##gff-version 3
##sequence-region Gordonia_phage_Mutzi 1 59655
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	1	1605	208.6	+	0	ID=Gordonia_phage_Mutzi_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	1686	1784	11.2	+	0	ID=Gordonia_phage_Mutzi_CDS_0002;transl_table=11;phrog=31453;top_hit=NC_030913_p6;locus_tag=Gordonia_phage_Mutzi_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	1784	2113	14.5	+	0	ID=Gordonia_phage_Mutzi_CDS_0003;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0003;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	2110	2577	35.3	+	0	ID=Gordonia_phage_Mutzi_CDS_0004;transl_table=11;phrog=3193;top_hit=p40386 VI_04047;locus_tag=Gordonia_phage_Mutzi_CDS_0004;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	2574	2717	15.1	+	0	ID=Gordonia_phage_Mutzi_CDS_0005;transl_table=11;phrog=7793;top_hit=NC_031226_p65;locus_tag=Gordonia_phage_Mutzi_CDS_0005;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	2714	3217	113.5	+	0	ID=Gordonia_phage_Mutzi_CDS_0006;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0006;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	3354	3668	48.0	+	0	ID=Gordonia_phage_Mutzi_CDS_0007;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0007;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	3665	5251	248.1	+	0	ID=Gordonia_phage_Mutzi_CDS_0008;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	5248	5601	33.6	+	0	ID=Gordonia_phage_Mutzi_CDS_0009;transl_table=11;phrog=14528;top_hit=NC_031112_p14;locus_tag=Gordonia_phage_Mutzi_CDS_0009;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	5576	7606	254.7	+	0	ID=Gordonia_phage_Mutzi_CDS_0010;transl_table=11;phrog=34890;top_hit=NC_031052_p14;locus_tag=Gordonia_phage_Mutzi_CDS_0010;function=head and packaging;product=head morphogenesis
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	7733	7960	1.9	+	0	ID=Gordonia_phage_Mutzi_CDS_0011;transl_table=11;phrog=21251;top_hit=NC_028668_p79;locus_tag=Gordonia_phage_Mutzi_CDS_0011;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	8013	8159	37.2	-	0	ID=Gordonia_phage_Mutzi_CDS_0012;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0012;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	8270	8473	7.1	+	0	ID=Gordonia_phage_Mutzi_CDS_0013;transl_table=11;phrog=25971;top_hit=p231201 VI_04170;locus_tag=Gordonia_phage_Mutzi_CDS_0013;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	8546	9661	151.7	+	0	ID=Gordonia_phage_Mutzi_CDS_0014;transl_table=11;phrog=29860;top_hit=NC_031052_p18;locus_tag=Gordonia_phage_Mutzi_CDS_0014;function=head and packaging;product=virion structural protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	9658	10212	54.1	+	0	ID=Gordonia_phage_Mutzi_CDS_0015;transl_table=11;phrog=2659;top_hit=NC_023725_p94;locus_tag=Gordonia_phage_Mutzi_CDS_0015;function=DNA, RNA and nucleotide metabolism;product=RNA ligase
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	10212	10355	6.0	+	0	ID=Gordonia_phage_Mutzi_CDS_0016;transl_table=11;phrog=14225;top_hit=NC_028665_p19;locus_tag=Gordonia_phage_Mutzi_CDS_0016;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	10446	12344	317.2	+	0	ID=Gordonia_phage_Mutzi_CDS_0017;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0017;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	12434	13246	131.2	+	0	ID=Gordonia_phage_Mutzi_CDS_0018;transl_table=11;phrog=779;top_hit=p304239 VI_00054;locus_tag=Gordonia_phage_Mutzi_CDS_0018;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	13260	13637	72.9	+	0	ID=Gordonia_phage_Mutzi_CDS_0019;transl_table=11;phrog=14463;top_hit=NC_028665_p22;locus_tag=Gordonia_phage_Mutzi_CDS_0019;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	13734	14417	142.7	+	0	ID=Gordonia_phage_Mutzi_CDS_0020;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0020;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	14523	15293	53.7	+	0	ID=Gordonia_phage_Mutzi_CDS_0021;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0021;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	15290	15835	51.9	+	0	ID=Gordonia_phage_Mutzi_CDS_0022;transl_table=11;phrog=810;top_hit=p18132 VI_04129;locus_tag=Gordonia_phage_Mutzi_CDS_0022;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	15876	16247	21.2	+	0	ID=Gordonia_phage_Mutzi_CDS_0023;transl_table=11;phrog=28979;top_hit=NC_030913_p25;locus_tag=Gordonia_phage_Mutzi_CDS_0023;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	16237	16680	51.6	+	0	ID=Gordonia_phage_Mutzi_CDS_0024;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0024;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	16718	17308	96.7	+	0	ID=Gordonia_phage_Mutzi_CDS_0025;transl_table=11;phrog=14331;top_hit=NC_031112_p29;locus_tag=Gordonia_phage_Mutzi_CDS_0025;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	17395	18003	72.4	+	0	ID=Gordonia_phage_Mutzi_CDS_0026;transl_table=11;phrog=13927;top_hit=NC_031112_p30;locus_tag=Gordonia_phage_Mutzi_CDS_0026;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	18058	23574	845.3	+	0	ID=Gordonia_phage_Mutzi_CDS_0027;transl_table=11;phrog=6090;top_hit=MF919510_p42;locus_tag=Gordonia_phage_Mutzi_CDS_0027;function=tail;product=tail length tape measure protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	23571	24503	123.9	+	0	ID=Gordonia_phage_Mutzi_CDS_0028;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0028;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	24500	26266	325.2	+	0	ID=Gordonia_phage_Mutzi_CDS_0029;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0029;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	26314	26862	52.4	+	0	ID=Gordonia_phage_Mutzi_CDS_0030;transl_table=11;phrog=8122;top_hit=JF704115_p20;locus_tag=Gordonia_phage_Mutzi_CDS_0030;function=tail;product=minor tail protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	26859	28781	253.7	+	0	ID=Gordonia_phage_Mutzi_CDS_0031;transl_table=11;phrog=2689;top_hit=NC_031251_p25;locus_tag=Gordonia_phage_Mutzi_CDS_0031;function=tail;product=minor tail protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	28781	31735	476.9	+	0	ID=Gordonia_phage_Mutzi_CDS_0032;transl_table=11;phrog=36751;top_hit=NC_031249_p30;locus_tag=Gordonia_phage_Mutzi_CDS_0032;function=tail;product=minor tail protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	31858	32775	52.6	+	0	ID=Gordonia_phage_Mutzi_CDS_0033;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	32872	33912	190.2	+	0	