGCGGAGT
GGGCGGCGGACTAACCCTTCATCACCGTAGGAATCGTAGCCAGATGCCTAAGAGCCGTCA
CTGGGAGCCGCCAAATTCAGGTTCCCTATGCGGAGACGGAACTAGAGGCTGTCATGGCTG
GGTCACGGCCAACCCGAAAGCCGCCGCGGAGGAGGGCTGGCACGTCAAGCCCTGGGAAGA
GCCCGCCGATATCCCCGTCCGCTACCGCGGTGAGTGGGTTCTTTTACGTGAAGACGGCTC
CATAGGAATGATCGATGAAGCATAAGCAAACCGCCCTAAAGCATTGGTCGGGCGAAGTCA
TGGTAGACGAGGGTATCGCCACCCTTATCGAGAAGCTGTGGGGCCGGGGAGTCATCACCG
AGTTCTCCTGCCAGGGCTGCGGCGATAACCCCGCCTACATCATGTTCACCGACCTTGAAG
AGGCCGTTGAATTTGTCACGGAGTCCGTCGAGGCCACTCAAATGTATGAGTTCGACCTGG
CCGTCTATCCGCCGGTGAATCATGACTACCCACGGGGGCGGGTGACATTCCCCGCTGACT
ATGTGGAGATTCTGGAGGAGGTTTGGTGAGCGATACTCAAACCATTTCCATAATTGAGCT
TGAGGAGATGCTGTCGAGCGAGGTCCCGTGTGGCGGGAACAGCGTCCCGGTAGCGCGTGA
CTGCCCCCACAATGCTCCAGCCACTCTAATCTCCAGGCACCAGATGACGTGCACGGGCAA
CCCCAGGGCGCTCAAATGCGCGGATTGCCATTTGCAGTGGCTTAGGTACGCGCTGAGTAG
GTCCGGCTGGGGGCGGTGCGCAGGCTGCGGACGCAAGTGGCCGGCCGAAGAGATGTACCA
ACCCCTCTGAAAGGGCATTTCATGACCTACGGAACCTATAGCAACCTCAACCTCACAGAG
GTCGTGGAGGTTAGCACCTATCGGGAATGCTACGACTGGCGTGTTCTCGGGGTGTGGTGG
CACGAGGAAACCAACTCTTATCGGGTTTCCACCGACGGGGGATGTTCCTGCAACTCCCCG
TGGGAGTACCTCAAGTCTCTTGAGGACTACGGCCCGCCCCTCACCTATGTAGAGGCCCGC
ACAAAAATCCAGAAAGAGGATTTCGACCCGGATTGCTTCAGCGAAAAGTTGGACGCTATC
GAGAGGCTGGTGCAGTTTGAGCGCAACCGACAAGTTTAAAGGTCCGGATATCAAGCCGGG
CTCCGAAGTCATTTACAAACGAGGTGATGATGAGTTCGAGGCCGTAGTCGAGAGCGTTAC
CTACACTTCGGCCAGTCCGGCGATTTATGCCGAGCTCAACCGCTGGCAGAAGGTCCGGCG
GGCCCTGACCCCGAAGCGCTGGCGTAAGCCCATCCCGGTCATTCGGGAGGCGCGGGGCCC
CGAGATCCAGATCAACATGGTCGACTCCCTCTGGCGAGTTCGCCAACAGGTGCAGCTGAT
GGAGTGGCTGCCCAAGCGTCCCGATAGCTAAAGGAATGTTATGAAAATCTGGGCAATGCG
CGGATTCCCTGGAAGCGGGAAATCCACCCGGGCGCGGGAAATCGCCAGGCAACACGACGC
CGTGATTGTCAACCGGGACCTCATCCGCCAGCAGCTCCTAGACTCCTGGTGGACGGGCAA
AACCGAAGACGAAGACCGCGTCACCATTGCCGAGAAGGCCCAGGTTGAGGCATTCCTCAA
ACAAAACGTCAACATCGTCATCGACAACACGAATCTTAATCCGAAGTTTCTTCGCCAGTG
GGCGCGGCTCGCCACCCAATACGGTGCAGAATTCGAAGTCGTCGATATCAAAACCGACGT
AGACGAATGCAAGCGCAGGGCATATAGACGCTGGACCCAAGAGGCCGGCACCCCACTAGA
GCGCTACATCGACCCCCGGGTGATCGAAGCCAAGGCCAAGCAGTTTCCCATGGAGAAGTG
GCCGAAGATCGCGGCCGAGCCTTTCACCATCGAGCCGGTGGAATGGATCGATGGACTGCC
CGAGATCGTCTTGGTTGACATCGATGGGACTTTGTCGCATATGACTGGCCGCAGCCCTTA
CGACTACTCCCGCGTCGGGGAGGATGTCGTCGACGAACAGGTTCGGCACATCCTCAACCT
AATCTGGTTTGAGTCCTTCTGTGGGGTATTCCTGATGTCTGGCCGTCCCGACACCTGCCG
CACCGAGACCGAAATGTGGCTTGGCAGAAACTCCATCCGCTTTGACGAGTTGTACATGCG
CCCGGCCGACGCCAAGGACGGGCGCGGCAACAAGTTGCCCGATTACCAGGTTAAGTACCA
CTTGTTCAATGAACGCATTCGCGGCAAATACAACGTCCGATTCGTTTTGGATGATCGTCG
GCAGGTTGTGGATATGTGGCGGAAGCTGGGGCTGAAATGTCTTCAGGTCGCCGAAGGGAA
TTTCTAAATGGCCCACGGTAAACATTCCTGGTTCCACAACGGGGAGCGGGACGGCTTCTA
GTGGAATTCTTCGCATTCATGCGGACACTCTTGTTGCTTTTCATCTGCATGGCCCTTATC
GCCATCGGTGAACAGCTCAACGAGATCATCGACATTATATCGAGGTAAACAATTGCCTGA
CGTAAATCGCGTCTGCATCGACTGCAAAAAGGCTGTCGAGGAGTCTGGTGCCGCAATCCC
GAAGAGGAAGCCGGCGCTTAACGCCGACGGCACCCCCGTTCCGGGCAACCGTTGCATCAC
GCATGAGCGCGAGAAGAAGAAGCGGAGGCGGACCAGCGCCCGCGAGAGAAACTGGTCGAG
AACCTACGGCATATCGGCCGAGGAGTATTGGCTTATTTACGCAGAGCAGGGGGGCACCTG
CGCCATCTGCCAAAGGGCGAAGGGGATCGGGAAGAAGCCACTCTGCGTAGACCATGACCA
CGAGACCGGCATGGTGAGAGGCCTCCTCTGCAACCCCTGCAATGCAGATGTGCTGGGCCA
TGCCCGCGACGATATCTCGTTCTTCGAACGTGCAATTGATTACCTAACCTCCCCTCCGGC
GGTGCGCGCCATTGGCAGGAGGGTGATACCCGAGCAACCCGAGGAGTAACCATATGTCTA
CACCGTGTGCTGGTAAGTGGGATATTTTCTGCGGGGAAGACGGATATGGGTGGTCAGAGG
CCAAAAAGATCTGCCAGACCGAATGCTCCGAGAAGATGCGAAACAAATGCTTGGAGAGAT
GCCTGGCGTTTGAGGAGCATGAGCCCGTTCGCCTGGGTGTGTGGGGCGGATTAACCGCGC
ATGAACGCAACAAGATCTACGGCCGAAAGAGTTCATGAAGTACGGGAAGTGCCGGCGGCC
TAATTGCCAGAACTCCACTAGGTCAAGGGGGTCGAACGCTCTTTGCGAAAAGCATCTTAG