ID=Gordonia_phage_Mutzi_CDS_0034;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0034;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	33938	34390	86.1	+	0	ID=Gordonia_phage_Mutzi_CDS_0035;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0035;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	34396	34710	35.2	+	0	ID=Gordonia_phage_Mutzi_CDS_0036;transl_table=11;phrog=4511;top_hit=MF919537_p45;locus_tag=Gordonia_phage_Mutzi_CDS_0036;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	34707	34943	5.1	+	0	ID=Gordonia_phage_Mutzi_CDS_0037;transl_table=11;phrog=6071;top_hit=NC_030696_p47;locus_tag=Gordonia_phage_Mutzi_CDS_0037;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	34940	35374	42.2	+	0	ID=Gordonia_phage_Mutzi_CDS_0038;transl_table=11;phrog=3798;top_hit=NC_023698_p40;locus_tag=Gordonia_phage_Mutzi_CDS_0038;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	35325	36116	64.5	+	0	ID=Gordonia_phage_Mutzi_CDS_0039;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0039;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	36172	36342	11.0	+	0	ID=Gordonia_phage_Mutzi_CDS_0040;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0040;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	36339	37235	121.3	+	0	ID=Gordonia_phage_Mutzi_CDS_0041;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0041;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	37232	37519	25.2	-	0	ID=Gordonia_phage_Mutzi_CDS_0042;transl_table=11;phrog=37690;top_hit=NC_031052_p48;locus_tag=Gordonia_phage_Mutzi_CDS_0042;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	37563	37763	4.5	+	0	ID=Gordonia_phage_Mutzi_CDS_0043;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0043;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	37760	38695	76.8	-	0	ID=Gordonia_phage_Mutzi_CDS_0044;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0044;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	39199	39390	2.5	+	0	ID=Gordonia_phage_Mutzi_CDS_0045;transl_table=11;phrog=28010;top_hit=NC_031052_p51;locus_tag=Gordonia_phage_Mutzi_CDS_0045;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	39712	39873	25.0	+	0	ID=Gordonia_phage_Mutzi_CDS_0046;transl_table=11;phrog=33087;top_hit=NC_031052_p53;locus_tag=Gordonia_phage_Mutzi_CDS_0046;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	39926	40168	42.2	+	0	ID=Gordonia_phage_Mutzi_CDS_0047;transl_table=11;phrog=16141;top_hit=NC_031052_p54;locus_tag=Gordonia_phage_Mutzi_CDS_0047;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	40227	41060	110.6	+	0	ID=Gordonia_phage_Mutzi_CDS_0048;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0048;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	41053	42165	190.2	+	0	ID=Gordonia_phage_Mutzi_CDS_0049;transl_table=11;phrog=3657;top_hit=p138026 VI_04178;locus_tag=Gordonia_phage_Mutzi_CDS_0049;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	42194	42592	81.6	+	0	ID=Gordonia_phage_Mutzi_CDS_0050;transl_table=11;phrog=14395;top_hit=MF919514_p52;locus_tag=Gordonia_phage_Mutzi_CDS_0050;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	42592	43023	51.9	+	0	ID=Gordonia_phage_Mutzi_CDS_0051;transl_table=11;phrog=27511;top_hit=MG099939_p71;locus_tag=Gordonia_phage_Mutzi_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	43020	43712	52.7	+	0	ID=Gordonia_phage_Mutzi_CDS_0052;transl_table=11;phrog=32119;top_hit=NC_031269_p62;locus_tag=Gordonia_phage_Mutzi_CDS_0052;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	43709	44782	141.2	+	0	ID=Gordonia_phage_Mutzi_CDS_0053;transl_table=11;phrog=2045;top_hit=p109458 VI_12344;locus_tag=Gordonia_phage_Mutzi_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	44779	45039	24.5	+	0	ID=Gordonia_phage_Mutzi_CDS_0054;transl_table=11;phrog=29500;top_hit=NC_031052_p62;locus_tag=Gordonia_phage_Mutzi_CDS_0054;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	45036	46268	139.8	+	0	ID=Gordonia_phage_Mutzi_CDS_0055;transl_table=11;phrog=3171;top_hit=p32104 VI_04105;locus_tag=Gordonia_phage_Mutzi_CDS_0055;function=DNA, RNA and nucleotide metabolism;product=replication initiation protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	46265	46492	4.4	+	0	ID=Gordonia_phage_Mutzi_CDS_0056;transl_table=11;phrog=37029;top_hit=NC_031052_p64;locus_tag=Gordonia_phage_Mutzi_CDS_0056;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	46577	47176	99.7	+	0	ID=Gordonia_phage_Mutzi_CDS_0057;transl_table=11;phrog=159;top_hit=p35032 VI_04131;locus_tag=Gordonia_phage_Mutzi_CDS_0057;function=DNA, RNA and nucleotide metabolism;product=RuvC-like Holliday junction resolvase
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	47173	47598	33.8	+	0	ID=Gordonia_phage_Mutzi_CDS_0058;transl_table=11;phrog=36828;top_hit=NC_030913_p62;locus_tag=Gordonia_phage_Mutzi_CDS_0058;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	47595	48104	41.7	+	0	ID=Gordonia_phage_Mutzi_CDS_0059;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0059;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	48101	48280	0.7	+	0	ID=Gordonia_phage_Mutzi_CDS_0060;transl_table=11;phrog=10709;top_hit=NC_031226_p63;locus_tag=Gordonia_phage_Mutzi_CDS_0060;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	48277	48465	23.4	+	0	ID=Gordonia_phage_Mutzi_CDS_0061;transl_table=11;phrog=10682;top_hit=p184266 VI_04120;locus_tag=Gordonia_phage_Mutzi_CDS_0061;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	48465	48758	44.2	+	0	ID=Gordonia_phage_Mutzi_CDS_0062;transl_table=11;phrog=38443;top_hit=NC_030913_p65;locus_tag=Gordonia_phage_Mutzi_CDS_0062;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	48755	48946	27.2	+	0	ID=Gordonia_phage_Mutzi_CDS_0063;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	48946	49143	20.4	+	0	ID=Gordonia_phage_Mutzi_CDS_0064;transl_table=11;phrog=23499;top_hit=NC_031112_p80;locus_tag=Gordonia_phage_Mutzi_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	49140	49478	38.8	+	0	ID=Gordonia_phage_Mutzi_CDS_0065;transl_table=11;phrog=3962;top_hit=NC_023699_p78;locus_tag=Gordonia_phage_Mutzi_CDS_0065;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	49475	49723	52.6	+	0	ID=Gordonia_phage_Mutzi_CDS_0066;transl_table=11;phrog=2421;top_hit=MH051261_p208;locus_tag=Gordonia_phage_Mutzi_CDS_0066;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	49720	50001	43.6	+	0	ID=Gordonia_phage_Mutzi_CDS_0067;transl_table=11;phrog=36067;top_hit=NC_031052_p74;locus_tag=Gordonia_phage_Mutzi_CDS_0067;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	