GACTAGGCCTCGGGGGTATGTTGACCCCGCCAAGGCGGTTGAGCATCTCAATGCCCTGCA
CGACAAGGGGATGACGTGGGATGCGATCAGTGATGTCCTGGGAATGTCACGCCACGCCCT
GCAGCGAGTGCGCCTAGGCAAGACGCCCCGAATGCAGGCTCGCACCGTCCAGCGGATTCT
GGAGGTCCCGATTCCCGGCGCTCCCGTGGCGGTGGGGATGGCCTACGTGCCGTCAATCGG
TTCTCGGCGGCGGGTGGGAGCGCTCATGGCCCTTGGGCACGCGAGGCCCGACATCTGCCG
CATCTCCGGCGTGCATTCGAGCCAGATGTACACGCTATTCAAGAAGGACGTAATCAGGGC
TACCACGGCCAAGGCCGTTAGCGACGCTTTCAATCGGATGCAGTTCGAGACGGGGAGCTC
CATCCGCTCTAAGAAATGGGCGGAGGCACACGGTTATCCGACCCCATTCTCCTGGGAGGA
AAGTGAGATCGACGACCCGCGGGCCCGGCCCCGCATCGATCCCACCCTCCTCACCAAGGG
GCGACTCGAGGAGTACAAGAGGCTCCGCGACGAGGGCCTCACCAAGAAGGAAATCGCCAA
GCGGTTCGGCCTGAATGAATCCACTCTCTACGACTGGATCAACCGCCAGAAAGCAAAGGG
AAACCTATGAGCGCGGAGATATTAAAAGAAGCCCGGGACATCGTCGCCAAAGGGTGGATA
AAAGGCGACTACACAGACGATCAGGGGAACTACTGCGCACTGGGCGCGCTAGGGGAAGCG
GTTATGCGCAATGGCCTTTTCCCCTATGTTGTCTGGGAGACCAGGACGAGGCTCCAGGAC
CACTTGCCAGATCTCGGGTGGAAGGGGCGGAAGTCGGTTGCCGAATTCAACGACCACCCC
GACACCACCCACGAGATGGTGCTTCAGCTTTTCGACAAAGCCATCGCCAACTACGAATAA
GGGAAACCTATGAGCATCTACTTCGAGATCCCCGAGGGCAAATGATCGAAGGCGTATTCG
AGGTGGGGCCGGGCGCCAACATTCGGGAATTAGCCCCCGGTAAGTATGCGATCCTCCCCG
ACCCCAACGCCCCCGCGGGGGGCTGGACCCCATTCAACGCCGACGGCGAGATTGACTCCG
AACGCCTCGCGGCCGAGGGCTGGGCGGTCCTCGGAACTATGCAGGAGGAGTAATTGGACG
ACAGCGATCACCGCTGCCATTCCGGAGAATACTGTGTAGCCCTCACCCCTGACGGGGCGG
CGCTCACCACCCGCATGGACACCCTGTGCCACGGATGTATCGCACGACTGCAAGAGCAGT
ATGACGAACTCCGGGTCATCAGGAAAGTCCTGGAGATGTTCAAGGGCGGACTGTGGGGGC
AATCCGGCGAGGCCAAAGTCTCGTCCTCGTCGGAGCCCTCACCGCCGCTGAATGTCCACG
CATTGGACGTCATCAACGAGGTCGAAGAGGTCCTCGAGGATGTCGGCTCACTGCCCGTGG
CGGATTTGGTGAGACATGAGAACGGCGTCTCCCGATCGTTGCGCATCGGGAAAGCGTGGC
GCCAGTCCGACGGCATTATCGGCATATCCAGGGCGTGGAGCCGGCGCCTTGCCAAATGCC
CGGAATGTGTTCAAAGAACCCTTGGAAGTTTCGCGGGATCAGACACCATCGAGTGTTTGA
ACTGCAGCCACCGTCTCACCAGGGATGAGTATTCGATGCTTTGTTTCACCTCACTGAAGG
AGGGCTCATGAGCGAGTTGGGCCAAAAGCTCATCCCCTTCAAATGCATCCAGGACCGCAT
AGTCGAACTCGCCAAAGAACAACCTTGGCGCAAGTCCATCGGCGCGTACTTCATATCCGG
GCAGCCCGAATGCATCATCGGACACGTCTTGGCCGATATCGGGGTGGGCGCCGACGGCAC
CCGACTGGTCAACAAAAAGGGCATCCCCACCTCATCGGTCGGCCACCTAGCTGACACATT
CGACTGGAATGAGTTCGGCGTCCAAACCCCCACCAGACGTCAAATCGGATGGGTGCAGGT
GGTCCAGTCCCGCCAGGATTACGGAGACACCTGGGGAGAAGCCGTCAAGAGAGCGGGAAG
GCAATGAAGAAACTCTACCGCCGCGTGTCGGCATACCTGTTCTACCTCTATTGGCGCCTC
ACCGGCCGCTAACCCAACAACCAAAGGAAACACATGAGCCTCAGTAAACCTCATAGCAGC
AATTCTCCCGTAAAGCGCTGGTTTAAGCTTAAGGGAACGAACGGCGGGGGCATCACGTAT
TGGGATAAGTCCGCAGAGGCGGAGCGCGCCGTCGGCACCCCGTTCCACTTCGTAGTACTG
GATAGTCTGAATTCCATCACCGGATTCCACAAGCCCAGCAACACCGGTATCCGCAGCAAT
GAGATCCGCGACACCCGGACGGAGCCCCTGGTGGTTCGCGCGGGCGCCACCGTACTCGCC
GAAGGCCTCTATAACGACATCAAAGATGTGATGAAGGGCAAGGGGGGCAAGTTTGCCAAC
AGCCTGTACGTCGCCTTCAAAGACGGCGACGAGCTGGTGATCGGCAACCTTCTCTTGTCG
GGCGCGGCCCTCTCCGAATTCTTCGACTTCAAGAAGGGGAAAAGCCTCGACAAGGAGCCG
GGTGTAGCCATCACCGGCTTCGACGGCCCCCACATGGCGGGCACGAACGAATACTGGGTG
CCGGTCTTCGGCTCCTGGACCCCCCAAGACCTGAGCGCGGCCATCGCCCTGGATGAAACG
CTCCAGGCGTATCTGGATGGCACAGGCCAGGCGGAGGAGCCCACGGCGTCGGAGCCGTCA
TTCGGCGGGGGCGGCGCATCAAGCGACTGGGACGATTCCGAGCCCCCGTTTTGACCAATC
CTTAAGGAGTTCTCTTGCTCGCCTTCTCTCGCTGCGAAGAATGCCAAACCGGCATGCGAG
TTTTGTACGTCGGCCAGCAGACCCACCCCGGCTGCAAAAAGACCGAGGAAGAGCGGAAGC
TCCAAGAGTTCGTCGAGGCGGTCCAGCGGGGTGACGAGAAGGCGGCCGACAAGCTAGAGG
CCGCCATCAACAAACCGAAACCCGCGAAGCTGGGCCCCTCGGCACTCTGGTACGCGAAAT
CCGGTTGGCCCGTATTCCCCCTGGCGGTGGGCGACAAGCTCCCCGCCATCCCATCAGCAC
ACCCCAAGGGAGATCCTCTCCGAGGGGTGTGCAAGGGGGAGTGCGGGAAACTCGGCCACG
GGCTCTACGACGCCACTACCGACCCCAAGCAGATCAAGGCGTGGTGGAGCGAGGCCGAAT
ACAACATCGGCATCCCCACCGGTCACGCATTCGATGTGATCGATATCGACGGGGCCAAGG