49998	50282	39.8	+	0	ID=Gordonia_phage_Mutzi_CDS_0068;transl_table=11;phrog=19800;top_hit=NC_015720_p55;locus_tag=Gordonia_phage_Mutzi_CDS_0068;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	50307	50657	37.7	+	0	ID=Gordonia_phage_Mutzi_CDS_0069;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0069;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	50654	51049	62.0	+	0	ID=Gordonia_phage_Mutzi_CDS_0070;transl_table=11;phrog=28509;top_hit=NC_030913_p74;locus_tag=Gordonia_phage_Mutzi_CDS_0070;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	51055	51432	28.9	+	0	ID=Gordonia_phage_Mutzi_CDS_0071;transl_table=11;phrog=33652;top_hit=NC_030913_p75;locus_tag=Gordonia_phage_Mutzi_CDS_0071;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	51432	51773	55.0	+	0	ID=Gordonia_phage_Mutzi_CDS_0072;transl_table=11;phrog=2293;top_hit=KX657794_p4;locus_tag=Gordonia_phage_Mutzi_CDS_0072;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	51770	52153	48.5	+	0	ID=Gordonia_phage_Mutzi_CDS_0073;transl_table=11;phrog=1810;top_hit=NC_023725_p34;locus_tag=Gordonia_phage_Mutzi_CDS_0073;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	52323	53537	222.0	+	0	ID=Gordonia_phage_Mutzi_CDS_0074;transl_table=11;phrog=498;top_hit=p48104 VI_12205;locus_tag=Gordonia_phage_Mutzi_CDS_0074;function=other;product=DNA methyltransferase
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	53606	53851	46.3	+	0	ID=Gordonia_phage_Mutzi_CDS_0075;transl_table=11;phrog=7834;top_hit=MF919499_p157;locus_tag=Gordonia_phage_Mutzi_CDS_0075;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	54244	54897	82.4	-	0	ID=Gordonia_phage_Mutzi_CDS_0076;transl_table=11;phrog=9210;top_hit=p408625 VI_12244;locus_tag=Gordonia_phage_Mutzi_CDS_0076;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	54890	55141	6.6	-	0	ID=Gordonia_phage_Mutzi_CDS_0077;transl_table=11;phrog=35838;top_hit=NC_031052_p85;locus_tag=Gordonia_phage_Mutzi_CDS_0077;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	55138	55338	21.9	-	0	ID=Gordonia_phage_Mutzi_CDS_0078;transl_table=11;phrog=23633;top_hit=NC_031052_p86;locus_tag=Gordonia_phage_Mutzi_CDS_0078;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	55335	55679	8.4	-	0	ID=Gordonia_phage_Mutzi_CDS_0079;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0079;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	55681	55887	19.9	-	0	ID=Gordonia_phage_Mutzi_CDS_0080;transl_table=11;phrog=3351;top_hit=KY798216_p67;locus_tag=Gordonia_phage_Mutzi_CDS_0080;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	55887	56234	46.5	-	0	ID=Gordonia_phage_Mutzi_CDS_0081;transl_table=11;phrog=28893;top_hit=NC_031052_p88;locus_tag=Gordonia_phage_Mutzi_CDS_0081;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	56266	56526	39.5	-	0	ID=Gordonia_phage_Mutzi_CDS_0082;transl_table=11;phrog=37025;top_hit=NC_031052_p89;locus_tag=Gordonia_phage_Mutzi_CDS_0082;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	56523	56861	61.0	-	0	ID=Gordonia_phage_Mutzi_CDS_0083;transl_table=11;phrog=5392;top_hit=NC_031112_p11;locus_tag=Gordonia_phage_Mutzi_CDS_0083;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	56945	57238	34.1	-	0	ID=Gordonia_phage_Mutzi_CDS_0084;transl_table=11;phrog=28121;top_hit=NC_031052_p91;locus_tag=Gordonia_phage_Mutzi_CDS_0084;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	57235	57570	52.8	-	0	ID=Gordonia_phage_Mutzi_CDS_0085;transl_table=11;phrog=30864;top_hit=NC_031052_p92;locus_tag=Gordonia_phage_Mutzi_CDS_0085;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	57567	57740	30.1	-	0	ID=Gordonia_phage_Mutzi_CDS_0086;transl_table=11;phrog=28698;top_hit=NC_030913_p89;locus_tag=Gordonia_phage_Mutzi_CDS_0086;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	57866	58396	117.9	+	0	ID=Gordonia_phage_Mutzi_CDS_0087;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Mutzi_CDS_0087;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	58618	58932	25.1	+	0	ID=Gordonia_phage_Mutzi_CDS_0088;transl_table=11;phrog=16713;top_hit=NC_030916_p79;locus_tag=Gordonia_phage_Mutzi_CDS_0088;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	58929	59213	30.3	+	0	ID=Gordonia_phage_Mutzi_CDS_0089;transl_table=11;phrog=24327;top_hit=NC_031936_p74;locus_tag=Gordonia_phage_Mutzi_CDS_0089;function=unknown function;product=hypothetical protein
Gordonia_phage_Mutzi	Pyrodigal-gv_0.3.2	CDS	59210	59653	42.7	+	0	ID=Gordonia_phage_Mutzi_CDS_0090;transl_table=11;phrog=29346;top_hit=NC_031052_p4;locus_tag=Gordonia_phage_Mutzi_CDS_0090;function=unknown function;product=hypothetical protein
##FASTA
>Gordonia_phage_Mutzi rotated=True rotated_gene=terL
ATGACCAGCCCCGACGAGACCGGCGTCGCACCATCCGCGCTCACCGGCATGACCCGCGCC
GCCCGCCTCGCACTGAAACGCGAACTCGCCGCGAAATGCGCCGAACTCGGCATCGTCCTC
GGCGACACCACATCACCCGGGCAGCTCGCCACGAAACACGACCACACGCAGGTGCAACGC
CCACACCTCGAGGCGATCGACGACGCCCTCATCGGGCTCCTCGCCGAACCGAACCGCCGG
CAAATGATCTTCATCGGCCCGCAGACCGGCAAGTCGACCCGCACGTCGCGCTGGTTGCCG
TTCTGGTGGCTCACCATGCGCCCCCGCGACCGCATGGTCCTCGCCTCGTACGCGTCGTCC
CTCGCGGTCACCCACGGCTCGGCGACCCGCGACCTCGTCACCATGTACGGCGAGGAATAC
GGGCTGCGCCTGCACCCCAGCGAGAACACGAAAGCGTCCTGGCGATGCCACACCGGCGGC
GGGATGCGTGCCGTCGGTGTGCGTTCCGGCCTGACCGGACAGCCGATGGACTTCGGCATC
ATCGACGACCCCGTGAAGGACCGCGCCGAAGCCGAATCGCCGATCGTGCGGGAAGCCACC
TGGGACTGGTACTCGTCGGTGTGGTCGTCGCGTAAGTCGCCGACGTTCCGCGAAGTGCTG
ATCATGACCCGCTTCCACAAGGACGACCTCGCCGGACGCCTCCTCGACCAGGACGGCCGC
GTCGAGGAAGGCGGGGAGTGGCACGTCCTGCATCTGCCCACCATCGCGCTCGCCGAGGAC
CGGTCGAAGGGCATCTACCCGGATCCGCTCGGCCGCGACCCCGGCGACCCGATCACCCAC
CCGCGTATCGACCCCACCGACATCGGTGGGCTGCTGGCGCACTGGGGACGGGCGCGGAAG
GCCGTCACCAACCGCGACTGGAACGCCCTCTACCAAGGTCTCCCGTTCGACGCCGAGGGC
GCCCTGTTGACCGCCGACGACATCCGCACCCACACCGCACCCGAACCCACGGAGTGGCGA
CGCAACGTCGTAGCCGTCGACCCGTCGGGCGGCGGCCGCGACACCGCCGGCATCGTTGTC
GTCGGTTTGGACATGCATAAGCGTGGCTGGTTCCGCGGCGACTTCACCGCCCGCATGTCG
TCGTACGACTGGTCTCGGAAAGCCTGCACGGTGGCGCACGAGTTCGACGCCGGGCACATC
GTCGTGGAGAAGAACTTCGGCGGCGACATGGCGAAGACCCTGATCGCGCAGGCGTGGGCG
GAGCTGCAACGCGAAGGGAAGATCCCACAGAATGCGTTGTGCCCGTTGATCGTCGAGGTG
ACGGCGAAGAAGTCGAAGATCCTGCGCGCCGAGCCGATCGCGCAGGCCATCAAGACCAAT
CGGCAGTGGTTCGCCGCCGGGGCCGATCTCAAGCAGTTGTCCGACGAGTGGCTGTTGTGG
GAGCCGGGCACGACGTGGTCGCCGGGTGCCCTGGATGCCGGGGTGTACGGGTCGACGGAG
GTCCTGCCGGCGTTGCCCCGGGGTGCGGGGGTGGCGAATCCGGCGGCCCGGTCGCGTGGT
GATGCGCCGCGGACGGGTGTCGCGGCCCGCCGTATCGCTGGCTGAATATAGGAACTGTTG
TAACAGTGACCTATGAAAGCTAGTCTGTTCACGTCACCACAACCGTTCGGAGAGGACCCT
TGATCATGAACGTCACCTGGAAAGACCACCTACACGCCGCCGCCTGGGCTGTCGCCTGGG
TGCTGCTGCTCGCGTACGGCGTCGTCAACACGACGGGCGCCTGATGAGCGCCGACGAGCG
CGCCGCGAAGTACGAGACGATCGTCTACGCGTCGAACCGGCACGCAGGGCTGGGGACCCC
GGTCACCGTGTACGCCAGCAGCAAGCGGGACGCGGTGAACCGTGCAGTCGCGATCGGGTG
GTCCGGGCGTTCCGAAGACGCACGCGTGAAGGTGAAGAGTGTCGAGGACGTTCCGCCTCA
ACGGAATCTCGTCCCGCCTGCGGAGGAGGTCTGGGATGAAGGGTTCGAGGCTGGCTCGAC
GTGGCATCAGAGCGGACCCTCGGGCATCCCGAACGATCCGCCAGCCAACCCCTACGCTGG
CGGTCGGTCGTGAAGTGTCTGACGGTCCAGCAGCCGTGGGCGTGGGCGATCTTCAACGGG
AAGAACATCGAGAACCGCACCCAAATGTGGAACTACCGCGGCCTCCTCGCCATCCACGCG
GGCAAACAGACGTCGGCCGTCGGTCAGCGTGACCGCCGCGTCCGCGACGCCCTCGCCGCC
GCTGCACCGCACTGGCCACGGCCATTCGACCTCGGTGTCATCCTCGGCGTCGTTGACCTC
GTCGACATCCACTTCGCAGGCGACGACTGCACCAAGACCTGCTCGACATGGGGCGACGAC
CGACACCACCAAGGCATCTTCGACCCGGTCCGGCGCGGCGGCGTCACGCACCTCGTCCTC
GAGAACCCCCGCACGCTCACCGAACCGATCCCCGCCCGCGGGGCGCTCGGCCTGTGGAAC
CTTGCCGACGACGTCGAACGCCTGATCCGCCGCGACCTGAGAGGAGACCTCCGATGACCG
CGAACGGCATCCTGTCCGCCCTTGGCCTTGTCGCCGCCCTCGCCACCGTGCTCCGGATCG
CCTGGGTGTGGCAGCAACACCGCAACAACCGACCCGAGGAACACAACACCATCACCGGCA
CAGGAGGAACGCCATGACCCGCCAGACCGCGGTCATTGTCGACGTCGACGGCACCCTGTG
CGACGTGTCGACCGCGCTGCACCACATCACCACCCCGGACGTGCTGAAGGACTTCGACGC
CTTCCACCGCGCCGCCGCCCAGTGTCCGCCCACCGACTGGGTCCTCGAGTGGTGCGAACA
GCAACGCGCCGCCGGCCATGTGCTCGTCGTCGTGACCGGCCGCATGTACCGGCACATCAT
GGACACCACCGAGTGGCTGGTCCGGCACCTGCCCGGACCGTTCATCGGACCCCTGATGCG
CGGTGACGACGACGTCCGCCCGGACACCGACGTGAAACACGAGATCTACACCCTGCTCAC
CGATCCCGACTACTACAACCTCGACATCGTCGCCGCGATCGACGACCGGCCCAGCGTCAT
CCGGTTGTGGCGGTCCCTCGGCATCCCGACGACCGTCGCATGGCGGAAGGACTGGCTCGC
GGCCGGCGAGCACTACGACGACGAGGACACTCCGTAGCTCCCGCTACCTCGGGGATGGGG
TAGCGGAACCAGAGAACTCGGCCCGCCTGACACACGCGCAGGCGGGCCGAGTGCTGCATC
ACCGCCATTCCACACGGTTACTCTTATCCGTAACCACGCGAAAGGGTGCACCGGTGACCT
TCCTGACAGCCATACTCGCCATCGGACTCATCATCCGACTCACCCGGCTCATCGTCGCCG
ACACCATCACCCACCCCATCCGCGCCCGCATCGTCGTCTGGCTCGGCCCCGACCACCCCA
TCGCCACCCTCGTCTGCTGCGCCTGGTGCATGTCGGTGTGGGTCGGCGCCGCCATCGCGG
CCGCCGGATACTTCGTCGCCGAAGGCCCGTGGTGGCAATGGGTCGCCCTCGCCGGCACCG
CGTCCTGGCTGTCCGGGATCGCCACTCAGATCGACCCCGCCTACCAGGGCAGTGAGGGCA
ACCAGTGAAACGGCTACCCGACTCCACCGCCCCCGCGATCGCCGAGCAGGCCGGACGTCC
CCGCGGCCTGTTCTCCCGCATCCGCGTCCCGTCGGGCGCCGTCGTCGCCTCGTATCCGGT
CCCGAAGACGAAGTCCGGGCGCCGCGGCTCACGCGGCGAATCGATCACCGCGTCCGCGCA
GGTCCTCACCCAGAAGAAGATCGACCGCAAGACGCGACGAGTTCCCGCCCAACGCTGGCA
GGCCGAGGCGTGGCAGTTGCGCCGGGAAACCCCGGAACTCCGCTTCATGGGCGACCGGCA
GGCCCGCGCCTGCAGCCAGGTCCGCCTGTTCATCGGCCGCCGCGACAAGCTCGACGAAGA
AACGACCCCGGTCGAGGACGGCCCCGCCGCCGACCTCGCCACCATGCTGTTCGGCAACGA
ACCGATGGTCGAGCAGGCGTTGAAACGCTACGGCCAGCACCTCATCTTCAACGGCGAATC
ACTGATCCTGTTCACCGAGAAGGACGGCCGCATCGACTGGGCGCCACACGCCTCGTCTGA
GATCACCGGCGACTCACCGAATTTCAAGCTCAACGACGGCATCACGACCTCGAACATCGA
CCCCGCCACCCAGATGCTCGTCCGGTCGTGGACCCCCGACCCCGAACGGTCCGCCATGCC
GGACGCCCCGGTCGTCGCGGTGATGCCCGTCGCCCGGGAGCTGATTGGCCTGACGAAGTA
CGTGTCCGCGCAGGTCGATTCACGGCTGGCCGGCGCCGGTCTCCTGCTCCTCCCGCAGGG
CATCGAATCGCTGATGACCAACCCCGAGGACCGCGACAGCGACTACTCGTTCGCCGACGA
ACTCACCGACTACATGGTGGTGCCGATCCGCGACCGCGACAGCGCGGCGTCGGTCGTGCC
GTTCATGGCGATGGTGCCGGCGGAGTTCGTCGACAAGGTCAAGCACCTCACCTTCGACAG
CCCCCTCGACCCGCACATGCACGAGCGTCGGCAGGAGGCGATCCGCCGTATCGCCCTCGG
CATGGATTCCGACCCGTCGGTCCTGCTCGGCATGGCCGACTCGAACCACTGGTCAGCGTG
GGCGGTCGACGAGAACGAAGTGAAGCTCGGTGTCGCGCCGATCCTGTCGACCGCGTGCCA
CGCACTGACCCAGGTCGTGCAACCGCTCCTCGAGCAGATGGGCGTCGCCGACGCCGACCA
GCATGTGGTGTGGTTCGACACCGCCCCCCTCGATATGCGGCCCGACCGGTCGAAGGACGC
GAAGGATCTCCACGAGCGGGGCGCCGTGTCCTCCGAGACCGTCCGCCGCGAGACCGGGTT
CACCGACCGCGACATGCCGTCCGCCGACGAGCACCGCCGCTTCCTCGCCGAGAAACTCGT
CCTCGCGAACCCCGCCTTCGCGCCCGCCCTCGCCGAGCTGATCAACCTCGGCGACATCGA
CTGGACGAAGGCCACCCCGACCGCCGAAGCCGCGCCACCTGGCGCCGCCCCGCCGGGACC
GGGAGAGGACGACGACCCGATCGACCAGACCCGCGCCATCCCGGAAACCCGCGACGACTC
GCCGCCTGCCGAAGAAGGACTCGACCAGTGACCGATCGCGCCGTAGAGATGGTGTGCGAG
TTCGCCGTACTCCAAGCCCTCGTCACCGCAGGGAAACGTGGACGGCTACCGCGCGCGATG
ATCGGGCAGCTCCGCAACGACGGCGTGCCGGCGCACGCCGTGCACACCCACGTCCTGCTG
GCGCACAACGAAGCGGAGTGCGACCGCCTGATCTCGGGCACCTTCGACCTGCTCGCCGCG
GTACTGCCCGAAGACGACGCCGCCCGCATCGTCAACGCCTGCGACACCTACACCCGAGGC
CTGATCCTGGCCCAGCGGCCGCCCGCACGGAACGCGCTCGCCGAGGTGCTCGACCATGCC
GTCCCAGCGTCAAGCCGATAGGGCCCGCGCGTCCCGACGTCTCCTGCTGCGCGCCGAACG
CCGCATCGACGCCGCAGTCCTGGGCGCCATCGACGCCTGGCTGACCGCCGTCCGGTTCCA
CCTGTTCCGCGAGCTCGGCGAACCCGACCCGATCCGGGCGGCCGCCTACCCGCACGGCCC
GCACATCGTCGACGCCGCCGTGCAAGCCTCGTACGGCGAATGGCGCCACCACCTGGACCG
CCAGGTGATCCCGTCGGTGTCGATCGAGTTCTCCGAGGCGTTCCAGCAGGCCCGCCAACG
CGACCCCCTCAACTCCTACCGCTACCAGCAGCAGTACCTCGAGGAAGTGTCCGACCGGCT
CAAGATCTGGCCCGAGGGCGCGTTCGAAGACATCCGGCCCGAGCTGATGGAAGCCCTCGC
CGAGGGCGAGAGCATCGACGAGATCCGCGACCGCGTCGGCCGGGTGCTGAACATCGACGC
CCGCACCCGCGCGATCCGAGCCACCATCCACGAGGTCGAACAACGCCTCGCCGACCCCGA
CATCGATCCGAACACCCGCCGCGTCCTCAACGCCCGCCGCCGCGAGCTGTGGAACGAACA
TGACGACAGCCTGGGGGAGTGGCAGTGGAAGGCCCGCCGCATCGCCCGCACCGAGGCCCA
CGGCGCCGTGTCGGCCGGCACCCTCGCGTCTGCGCTCGCCCGCCAGGAATTCGACCCCGA
GCTGCGTCTCTACAAACGCTGGCTGGCCACTGAGGACACCCGGGTACGCGCGACGCACCG
CGTCGCCGACGGGCAGGTCGTGCCGCTCACCGAACGGTTCCGGGTCGGTGGGTTCCTGCT
GGACCACCCGGCCGACGCCACCACGATCGCGCCGCACGAGGTGATCAACTGCCGCTGCGC
GATGCTGATCTACGACGACGACGAGCTGCAGGACGAGCTGCAGGGACCCGACGGCAGCAT
CGGCGAGATCCGGCCCGGCGGGATCCGGTTGGGCCCGGACGACCCGGACGACGCGGACCG
CGTGATCGCCGAAGTGGCGAAGGAGGAGGGACTGTCGCGGCCGGCGCGGCTGGGGCAACG
CGGCGAGGACCGCGGCCAGCCGACACCGGCACCGACAGAGCCGGTCGAACTCACCGACGA
GCGGGAGAAGTTGCCCCCGCCGGACCGCCCTGCCAGGAGTCTGGCGGACCTCTCCGACGA
CCAGCTCCTCGACGAAATGCAGCGCGCGAACGACACCAACGACGGCGTCCTCTGGGAGCA
AACCAACGACGAATGGGAACGCCGGCACAGCCAGGCCGCAGAGGATCCGCAACCTATCAA
CAACGTGACAGATTCTTCTGAACCTGTCACGTCACCCGCATACGATTCAGACGACGCACC
ACCACCACCTCCACCGGAAGGTCCGACGCTGACTCCCATACCGGACGACGAGCCCATCGG
CGGGCCCACCCCTGCGGACCGGGACGCCGCGGCGGAGGCCCTCGACGCCGAGTATGCCGA
TGATGTCGCGGAACTGACCTGGGACGAGCGCGACAACATCGCGGCGTGGCAGCGCGACGA
CCGCACCTACAACGAATATCAGCGAGCCGCGCGTGGAGAGTCCGACGATCCGTACCTGAT
GGAGCAGGCGGAGGAGCTGGACGAACTCGTACGCCGGCACCGTCTGCGCCAGCCGGTCCA
GGCGTACCGAGGGGTGCGGGACACCCGCAAGGTGTTCGGAGTCGACAACACCGACCTCGC
TGGCCTGGTCGGCGAGGAACTGTCACTCGCCGGGTTCTTCGGCACGTCGCTCGATCGTCA
GGTCTCGCTCGAGGAGTTCACGCGACCTCCCCTGGGTGGCGGTCCGGCGCTGATGGAGGT
CCTAGTCCCGGCCGGGGTGCGCGCGTTGTGGGTGTCGCTCGCCGGTGACGACCGGATGCG
TTACCAGCGTGAACTGCTGCTCCCGTCGTTCGTCAGGTTTACAGTCGTCAGCGTCGACCA
CGCGGACGGTGTGCCTGTAATTCGCATTCGGGTCGCAACTCCCTGATCTGCGGAATTTCG
CGTCGATGTGTCGTGAGCTTGTACAAGTCGGTATTGTGGTTACAGCAGACAGGAGATAAA
TTCACGTCTCCCGACTTGGACACACTGACATTCGACACGGTTGGACGCGGCCATGGGTAT
TTCGCATCGTCTCTGGGACGACAGCGTATTTGTGCCTGCCGGTGAGCAGCCCCGTAAGCC
TGTTTTCGTCGGTCAGCTACTGTCCAGCCTTCAACTCGAAGATGCCCCTCGATCGCGGCA
GGTAGAGGGCATCAGGCAATGGTTGCTGAACAACGAGCCGAGCAAGAGCCTTGTCCTGAG
CCTGGACAAGCGCGGCTTCGGCGAACTGCTGCACTACTGATCCCGTCACTCTGCACCTGA
CGCCCCGACCCTTTCGGGCCGGGGCGGGGTGGTCAGCGGTAGTAGCAGTCGCTCCCGGTG