GCTACCAATCTCTGCTGGAGTTGGGTGACGATGTTTTTCCGCCGATCCACGGCAAGGTCA
GCACTGTCCGCGAGGATAGCGGGGAGCACTGGTACGTCCTCCCCACGGGGGATGGGAACC
GCGCCGGCGTCCGCCCCGGCATTGATTATCGGGGAATTTCTGGGTATGTCTGCGCTCCGC
CATCAAGGGTGAACGGGCGGCAATACACCTGGATCATAAAGCCTTCCCCAGAGATCCTCA
AGGGTGCGTCATGAAATCTCGCCTCCGGAGTTGGTGGCTAGGCTTGCCATTCCCGCTCTG
GACCCTTAGCGCCTGCAAGCCCTTTTCGCCTTGGTGCTTTATCGAGGAGATCTTGTCGGC
CGCCTTCCCGCTCACCTTCGGGTGGGGCGACCTCGAGAAGGGATTGTGGCACGAGACCTT
CATGAGCGAGTGGATTCACGACAAGCACAACGCCGCCATCGAGAAGTATTACGACAAGAG
GGATCGTGCTCGACGTTAAAGAAATGACGCCGGACGAGTTGTTTGCGCATCTGGGCGTTC
CAGATATGCCCGACGAGGACCGTGTCGACCTACTCGCTCACATGCACGCTTGGTCCCGAA
CGGTGCTGCCGGGCCCCAATCAATGGTGGCTCAAGGCGCTCTTCCTCGCTGCCGCCTGGA
GAAGGGCGAACGGATGACCGTTGAGGATATTGACGAAGACCTGGGCGTATTCGTCGGCTC
AGAAATCCTCGACTACGACGAGGAAAACGACGTTATCTACTACGCCCTTTACTACAAGGA
TCGGGAAATAAAGTGATGATTGAAACAACCCTGCCCCCGCTCACTCCGCAGGACTTCGAA
ACCCTGTTCAACGGACGCACTTACCCATTCTTCGAGGATGAGGATGCGCGGGGACTGTAT
GCATACGGGGATATCGATCCGGCGGAGTTCGCGCGCTTGGCCAACATCTACGACATCGTG
GTTGGCGGGTTCGACCCCGAAGACGCCTGCTACAAAGCCGAGGATGTTTACGTTCAATGG
GCCGTGCGCATTGACGAGGAGCGGTTCAAGTGGGTCAAATCTGACACCCCCAACGCCTTC
CCCGTGGCAGTCCTGGACCGATGAGTGCCGAAGGAGAAATCGGATGGCAATAGTGGTTCT
CACTAAAGACCACGGGGAGATCCCGCACAAGGAAGCGGTGAGCGCTTCGCACTCGGATGA
CGGGTTTCTGGAGATCGAGACACATAGCGGGGACTCGATCGCGCTCTACGCGCCGGGCAC
CTGGGTGTCGGCGACGAAGGTCGAGCTGACGAAAGAGGTCGTTAAGGCGAAGCCTCGGGT
GTGGTACTGCTGGACTTCGGTTCCCGAGGGCGTCGTCGTAACCGACAAGTGCGGCGGAAC
CTACCGACGAGGGCAGGGAGGCTCCTGGGAGGTCCTGCTCGACTACGACTTCGATCTGTC
GGAGTGGGAAGAGTCTTCCGTACCCGTCGGGGACCGGAACCTCTACGCCCCCTTCACCGA
GGTGATCGCATGACCGAATCCATCCTCGACGGGGCAATGGCCGCCGAAGAGATCCTCCGC
GAACTCGCCAAGCCCCTCGATCCTGACGCCCGGATGCAAGCCCATTACTACGGCTTTGAG
CCTACGGGTTTGGCGGTGATTGACCGCATTCTTTCGGCGGTGGCATCCGCGGGGGCCGCC