CGCTCCATCTCGTCGTAGTCGGCGCGGATGACTTCGGCTTTCCGGGTGGCGTCTTCGAGG
CTGTCGGCCATGACGAGGTGGGTGTTTCCGTCGCGGTTGGTGACTTTGTAGGGGCTCATC
GGGTTCTCCTTGCTGGCTTGCGGTGTGTAACCAACATTGCGGCAATACTCGGATGAAAGT
CAAGGCGTAACTATCGACTAATGCGGCAATACCGCATACGCTTGCACTCATGGCGAACAA
CTCCCCCAACACCCGCGGACTCACCCCCGGAGGATCTTCACTGTCTGGCGACGGCAGCCA
TTCCCCCCGCGTGTCAGTCTCGCTGCCGACCGATGCGAAGGCACGCATCGAAGAACTCGC
CGCGGCGCACGGAATGGGCGCATCGAAGTACATCCGTCGTCTCGTTCTGGACCACCTGGC
CGCCACCGACTGACTGTCGCGCCCCCGAAGTGCCCAGATCGTGATGGATACTGTTCGATG
TATCCACACAGAACGGGAGCCTCCCATGGGTGATTCGCTGACCGCCGCGCTCACAGCCAG
CGGAATCGTGTACGAGCTGTCCGACTTCTCGAACCCCCAGCTGGAGGGTCCGACTGCCCT
GCAGGTGTCCGACGACGGCCGTGTCCGTGGTCACCTTGCGATCTGGGACACCCCGCACAT
CGGGTACGGCGAGATCGTGCCGCCCCCGCACAGCTCGACGTCGTACGCGTACTTCCACCA
GGGCGTAGTCCGGACGGAGGCCGGGGACCTGCCGGTCGGGAAGCTCACCCTCGGGACCGG
TCACGCCGGGCCGGGTGGGGATGCGATGGCCGCCGCCGCCCATTACGACAACACCGGATC
CACCGTCGCGGTAGTCCGCGCTGGTGAGGACCGGCACGGTATCTGGATGGCGGGCCGGAT
CGTGCCCGGTGTCGATGACCAGCAGATCGACGAGCTCCGTCGGTCGTCGGTGTCGGGTGA
CTGGCGCGACGTCACCCGACAGGGGCAGATGGAGTTGGTCGCCGCGCTCGCGGTGAACGT
GCCCGGCTTCCCGATCCCCCGCACCGAGCAGCTCGTGGCCTCCGGCCGGCCCGTCGGACT
CGTGGCCGCCGGGATCGTGCACCGCCGAGACCCACACAGCCCGGTCACCTACGCCGACCT
GACCTCGCTCGTTTCGGCAGCCGTTTCGGACGCACAGAAGTCCGCCGACCGCCGAAAGAA
GGCGGAGGAGGCGTTCGCCGCGGTGAAGGGCGACGTCGACGCCGACCGCGAGGACCAGCG
GAAGAAGAAGGCCGACAAGCGGAAGAAGGCCTCCGGAACCGCGATCGCCGACGTCCGCAA
GGACCGGGCGCGCGGCCAGATGGCCAACCTCCTGGCCGCTGGCACCGAGGCGAAGGTGAA
CGACGCGACTGGCCGGATGCCCGCCCAGCTGCACCGGTACTGGACAACGGGCAAGGGGCT
CGCGAAGTGGGCCACCACCCCGACACCGTTCCGGTCGCTGGTCAAGGCGCTGCGCGCCGA
GATCAAGGACATGACCCCCGATCAGATCGACGGTCTGGCATCGAACCTGTACTTCGACGT
GTTCAAGAAACGGCCGGGGAAGCACAACGACAAGGCGAAGGTCGGTGGTCCGGGAAAATG
ACGGCCGCCGGAAACGGCGGCGACGACCACGACACTGACGGGATGATCGCCCTCCTGCCG
GCGGCCGAGGACGCGACACGCCTCGCGGTCGGGGACGTCTCGGTCGACGAACTGCACCTC
ACCCTCGCCTACCTGCCGGACGTCGGCGACTTCGACGACCCCGCCCTACTCGCTGGCATG
TTCCAGGCCGACGGCCCAATCGCCGGAGAGGTCAACGGCGCCGGCACTCTCGGCGGCGGG
TCGGTCGCGGTGTGGCTCGTCAACGCTCCAGGTCTCACGGACCGGCGCGACGCGCTGATC
GCGGCGCTCCACGATAGCGACGGCCAGGTGCCATTCGTCTCGAAAGACTTCGACGGCTTC
CTCCCGCACATCACCTACGCGAGTGGCGGTGTCACCCCCGGCGACCCCATCCCGGCCGCA
TACGGGCCGGTCACGTTCGACCGCCTACGAGTGTCGTTGCGCGGCAAACACACCGACGTA
CCTCTCGGTTCTACCCAAGGTGTAAGTGGTGGCCCGGCCAAAACCCCTGAAACCAGATCG
GCGGTGGCGTGATGGGCTGCAACTGCGGCGGCGGATCGGTGACCGTGTGGGTGGTTCGGC
TGCCAGACGGACGCCGGAAACGGTTCCTCGACGAGGGCGACGCCCGCGCGTGGGCCGACG
ACCGGGACGGGACCGTCGAGCCGGTTACGACCTAACCCGCAGGTCGCGGGTTACAGTATT
GGACAGAGCCGCTGGCCGAGGGCCGGGCGCATTGATAGCTAGATGCGACCCGACAGGAGA
TTCCGGTGGAACTCACCCTTCAGGACCTGCTTGATGCGGCACACGGTGCCGGTGAAGAGG
GCCAGGCCCCCACACCCGAACAGCGGGCGACCGCCATCCGCGAGAAGCTCGCCGGCGCTG
ACCGTCCGGCGATCGAAGCCCTCCAGGACGAGGCGATCGAGAAGTGGGGCGAACTCAACG
CCACCGACCCCACCGACGAGGAAGGTCTCGCAGGACTCGAGGCGCTGACCGAGTTCGTCC
AGGTGACCCGGTCGGTGCAGTCCGACCTCGACAAGGCCGACGAGCAGGCTCGGGCCCGCC
GCGCCGAGATGGAAGCCAAGATCAAGGGCACCAAGGACAACGCCGAGGGTGGCGACGACG
AGGGCGCCGAGGGTGAGAACGCCGGCGAGGGTGGCGAAGGCGAGGGTGACGGCGGCCAGG
GTGCCGACGACAGCGCCGCTGCCGCAACCGAATCGCCCGCCGACGCTGCCGAAGGTGCGC
AGAGCGCCGAGGGTGCTGCCGCTGCGGCTGCCGAGGCCGCTCCCGCCGCGGAGGCGGTCC
TGGCATCGGCGAAGCGGAACCGGTTCGACCTCGCGGCGATCGGCAAGCGCACCCCGAAGC
CGAATCCACAGGCCGAGGACGAGCGGCCCCGCGGGTTCTCGATCACCGCCGCCGCACGCG
TCCGCGGCTACGAGACCGGCCAGGCCCTCGACCTCGACGGAGTGGTCGCCGCCGCACAGG
CACGCATCGAGAACATGCCTCGCGGCGTCAAGGGTCTTGTGCAACAGGAGGACATCGCAC
ACTTCAAGGTCGACTACCCGGAGGAGCTGACCGCGTCGTTCAAGGACGACAACGCGCTCC
TCGACTACGCGGGCGACCAGTCCCGACTGGCCAGCAATCGGGGCAAGGGCTCGCTGGTTG
CAGCCGGTGGCTGGTGTGCACCGTCGGAGACCATTTACGAGCTGTCGCCGGTCCTTGCCG
ACGCCACTGCGGGCCTCGTCGACGTCGCCGAGATCTCGGTGAAGCGCGGCGGTATCCGCA
CCACCGAGGGCGCCGACTACGCCGCCATCTACTCCGGAGGCCAGGTCGGTATCCGCGAGA
CCGAGGCACAGGCGATCGCCAACGCCGACGACCCGGACTACCAGAAGGTCCTCTACCGCG
TGCCCTGCACGGACTTCGTCGAGAAGCGCGCCGGGGTCGTCTACACCGGCATCGAGGCCG
GCATCCTGCAGAACTCGGCCTACCCCGAGCTCACCCGTCAGCACGTCGAAGCCGCCATGG
CCGCGCACGCGCACCGCGTCAACGAGCTGACCCTCGCCGACATGGTGACCCTGTCCACCA
CGGTCGACCTCACGCAGGAACTCGGCCCGTCGGTCACCGCGTCGGTGCTCAACGGTCTTG
AGCTGGTCATCGTCGATCTGCGGTACCGCTACCGCGCGCCGGAGTCGATGACTCTCGAAG
TAGTTCTGCCGATCTGGCTGAAGCTGCACGTCCGCGCGGACCTCGCCCTGCGCTCGGGCA
TCAAGTTCGAGCAGGTCACCAACGAGCAGATCAACGCGTTCTTCGTCGCTCGAGGGGCCC
GGGTCCAGTGGGTCTACGACTGGCAGGATGCGTTCTCCGGGGTGGCGAACGGATTCGGCT
CGGCCAGCGTCAAGGAGACGTTCGCGACGTCGGTCAAGGCGATGGTGTACCCGGCCGGCA
CGTTCGTTCGCGGTCGCGGCGAGGTCATCTCCCTGGGTGTCACCTACGACTCGGTGAACG
TCCGGAAGAACGACTACCTCGAGATGTTCCAGGAGGAGAAGCTCCTGGTGCACAAGCGGG
CGTACAAGAGCCTCGTGGTGACGCTGCCGCTGGCGGTCAACGGTGCGACGTCGGCGCCGC
GTGAGCTGGTCCACGGTGGTCCGATCGCACCCGAGACCCCGTAGTCGCGGACTGAGCAGA
TGAGGGCGCTCCCGGTTTCCCCGCGCGGGAGCCGGGAGCGTTCCTCATTCCCCAACACCA
CGAGGAGCCACTGATGCCCGTCGGACCACCCGTATACGTCACCCGGCAGACCGCGCCGGA
CGCACCGCGATTCGGGCTGCTGTCCGTCGCATCGATGCCCACCGACGGCGGAGACCGCGC
TGTCTACAACGGCATCGAGTACGACCTACCCCCGGAGCCGAAGGCCACCGGCTCGCCGAC
GGACTGCGTCGACACCCCCGCCGATCCGATCGACCTCGACCGCGGGCACCCCACCACCAC
CGCGATGCCGATCCGCGCCTGGTCCGGATTCGAATGCTCCGCAGTCGGCCTGGACGACGC
CGAGATCGCCTCCTACGCCCGCGCGAAGCTCACCGCCGCCGAGTCTCCATACCTCGAGGC
GGAGCTGTGGTCCGAGGCCGACCCGTCGCTGATGTCGGCGGACACCGTCGTCATCGAGGA
CACCGCCGTGCCCCTCGAAGTCGGGATCGGTCTACTCGAAGGGTGGCTGCACACCTCCTA
CGCGGGCGTTGGCGCGCTACACATTCCGCGGGCGCTCGGCGCACTGGCAGACCACAAGTC
GGTGCTACACGCCTCCGGATCGAAGCTCGCCACGCTCATCGGTACGCCGGCCGCGCTGGG
CAACTACCCGACGACCGGTCCGGACGGGGAGGACGCGGCGGCGGGCACGTACTGGATCGT
CGCCTCGGGGGACGTCGTCGCGCGCCGCGGGGAGATCAAGGTCCACACCACGCAGGCGAA
CGCACGCCTCGACTGGCGGCGCAACAACATTCAGGGCATCGCGGAACGCTCGTACGTCGT
CTCGTTCGACGACGTCGCCGCGGCGGTCCTGGTGAACCTCACCTAGAAGGGAATGGGTCA
TGCCGACGATTCTGACCAGCAGCGACCGTGAGGCGTCGCAGATCGCGCGCAAGCTGCTTG
AGGCGAGCAAGGGCGACGAGTCGCGGTTCCGCATCGTGACGACCGGTCGCCGCCTGGCGT
TCGACGTCGACGACGCGCTCGCCGACGAGATCGACGCGGACACAACCGATGAGCCCGACG
AGGCGCCCGTGCCGGACCCGCCGCTGGTGTCCGGCGAGCCGGTGATCCCTGTCAACGACC
TCGAGGAACCCGATCGCAACGGCCGCACCGCCGACTGGGCCGAGTTCATGCGCAAGCGCT
ACCCCGGCATGCACACCGGTGGCATGACCCGCACCGAACTGATCGCCGAGCATGACAAGC
GCACAGGCGATGCGTAACCACGAAAGACCTGCATCGGGGACTATCCTGATGACAGCAAGC
CGCTGGCCGAGGGCCGGGCGTGATCACACTCACGACCGACCTGGAGGTCTGAAATGGCGA
ACCTGAGCTGGCCGTCGATCCGCGGCAAGCGAGCACGCTTCACCCGGCTCGACGAATGCG
GTGTCCCCGTCGTCGGCACGAAGACGACTCTCGTCACCAAGGGGTACATCAGCGTCACCG
TCACCCCCGAGTACGAGGACGCCACCGAGAACGCACCCAAGACCGCCGACGACACCTTCG
CGTTCGTCGACCGCGGCAAGGACCTTCTGAAGTACCTCACCGCCGAAATCCAGTTCGTCG
GTGTCGATCCCGAGGCGTACGAGATCGTGTCGGGCAACCCGATCTGGACCAACGCGGCCG
GCGACGCCGCAGGTATCAAGGTCGGCACCTACGACGACATCGAGGCGAACTTCGCGCTCG
AGCTGTGGTCGGACATCCCCGGCCAGGTGTGCCAGGGATCGAAGGCGTACGGCTACTTCC
TGCTGCCGTTCATCGGCCCGGCGCGCATCGGTGAGATCGCGGTCCAGGCCGAGCGTGCCG
AGTTCTCGCTGACGAACGCGATCACGAAGGACGCCAACAGCTGGGGCACCGGCCCGTACA
ACGTGGAACTCACCGACGCCGAGCCGCCTGTGCCGGGCAAGCTGAACACGCCGCTGGGCG
CGAAGGACCATCTGGTGATGTTCCAGACGGCTGTGGCTCCGCCCGCCGTCACTGCCGGTG
CAATCGCGCTGGCCTGATTTCCCCTCCTTGGATGGTGGGTTACGCGCCCTCGGTACCAGT
CATCTCCCCCAGGACTGGTGCCGAGGGCGTTCCCGTTTCTGCCGAACGAATTGGAGTGTC
CTGTGGTTGAGTGGCCGATCGTCGTCCCGTCATCTGCGCGCGATCTGTGGGCGAGTGCCG
ACAGCACCGACAAGGACGCGGCGGAGGCGTTCGCCGGCCGCGTCCTGTGGGCGTTGACGG
GTGAGGTGTTCGGTCTGCGGGCGGAAAAGGTGCGACCGTGTTTCACTCCGCAGACGCGCG
GTTCGACCTACTACGGGCCGGCCGATCCCACTCCGGCGTGGTGGCCTGGCGTCGGTGTCG
GAAACCCGGGAGCGTCGGGTGCGTGCGGGTGTCGCTCGAACTGCCGCCACGTCACCGAAG
CCGACGTATGGGTGCCCGGACCGATCGCCGAAGTGACCCGCGTGAGCATCGACGGCGTCG
ACGTCCCGGAGTCCGCGTACGTGGTCCGGTCCCGCCGCTGGCTGCGCCGCACCGACGGCC
AGGCGTGGCCGCAGAACCAGAACCTCAACGCACCCGACAACGGGCCAGGCGCGTTCGTCA
TCGAATACCAGCGCGGCGTTCCCGTCCCGCCAGAGGGACAGTTCGCCGCCGGTGCGCTCG
CCGTGGATCTCCTGCGCGGCATCACAGGCGGCGAGTGCTCGCTCCCGTCGAACCTCACAT
CGATCTCACGGCAGGGCCTGACGATGGAAGTCGACCCCCGCGCGTACTTCGCCGAAGGGC
TGACCGGGATCGAGGCCGTCGACGAGTGGATCATGGCCGTGAACCCGTACAAGTCGCGTC
GACCGGCCCGCATTTCGTCGCCGGACCGCCCTCGCGTGGAGCGTCTGTCGTGACCGTCTG
CAATCCGTACGCGATCGCGAAGCGGCTCCTCGACCAGCTCGCCGTCGAGCTCGTCGAGGC
TCGCGCACCGTTGCCGAAGCGAATGACGGTCCTGACGTCGCCGCAGGCCGCGGTGATGGA
GAAGTGCAGCACCGGGTGGGTGGCGTTCTCCGGCATCACCCCGTCGAACGGTGCCGGCGG
ATCCCCGGGCGCGATTCGCGACGTCGCACCCGACCACCAGATCGCGATGACGATGGGCGT
GTACCGCTGCTTCCCGGTCGACCCGAAACTCGGCCCCCCGTCGTCGCCCGTGCTGGATTC
GGCGTCGCGGGACATCCTCGACGATTTCGAGGCGATGCGCCGCGCCGCACTACACGCCTG
GTCGGAGGAGCACACCGCCGACGAATGGGACCTCGAACCGATCCTCGGCGGGTGGCGGCC
GGTCACTCCGCAGGGTGGCGGCCACGGGTCGACGATGGACGTGTCCGTGATCGCGCCGCT
GTCGCTGTTCTCCGACGAGTCGGCCGCGATGCTCGATGGAGACCCACGCGGCTGACGTCC
AGTCGTAGGTCACTGTTCGGGCGTATCCTGCGATCATGACCGAGGTGACTATCGAAGCGC
AGCAGCACGTCGCGGGACTCGCTCCTGGGGATGTGGTGACCGTCGAACACACTGAGAAGA
TCGCGAAGCTCATCCTGCACGGTCGGGTGACGGTCATCGAGGGCCGCCCGTTCCGGGAAG
GTGAGCCGCGCAGCGAGGGCGCGGTCGCGGTCGTCGCCCCCGATCCCGCTCCCGACGCCT
CTGCTGACCTCGCCGACGCCCAGGCGGACGCACGCGAAACACTCGACCGGCTCAACGCAG
AGCTGGACGCGGGGCAAAACGCCACCGACGCCGAGAGCGCCACTGGCGCAGCGGAACAGG
CCCCGGCGTCCGGTCGGCGGAAGAAGTCGACTGGCGATGCCGGTTGACATCCATCACCAC
ACGATCGAGCAGGACAACCGCGCCGCGGCCGAGCGGTGGGGAAACCGCGTCGGCCGCCGC
GTCACCAACGCCGCGAAACGCCGTGCACCGGTCGATGAAGGCGCGCTCCGCGCGAGCATC
GACTACACCCTTGAATGGTCGGCCGGTTCGTGCCACATCACTATCGGGTCACCCCTCGAC
TACGCCGAGTACTTCCACACCGGCACAGGCATCTACGGGCCCAAGGCCACGCCGATCGTT
CCCGTCACCCGCAAGGCCCTCAAGTTCCGGTGGGAGCCGACCGGTCCGGGCGCGAAGAAG
CAGCTCCCGAAGGAGAAACGCGGCTGGTTCTTCGCGACGTCGGTCAAAGGCATCGAGCCC
GACCCGTTCCTAATCGACGCACTCAAAGAGGTAATGGGCGTCATCGACACCCTCCGATAG
ATCGAAACACCATCCACCGAAAGGGAACCACCCACCCATGAGCACCACCGACACCCCCAG
CGACATCATCGTCGACGACGACTTCGACATCGAAGACCCGGAGACCCGATCGACACTCGG
ACTCGCCCCGCTCGACGAGGACATCCCCGAGTCCCTGCAGTTCTCCACGAAAGACGGTGG
CCGCAAGTTCGAGCGACGGTCGATCGTGATCGACGGCCAGCAGTTCGTGATGACGCAGCC
GTCGGACTACACCCTGTACCTGTACGTGCCGAAGCTGACCAGCCCGGACGGGGCCGAACG
GTTCGACGCGATGATGAGGTTCCTCGACGTCGTCCTCGACCGCAGTGCCTCCCAGTACCT
GCTGGCCCGAATGACCGACCCGGCCAACGACTTCAACGTCGAGATCCCACCGACAATCGT
GGCGACCGCCCTCGACCTGTGGGGCAACAAGTCCGTCGCCGAGATGTACCGCAAGTTCAA
CGCCGAGAACGATACGGCGGCACCCGCGGTGCCGCCGACCCCGATCGGCGCGAACCGGGC
CCAGCGTCGGCAGGCGACGAAGAAGACCGCCGCGAAGAAGGCTCCAGCGAAGAAGGCTGC
ACCGCGGAAGTCCACTGCACGTAAGTGACTGCCGGCCCGCCGTGGTTCGACGCTGCACCC
GCCTGGTCTCTCGACGGGCGGGTGCTTCGTCTGACAGAACCGTCCACCCCAGACATGGTG
CGCGCACTCCTCATCCCCGATACACCCCCCGACGTGGTACCGGGTAAACCCGCCAGCATG
GGCAACGTGTCCGGGCTCGCGGTCGTCCTCGCCTGCACCCCCCGCGACCAGGACCGCATC
CACATCCTCGAGCGGCTCCTCGAACCCGCCGAGACCGCACCGTCCCTGACCTTCATGCAG
TTCGTCGCCGACGAGCTCGTGACGATGTACGGCGGCGGCCTGCCGCGCTGGACCATCGAT
CACCTGTGGTCGAAGACGATGGAAGCGTGGGCGTTCATCGACGGCGAGCTCCAACTGTCC
GGGGTCGACATTCTCACGATGCCGTTCGGGCGGGCGACAGCGGCGATCTGGGCGTTGTGG
CGCAGAGTGTTGCGGCACAACGAAAGAGAGATGGGGAGGTTCACGCGGGAGCTGGAGAAG
CCGCCGCTGCGGGTCATCGACAAGATGAACGAGGAGGAGGAGGAATCTGAGGCGGCCGCC
GCGGCGGGTGACGCCTCCGGGTTCCTGGCGCTGCAGAACGTGTGGCAGCAGGCCCAGCGT
GGTCCCGCGACGCCAGCGTCCACCAGTGATGACGGCAGCTCGGATACGCTAGACCCGAAA
TAGAAGCAGCTCGCGCTGCTGGCCGAGGGCCGGGCGCGTTGTCCTTGGAGGCAGCGCGTG
ACCAGTCCTGGCGGTGAATGGGCGAAAGCTCGTGTCGGCGTCGAACTCGACTGGTCGAAT
GTTGATCAGGAGCTTCGGCAGAAGTTGGAGCGGTCGACGCTGATCGCGTCGCGTGCCGCA
CAACGACATCTCGACAGTCTGCGCCGCAGCGCCGAACTCACCTTCACCCGGATGGGCCAG
TCGTACAACCGTCAGACCGACGGCATGGTCCGCAACACCCAATCGACGGTGGCGCGGATC
AACGCGGAGCTGCAACGCATCCGGGACGTCCGGGTCACTGCGACGCTGTCGATCGACTCC
AGTGGCGCGCTCGCCGAACTGCGGCGGGTCCACGGCACCCTGCAGGGCTGGTTGAACGCC
AACCCGCTCACCGTGCGTGTGGGCGTCGACACAGCCCGCTCGATGTCGTCGCTGCAAGCC
ACGCACATCGCGATGCAGTCGTGGCTGCAGGCCAACCCGCTCGAGGTCGACGTGCGCGCG
AACTCCCGCGGGCTCGCCGGTGGTCGTGGGGGAATCCAGAGTCTCACCCGAGGGATCACG
TCGGCGCTCGGCTCGGTGGCGAAGTGGACGACCATTCTGGCCGGCGCGACGATGGCCGCC
GGTGCTGCGCTGCCGGTGATCGCTGCGCTCGGCGCCGCGCTGGCGTCGGTCGGTGTGGCG
GCCGGTGGCGCAGGGATCGCGGGTATCGCCGCTGCGGCTACCGGATTCGCTGCGCTCAAG
ACCGGCCTGTCCGGGGTTGGGGAGGCGTTCTCGGCGCTCGGTGAGGCGTCGGCGTCCGGC
GGGGGCGCCGCGGTCGACAACGCGAAACAGGTCCGCGACGCCCAACGCGACCTCACGAAC
GCGATCGAGGACGAGCGCGACGCACAGAAGGACGTCGGCCGCGCCCGCGACGACGCCCGC
CGCAAGCTCCGCGACCTCGACCTCGAGCTGCGGGGCGCCGCGTTGTCGGAGAAGGAAGCG
GCGATCGACCTGGCCGACGCCCGCGACGAACTCGCGCGCGGCGACTTCAAGTCCTCCCGC
GAGAAGCAGAAGGCGGTCCTCGCGGTGCAGAAGGCCGAACTGCGGCTGACCGAAATCCAG
CGCGGCAACGGCGATCTCATCAAATACACCAACGAACAACGCCGCAAAGGGGTGGAGGGC
TCCGACGAGGTCGTCGACGCGCAGAAGCGACTGAAAGACGCCACCGAGGCCGTCCAACGC
GCCCAGGAGGCGGTGACCGAAGCCCAGAAGGGCACCGCCGGTGGCGGCGGTGTCGACAAG
GCCGCGCAGGCGATGGCGAAGCTCTCACCCAAGGCCCGCGAGTTCGTCCTCGCGATCCAG
GCCGTCAAACCCGCGTGGGCGGACATGAAGCGCGAGGTACAGGACTCGCTGTTCGCGAAC
CTCGCCGCCCAGATGCAACCGCTGACCGACAACTACGTGCCCCTGCTGCGCTCGGCGCTC
GTCGGGGTAACGCGCGGCTTCAACGAGGGCGCCCTGTCAGCGCTCGGGTTCCTCAACTCC
ACCCGCGGCCTCGGCGTGATGTCGACGCTGCTGGGGACGTCGTCGAACATGGCCGGCAAC
TTCGGCCGCGCGATCGGTGAACTGATCCCCGGCCTCGCAGCCGTAGGTGCTGGTGCGGGA
CAGGTGTTCTCGCCGATGACCGACGGGCTCGCCGGCGCGACGCGCGGGTTCTCCGAGATG
CTGATTCAGGCGCAGGAGTCCGGGCGGATGGCCGAATTCTTCCGTGACGCGGTCGCGGTC
GCGAAGCAGTTCGGGCAGGTGCTCTCCGAGCTGGGTTCGATCATCGGTGGCGTGTTCAAC
GCTGCCGGGACCGCGGCCGGCGGGAACTTCCTCGGCGGCCTGCAGGCGTCGCTGTCAACG
ATCTCGGAATGGGTCAACGGACCCGGCCAGTCAGCCTTGGTGTCGTTCTTCGAATCGATG
ACCGCCGGTATGGGGGCGGTGCTGCCGATCCTGCTGCAACTCGCAGGGATCATCGGCACG
ACGATCGCGCCCGCCCTGTCGAACCTGCTGGTCCAGATCGCGCCTGCTGTAGGTGGATTC
GTGACCGCCCTCGGCGAAGGGTTGAAGGCGATCGCCCCGGCAATGGCACCGCTCGGTACT
GCTATCTCGGCGATCGCGACCGCGCTCGGCCCGGTGATGCCGGTCCTCGGGCAGCTGATC
GCGACGTTCGTCGAACTCGCCGGACCGATCATCGGGGCGCTCGCGCAGGCCCTCGGCCCC
GTGCTGGTCACCGTCGGCAACGCGTTGATCGTGCTGCTGCAGGCGCTCATGCCCGCCGTC
CAGCCGCTCTCGGAGTACTTCGTCGCTCTCGGCCCGGTCATCGGCCAGCTAGCGTCGATG
ATCGGCGGTGCCCTCGGCGCTGCGCTGCAGGTGATCGTGCCCGCGATGACGTTGTGGTGG
AAACTCGTTGCCGCTCTGCTGCCCGTTTTCACCGGGCTCCTGCAGATGCTGCAGCCGTTC
ACGACCGCGATCGGTGCCCTCGCGGGCGCAGTCCTGGTCGCCTACGGCGCCTTCAAGGTG
TTCCGGATGGTCTCGACCATCATCTCGGTGGTCCGCACTGCCTGGACGCTCCTGTCGCTG