GCTCACCACACCGTGGACTGGAATGACCCCTGGAGTGATGAGGTCACCCCAGAAGATCAG
ATCCAACTTGTGGCGAATGAATCCGCCGAGCAGATTCGCCTACTCCTTGCCGTGGCGGAG
TCGCTGCTCGTGGGGGAGATGGAGCAGGAATGACCGATCCCGCCATTCGCTACGCTCGGG
AGCTCCTTGAAGATAACGGCTACGTCGTTCTGCGGGCCAAGTCGTACCGCCAAGCGCAGG
AGCGCCAGCGGGTGGCCGAGGTTTACAGACGCTGCGAAGAGGAGGCCGCCGAACACGCCC
GAGCCTGGGCCCGCGATTGCCTCGCGGAGCAGCGACGCTTGGCCGACCGCTGCACCTTCC
TCTACGGCGCTGCGATAGCGGCTGGCGCCACCCCAGAGGAATTGCGTGGGGGATTTCAAT
GACCCACCGGGGTCTTGAGCGGGCCGAGGAGCGCCGCGTCCAGATCGCCAAGCTCATCCG
ACAGGGCCTGACCAACAAAGAGGTTGCCCAGATCGTCGGCGTCACCGACCGCACAGTCAC
CCGCGCCAGGGAGCGGAAAGGCCTGAAGAAGCCCCAGCCTCCGCGGATCAGCGAGGAGAC
ACTGTCGGCCGGCTATCAGATGCTCCTGGATGGGTGCTCGTACGCGGAGGTTGCCCGGAC
CTTGGGGCACTCGCGGGATGCCTGGCGGAGAAAGCTGCCGGGCTTTGCCTGGTCGCATGT
CGAGTGCGGTCGCTTTCGCAAGCTGCAGGAAAGATACGAGGGACTGCTATGAGCGATCCA
GTTGTTGAGGCAGTCCTCCGGGCCATTCCCCCGCTATGCGATGGGCATCGGCCGACGGCA
TTGATGGCGGCGGCGGCCCGGGAGGTCCTGAAGCCCATTCGGGCCAAGCACTACCCGGTT
GTCTACGTCAATCGTCAGCAATGCTGTGTCACGTGCTTTGACGGGGGCGGTAAGCCGCAC
CCGTGGCCGTGTCCGGTTGCCCCGCTCATCTACTCATCCGAGGAGCTGCAATGACCGCCC
TTCGCGAACCGCGCGACATCGCCAAACTCCCCGACGGGACAATCTTTCAAAGCGACCTCA
ATTGCCTGTGGGATCGCCGCCATGGGGGGCGGCGATGGGTTAAGCGTGGCGGCGGCGTCC
AGGCCATTGACCCGGATCGTTTGACCGGCGTTTTTGAGTCCGTGCCCATCGCCTACTTCA
AAGACCCCCTGCCCGCAAAGGTTGTGTCATATGGCTGAGTTCGGCTGCGCTCGTTGCGAC
GCTCGATGGGGCGGGGTCCGCACCGCCCATTGCGGCAGCTGCCATGAGACATTCTCGGGA
CTGTCTGCTTTCGAAATCCATCGCGCAGGCTCCCACTCCAAGGGGCGTTATTGCCTAGAC
CCCTCTACGGTAACCAACGAGAATCCCGATTCCGCTGATTACGGCGAGAAGCTGTTTAAG
AGGTCGGCGCGCGACTACCCCTGCTGGTCTTTGGCGGGGGATATGCCCGAATTCTGGAAA
GAATCTTAACCGCCGCTCGACTAGGAGGGTTTCAAAATAGACGGATTCCTTTCCCGGATC
GAGCCAAAGAAGGAAGCTCCTCCACGCCCGACCGGGCCCGTAACCCTACCCAATGACGCC
TACACCAAAAAGGCTGTTGAAGATGAG