GCGTTCAGCGCGTCGCCCATCGGCATGATCATCACCGCGATCGCTGCCCTCGCCGCCGGG
TTGTACCTGTTCTTCACCAAGACCGAGGTCGGCCGCGCCCTGTGGGACAAGATCTGGGGC
AGCATCAAGGCCACCTGGGATGTGGTGTGGGGTGCACTCAAGACCGGGTTCGAGAAGTTC
GGCGAGATCGCAACATGGTTGTGGGAGAACGCCTTGCAGCCCGCGTTCTCGGCGATCGGG
AAGGCCATCGGCTGGGTCAAGGACCACTGGGAGATTTTCGCCGCCGTGCTCGGCGGACCG
ATCGGCATCCTCGTCGCCCTGCAGGCGAAGTTCGGTGTCGTCTCGACCGTTATCCAGGCA
CTCGGCACCGTCATAACCTGGTTGTGGCAGAACATCATCCAGCCCGCCTTCTCGTTCATC
GGCACCATCATCGGTGGTGTCTGGAACGTGGTGAAGGTCATCTTCAACGCGTGGATGACC
ATCTTCCGGGCCGTCGGCTCCGTGGTGATGTGGCTGTGGAACAACGTAGTTACACCCGCC
TTCAACGCCATCCGCACCATCATCTCGACCTGGTGGTCCGGCGTGCAGATGGTGTTCGGG
TTCTTCCGAGACATCCTCGTCACGGTCGGCGGCTGGGTGTGGGACATGGTCGGCAAGGTC
GTCGGATTCTTCACCACCCTCGCGACCGGGATCCGCGACAAGGCGACGCAGGCGAAGGAC
TGGGTGGTCGAGAAGTTCAACCTGGTCATCGACTTCTTCCGCGGGCTTCCTGCCACGATG
CGCGACCTCGCGGGCAAGATCTGGGATCCGATCAAGAACGCGGCGAAGACCGTGTTCAAC
TCGATCGCTCGCCTGTGGAACAACACCGTCGGCAAGGTCAATTTCACGGTGCCCGACTGG
ATTCCAGCAGTCGGTGGGAAGAAGTTCGCCATGCCGCAGATCCCGACGTTCGCGTACGGC
GGCCATGTCCGCGGGAAGGGCACCGGCACGTCGGACTCGATCCTGTCGTGGCTGTCGAAC
GGCGAGTTCGTGTCCCCGGCCCACGCGGTCAACGCCCGCACCCTGCCGCTCCTCGAGGCC
ATGCGTTCCGGGTGGACCCCGCCGGCATGGCTGACCGGCGCGGCCCTCGGAGCCGGGCTG
CCCGGGTTCGCCGGGGGCGGCCCGCTCCTCACCCAGGAGGAAGTCGCCCGCATGGGCGGC
GGCACCGTCAACCGGTCCCTCGCCGAGGCGGTGCGCAAGCAATTCCCCGACATCAAGATC
ACCTCGGCCAAGACCGACCACTTCGACGACGGCGGCTATCACCCGCGAGGTATGGCCCTC
GATCTCGACAACCGCGACGACGTCGCCGCCTGGTTGTTTGCCAACCGCAAGGCACTCGAC
CTCGGCCAGATCATCTACGGCGGCGGCGACGGCCAGTGGAACTACTACAACATCGGCGGC
ACCGAGGCATCGGGCAAGGACGCCATCCCGATCTACGGCTCGGATGTGGTGTTCGGGCAG
CACTCGGATCACATCCACGTGATGGCGAACAAGGAGGTGCCGGCAGGGGCGCTCGGCGGC
GGTGGCCGGCCGGGGTTCGACACCGGTACCGGGACCGGTACTGCGCCGGGTGGACTCGGC
GGCGGTGGCGGTGCGTCGACACCGATCGGCTCAGGTCTCGGTGGGTCCTGGGGTAACTCG
GGTGGCCAGTCGGCGTTCAACTCTGCTGCGGAGGCCGACAAGGGCGGCGTGATCCCGGTG
TGGGTGGAGAACTGGCCGGCGTCGCTGGGCGGCGGTGGCGGCGGTGCTGGGGCCCCGACG
TCGCTGGGTGGCGGTGACCCGTCAGCGCTTCCGGCAGCTGGTGGGCCTGCTGCTGGGGGT
GCGGCGATCCCGGCTGGCGCCGGTATCGGGAAGCTGACGCGCAGCTCGAGCAAGCAGGAG
GTCGCCGACGCGATCTACTGGGAGGCCCGCAAGCGTGGCTACTCCCACGAGGAAGCGATT
GCGATCCTCGCGCACGCCCGCGGCGAGTCGGACTTCGATCCTGAGGCGGTCAGCGACAAC
GGGCTGTGGCATGGTGTGTTCCAGCAGGACTCGGGCTACCCCGGCCGGGACGACCCGAAC
AAGAACATCGGGGAGTTCTTCAACCGGCTCGACGCGAAGCGCAAGTCGCCGGGCGCGTCC
GACGACATCTGGAAGAACATCTTCTGGCTGCAGCAGCGGCCGGGGGAGTCGTCGGCGGAT
GCGGCGTTCAACAACGGCCGCCAGGAGTACTTGACCGCTGAGATGAAGCCGCACGAGGGC
GAGGCCCGCAAGCTCGCCGAAGAGGCTGCGAAACGTGCACCTGCCGCGCCGGCACCCGCC
CCCGCTCCGGCTACCGACCCGTCGACGCCGACCGACGTCGCCCCCGTCACCCCGTCGGAC
ACCCCGACCCTCACGCCGAGCGAGGACCCCGGGAACGGTTACAACGTCGGACAAGGCGAG
GGCGACCAGAAGAAGCGGGACCCGCAGGAGTACACGATCGGTGGCGGCACCCTGTCGTCA
CAGCTCGGCGGGCTGGTGAAGACCGCGCTGCACAACGGGATCGACGACTTCATTGCGGCC
AACCCGGGCCTGCTCGGCAACTACGACAACACCGAGGGCACCTCGCTCGGTGACCGCACT
GGCGGTGTTGCGAGCTCGGCGATCTCCGGGCAGCTCGGGTCGGCGCTCGGCGTGTTCGGC
ATGGATGTGCAGCCGCCGATCCTCGACGCGGTCGGCGCCTATATGCAGGACAACCCGCGC
GACAAGGGCGAGAACGGCACGGCCACGAAGAAGGACCTCATCGACCTCGTCGACGCGTTC
CTCCGCGGCGGCCCCATGCAGGTCATCGTGAACAACCCCCAGGACGGAGACGACGTCGTG
CGCAAGGTCGACCAGGACCGCCGCCGCCGGATGAAGAGGTACGTGAACAAATGACGTGCT
CACCGGAGGTCTCCAACATCCGCATCGTCGGCTGCGACGACGGCGACATTCATCCGATCC
ACGGCGAAGACGCCGGCACCACCGGCGTGAAGCTCCTCAAGGGTGGGTTCACCGACCTCT
TCGAAGCGCCGGTCCGGGTCATCGAACGCACCCCGGTGAAGATGGACGGCGGAGTGTTGC
GGGCGGTGAAGACCGCGATCATGGAACCAGTCCTCACCGTCGGCATCAGTAAGAAGCTGG
TCAACGAGACGTTCGGGTTCATCGACAGCTCGATCCGTGAGGCGTTCTCCTTCGAACTCG
ATCCCTACTACGAGCATTCGAAACTCGCGCGGATCGAGTGGGAGACAGAAGAATCGACGC
GCTGGATCGAGGTCGTGCTGACCGCCGGCCAGTCGTTCGAAGCCGAGTTGATGCCGCAGC
ATCACGGGTCGTGGATCTGGGAAATCCACCTGAAAGCCTACGACCCGTTCTGGCGTGAAG
AGGATGACGTCACCGCCGTCGAGTTCGCCACCCCGGGAACGAAACCGATCGCGGTCTCGA
ACCCGACCGGCGTCGACATGGCACCCACCTGGGTCACCACCCGCGGACAGGTCCGACTCC
CGGACAACACCTGGTCCGGACGACAGTGGGATCGCGCGCCGGGCGGCGCCTACCCGACGC
GAACCCTGCTGTACCCCAACATCACCACCCCGATGGGCGGGCTCGTCGCAACGCCCGAAC
CGGGCAAGGTGCCCGTCCGGGATGCGTTCGACCACAACCTGGTCGGGCAGATGCCGGTCC
CGGGTGACTTCCCGAAGAACCTGGTCCCGCGGTTCACCCAGGACCAGAGTCTCTCGGTTC
AGGCGGTGCAGGTCCCGGCCGGCGGCATGCGCGTCGAGTGCCGGCAACCCCGTCGGTTCC
GGAAGCCTTGGGGGCGAGTGTGAGCGCATTCCTGACGAAGGAGGCCAAGGCGACCGTGCA
GGCGCGCGCGGCCCGGGCCGTCGCGGCGATGGACGACTACGAGTCGCAGTCGCTGCTCGA
CCAGTGCAACGCGATCCTCGAAGCCACCGAGCAGGCCGAACGGGACGAAGCGCGGTCCCG
ACGCGAGGACCCGATCCTGCGTCTGTGGGATGCCGAATGGGCGCTGCAGCATGTCGCCAC
CGACGTCCTGTCGTACACGTTCGAATGGGTCGACAACGACACAGGCACAGCCGAAATCGT
GGTGCTCGCCGACTCCCCACTCGGCCAGTGGATGCTCGACTTCGAGGGCCGCGACCTCCG
CGAGGAGGGCGTCAACGTCCACATCACCGCCGACTATGTGGGCGCCCGGTGGGGCGGCCG
CATGGAGGACGTGTCAGTCGAGCTCACGTCGACCGGCGACGAAGTGATCACCGCGACGTT
CCTCCACGATTACGAAAACCTCAAGTGGATCGAGTGTTTCCCGTCGCCGCTGTTCCCGGC
GATCTTCCAGCTGCGAGCCTGGATCCTGTTGGGCCCGGTCAACTGGTGTGCGCTCACCAC
CCTGTTCCTGAACCTGATGCGCGACGAAACACCTTTGACGATCCCCGACGACCCGATGGA
CCTGGGCGAGTGGACCGAAGGCTTCGACGTCAACACCTGGCAGATCGTGCCGAACCCGGT
GTCGTTCACGCAGGCGATGGCCTCCGGGGTGCTCTGGGGAATGCCGATCATCCGAATGAA
GTACTGGCACGACGCCTTCCACGCGATGATGGACGACGCCGAACTGTCAGTGCAGGCCGA
CCGCTGGCTCGAGGGCGACGACCTGCCGTGGGAAGGCGCGGACCTCCGCAACGGCGCCCT
GGTGATCTCGATCGCCGACAAGTCCGGCCGCTACAACACCGGAACCAGCATGGGCGGCAA
CCTCTTCGGCGGGCTGGTTAACACGATCGACCAGTTCTTGTCTGACGGTTTGGATACCAC
TCGCTCGCTGATCACGGGGCAGCCGATCCCGGGCGAGTACATGCAGATCGGCGCGAAGTC
GACGAACAAGCGGATGCCCTACGTCATCCTCGAGCCCGGCCGCACCCCAGGCGTCGTGTC
GGCGAAGTTCACCCGCACGCCGGAGAAGGTCGCGAAGATCATCACCGGCGGCAAATCGGC
TCCCGGTGTGAACGAGGGCATCTCGGCGCTGATACAGGCGATCGGCGATATCGTCGGCGA
CAACATCAACATCATGGGCTACGGGGTGGGGTCCATCGGCGGCGCGATCGACACCCTGCT
GCGGCCGCTGTACACCGACACCATCCTCGCGTGGACCGACACGAAACTCACCAGCCGCGC
GCAGAAGCTGGGCTGGTCCAGGTATGTGGAGTTCTTTCAGGACGGCGCCGACCAGGCGTA
CACCCTCAACTCGCTGATGGTGATCCGCCTCGGACTGTGGGCCACCCGCCGCTGGACGTC
GCACGAGGTGAAGGTCCTCGACGCCTGCCCGTGGATGGTGGGCGACAACGGCGTCGGTCA
CATGTGGCTGTCGGACCGGATCGGGACCACGGCGCCGCGCGACACCAGCGGCCGGGTGTG
GGTCGATCGGATCAAGAAACTCGTCCTGTCGGCCGACGAAGACAACTTCCACCCGGACTG
GACGATCACCGTCGGCGAGGACGCGGCGAACCGCGATCCGTTCGAGGAAGCGATGGCGAG
GATCCGCGACACGATGTCGGGACTGCATGATCTCGGCGTCGTGTGAGTACGCAGGATACC
GTTGAACAGTGACCTGGCAGAGCGGAGAGAGTCGTGGGTAGGCGTAGCAAGAACCGGCCG
CCGAAGAACCGGCAGTCGCCGATCGCTGTGCCCGACTTCCCGACTGTCGACAACTGCGAC
CCCGACGACCCGGACCAGTTCGCCGTCTGGGCGTTTGTGGGGCTCCCGGGTATGCGGGGT
GCTCCGCTGGGGCCACCCGTCACATGGTTGCGGATGCTGTCGCGGCGACTGTGGGATTTG
GGGTTTCGGTATCACCCCGAGCTCCGCACGTTGAAGTACCGCAAGCCGCACACCGGCGAC
CCGAATTTCCTGAAGTCGGCGGGGGAGTGGGTGCCGATCGACGCACCGGACGATCCGGCC
GACGAGCTGTCCCCGGAGGCGCGCGAGCTCCTCGATCTCGTTGCCCGGCAGAAGGCGGCG
CGCGAGCAGGCGAAGACGCCGGCGCCGGTCATCCCGGACGAGGACGGGAAGGTGCCGTAC
GTCCGGAAGGACAAGACCACGGTGATGGTCACCCCGGCGCAGGCCGCTCGGTACGCCTCG
GCGAAACGTGATCTCCGCAAGGCGACAGGAGCCGGCGAGTGACGACACCGAATCTTGGCC
CCGGCGACCTCGGCGACTACGACGAAGCCGCGAACAACGGCAACCTCTCCGACCTTCAGG
GCGCGAACCCCTCCGACTTTCTGCAAGGGGAGATCGGCGGCATGACCGGCCCCATCGGTG
CCGTGGGATCCGCAATCCTCGGTGCCATCGGTGGAGTCGTCGGTGACGTCGTGGACTACT
CGGATCAACCGGGTCAGCGCAACCTGAAGCAGGCCCGCGGTTTTGTGACCGGAAAACTGC
CCGGCGTGACGGGAGGACTCAAAAGTCCTGTCCTCAAGCCACTGTCGTTGCTGCTGTCGT
GGATCGCGGGGGGTTCACCGGATGACTGGGACACGTTCGAGGAGATCAGGGACAACCTGA
TTCCCGCGTTGATTCGGCTGCCGCTGCGCATCCTCGCTCAGCTGATCGGGGGTATCCCGA
TTATCGGCGACGCCGTCGAGGACGCGCTGGCCGGATGGCTGCGCAACACGAACGAGACGG
CGACGGACGCAGCGGAAACCGTGGTGTCGGTCGGCACCCAGGTCACCTACTTTCAGCAGG
TCATTTCGGTCCGAAGTGGTCGCCCGCTGCACGAGACCGGACCCGATCGCACTGCATGCG
TGAGCTTCCCGTTCTCCGAGATGAACCTGCCGGTCTCGAACATCACGATCGGCGGCGGAG
CTCACGAGCACAACCTGTCGGGCAACTCGGGTTACGAATCGGCGGGTGGTGACAACCACC
GGCACTCGCTGAACGGCTCGCTGGCGAAAGCGACGTCGAGCGCCTCGGACCACTCCCATT
CGGTGACGCTGTCGACGAACCCGCCCGTCGTCAACGCAACCGCGAACTGGGCGCCGTGGG
CGTCGATCATCATCGACAGCGCCGCCGAGCGGAAAGTGCTCGGCTGGATGGCCTACAAGT
CGGCGAGCGGCACAGTCACCGGTTTCTACGTCGATGTGTTCGCGCAGGAACCCGACGGCT
CCGTCGGGCCGGTCATCTACTCGTCACCAAACCTCGCGGGCGAGCTCGTCACGTCGATCG
CGTGGATGCAGCACCTCATGGACGGGGCGTCAGTCATCGCAGACGTAGACGATGTCGTCG
ACATCCAGTTCCGGATGACTGGTACCGGCATCGTGCACATCGCCGGGGTCAACTTCCCGT
ACGCCACCCCGATCACCGGGATGCGTCCGTACTCGCCCGGCGCCGGCCGCAACCCGTCGA
CCACCCCGGTCCCGGCGAGCCTCACGACAGCGCAGCGCGACGCCATGTACGGCGGACCCA
CGGTGTTCGTCGGCCTTGGCCTCGACGTCGGGCAGACCAGCATCCCCGTCGTGATCGTGG
ACGACCTCAACCGGTCGAGCTTTGGCCCCGAGTACAAGACGTTCGGCAACATCAAGATCG
AAGGCGGTCGGGCCAAGCACACGGCGAGTGGCCTGTCCACCAACTCCGGCGCTGCGATGC
GGGTGCAGTCACTCAACTCCGACTACTTCGAGATCAGCTTCGACCTGTGGCTCGACGGTG
ACGTCGAGGAGTACCAGTCGGCCGGCGTCGGAGGGCGCTGCACATCCAGCCTCGGCGCGG
GGATCTGGCTGACCGCCAACGAGAACGGCGTCTATATCCAGACCGGCGCCTATAGTTCGC
GCGCCACCCGATCAACCGTCCCCGCACCCGGGTCGGGTCGGTACACGTTGCGTCCCCGGC
GGTCTGCGGACAACACCCACTGGATCTATGACGTGTTCTACGGCGACGCCAGCTATCCCG
AGAACGATCCGATCGACGACTGGGCGGACACGACCGGCATCGTCGCCGACGGTGTGGGTC
GCCGCCGGGTCGCCATGGTCGTCAACGGTGCAGCGTTCTTCCCGTCCGGCGAGCTCGACA
ACTTTGTCGCCCGCGACGTCACCATCACAGAGGAGACCTGATGCCCACTATCACTTTCAC
CGTGGACGGTCCCGAGTCCCGCGGCGGCGGACTCGCGACGTTCACCCCCCGCGTCGACAT
GACCGTCGACGGCGTACTCGTCACCCCCGGCAAGTCGTGGCGCGACGTCCCGTACACCTT
CAACGAGCAGGCCCAGACCGACCTCCCGGAGGGCCAGTGGTGGATCCGCGGTATCGACAA
ACACCGCTACCCGATCGACATCACCGGTCCCGCCGACGTCAAGGACCTCATCGTCCACGG
CCTGCCAGACAAGGCTCCGGCGACAACCCTCACCGAGGCGGCAGCGGCGTGGCTGGAAGC
GAACGTCGACACCGAGGTGACCGGCCCGCTCGTGGAAGGCATTCTCGCCGATCCGGACTC
AGCAGCCCGGGGTGTTCTGGACGGCGCTTATGCCCCGTCGTCGCGCGCGGTCCCGACGGG
CGGCGCGACCGGCCAGGTGCTCACCAAGACCTCGGGCGGCACCGCGTGGCAGACCCCACC
CGCCGGTGGCGGCGGGGGCGACGGGGTGAGCGCGACCGCCGTGAACGTGGCTCTCGCGCA
ACGCACCCTCGCGCCTGTCGTCGAGGTAGTCGACAGCACCGACGAATGGTGGATCAGCCC
GATCGCCACGCAGCTGTCGTGGCCGTACCCGCGGATCGTGAAGGCGTCGTACTCCCAGAC
CGGCGGCATGCTCGCCTCGGAGTCGGTGCCCGGTGTCCTCACCAAGACGATCGAGGCATT
CGATCCCGGGTGGGCGATCGACGACCACGACGCGCCGTGGCTGTTCGCCGAAGACCGGCA
CCGCCTCGTCATGGGGTCCTCGCACCACGGCGAGTACAAGTACCTCGACATCGTCGTGTC
CGACCGCGACGGCTCGATCGAGTCGCTGGCAACGAACCCGGTCACCCGATTCCAGATGTC
GGAGTACACCTTCACCCACACCAACTACGGGCAGTGCCACCGCATCGAGCACCTGTCCAC
CGTCGACGCCTACGGGGCGCCGTTGGTCGATCACTTCTGGCTATTCGTCCGGGCTGGTGA
CACCTGGGACATCATCGACTTCACCGTCCACCAGCACACCGGCGTCGTGACGATCATCGA
CCGGCGTCCGTTCCTGCAAGGCCAGAACCTCCAGTGGTACTGCACCACCGTGTCCGCGCA
CGATCCGTCCGGACAGAAGATCCGTGTTGGCGCGTATGCCAACCCGTCGTCGTGGCAGCA
CGCCATCTGGTACGTCGAGATCGACGTCGAGACCGGCATCGTCACTTGCCCCACGGTTCC
GGGCCTGAACCACGACATCGAGTCCGGGGTGTTGCAGGCGTTCAACGCGACCACCGGACC
GGGGTTCGCGGCGGCGCTCGCCCAACCGGCGGCGGGGATCTCGCGGCGACTCCTTGCGAT
CCGCCCCGGACCGGCGGCCCCGGCGATCCTGTGGGCAGAGTGGCCCGAGTCGTCGCCGAA
CGTCGCGACCTACTACCTCACCACCCTGTCGGGTGGGGCGTGGTCGACGGTCAGCATGGG
CGCGGCCGGCCCCCGGTTCGGTTACACCTCGACGTCGAACTACCTGGCGGGTGGGTGTTT
CCCGAACCCTTGCTACACCGACGAGCTCTATCTGGCGCGCAACGCCGACCCGTCGGTGGT
GGAGCGCTCCTACATCAACCGGGCCGGGACGCGGGTGTTCGAGACCGTCGCCTCGTCGGA
GGACTCGGTGCTGATCCGTCCGCACCTGGCCTACGGCGGGTCGGCAGCGAAGGTGATGTT
CACCGCGCTCACCGACTACTCCGACACCGGATTCACCTTCGCCGGCACCTGCCGGTCGCA
GGCCGAGAACGCGGGCATCACCGCCCTCGGTGTGGTGGAGGTGCCCGACTTCGACGCACC
GACCGTGCCGTCCGGGGTGTCAGCGGCACCCGTCGCCGGGGCCGCGATCGTGTCGTTCAC
CGCCTCCACCGACAACGTCGGGGTGGAGGAGTACCGCGTGTACTCCTCGGCCGACGGCTA
CACCGCGGTCATCGCGACCGGCGCGAGCTCACCGATCACCGCCCCGTCGCCGAACGGTGT
GGCCGCCTCGTTCCGGGTCGACGCGGTCGACGCCGCGGGCAACGCCTCGGCGAAGTCGTC
GGCCTCGAACTCGGTCACCCCGCAATCCCAGGACGAGATCCTGCCCGGGGCGGGCGCGCT
GCTGCTCATCGATCCGACCAACCCGCACCAGGCGTGGGCGTCGGGTGTGCCGACCGGCAC
GGTCACCAACCTCGCCCGCGCCCAGGCGGTCGCCGCCGCCGGATCGGGCGTGGCCGGAGA
CTTCGACCTCACCGTCGCCAACACCCTCACCCCGACTGACGGTGTGATCTCCCGGACCGG
GAAGGGCGGCCTGTACGGGCTGATCTCGCAGACCACCGACGTCGCCGACCGCACGTTCCG
GCTGTCCTCGGAGGCGCTGCGGAAGTACTTCGCCGACCACCCCACCAACGACTACTTCCT
GTCGGCGTGGGTGCGGCCGGTGCGCCGGTCGACGATGAGCCCGCCGCTGTTCTTCACCGC
CTGGGTGGGACCGCGGGGTGCGGGCACCATCGATCTGATGTGCGTGCGGGAGGTGACGAG
CTACAAGATCGGTGGCGCGCCGTCGGCGAACCGGTCGATGGTCCTCGAAACTGCCACGCC
CGCACCGCTGGACACCCCGGCCCGGGCGGGTGGTGCGTGGACGGAGTTGCAGGCCGCGCA
CGCCACCGACGCGACGATGCTGCTGATGGGTATCCCGAACGTCTCCGGTCAGCCGACCAC
GGTGCACAAGGCGGCGTCGTGGATCTTCTACCGCGCCTACATCGAAGACCTCACCGTCTC
CGGGCGTACCGCGTCGGCAGTGTCGGCGATCGATCAGCAGCTCTACGACGCCGCGTTCGG
GTCCGGTGGCCGGTACAACGCCGACACCTACGACGCCGCGAGCACCCTGCCGTGACCCGC
CCATAACGTGAACTACGCGGTTGTCGTTTAGGTGGTAGAAACGAGATCGGCCCCGGCGGT
GCTACCAACACCGGCCGAGGCCTTGCCACCCGTTCAGCTCTGACCTGAAGGATGACCGTG
TCTCACGCTACTCAGGCGTGCGTTCTCTCGCGCGCCGACCTCGATCTGTACATCGAATCG
TTTCTCGCTCGCTGGGAGAATCCGAACACCCGCGATGCCTACCGTAACGACCTCGCGATG
TGGCTGCGCTGGTGTGATGACCACGCCAAGGACCCGATCGGCGATGCCTCCCGTCCGCTC
GTCGAGATGTGGATGCGGTGGTTGCGTGATGAGCGCGGCAATGCCGCGCCGACGATCAAT
CACCGCGTCGGCACTCTGTCGCAGTTCTTCGAGCTCGCTCTCGATGACGATCTCGTGCGC
AAGAATCCATGCCGGCTGGTTCGCCGCCCGAAGGCGGTCCCGGACGCCGATCAGCGGATC
GCGCTCACTCGTCCCGAGCTGCAACGCCTCGAGGCCGTCGCCGCGGCGTCCGGCCCCACT
GACCACGCGTTGGTGATGCTGATGGGCTACTGCGGGCTGCGGGTGTCTGAGGCGTGTGGT
CTCGAAGTCACCGACTGCCATGAGATTGCGAAGGCGCACCGGTGTGTGCGGTTCGTCGGC
AAGGGCGGCAAGCCGGCGTTGGTGCCGCAGCCGCCGGCGGTGCAGCGTGCCGTTGATGCT
GCGATCGGTGGGCGTACCGAGGGTCCGCTGCTGGTGCGGCGCGACGGCACCCGCATGACG
CGGCGTTCGGCCGACCGGGTGGTGAAGCGGCTGGCGAGGGCCGCGGGGAACACGAGCGTG
AAGGTGTCGCCCCATACGTTGCGGCACAGCTTCGTTGTCAACGCGCTCGATGCCGGAGCT
CCGCCGCGCACGGTGCAGCTGTCAGCTCGGCATGCGGATATCTCGACGACGCTGTCGACG
TATGACCGCGGCCGTCAGGCGCTTGATGATCACGCGGCCTACATCGTGGCGGGCTATATC
GGGTCGGTGGCGTGATGACGTGTATATGAGCGCTGCCGGTCTATTCTGGCTGTAGCTGCT
GGCCGAGGGCCGGGCGACGATCTACCACGTCGATCCGGAGAGACCAGCCCTATGACGAAG
ATCATCACCCCCGACAAGGTTCGCGAAGTCGACGCGATGGCTCGGGCGCGCGACGGCCTG
TACTACGGGTACGGCGAGGCGTTCACTCGGAACCCGAAGCAATCTACCGACTGCTCGGGA
CTCGTTCTGCAGACCGGTGCATGGTTCGCCGGACGCACCGACTGGGTCGGAAACCGCTAC
GGCTCAACCGAATCGTTCCGCCTCGACTACAAGATCGTCTACGACCTCTGGTTCAAGCGC
ATGCCGCGCGGCGGCCTGTCGGCGCTCTCGTTCAAGCCGATCATGCTCGTCGGCCTCCAG
CACGGTGGCGGCGGAATCTACTCGCACACCGCATGCACGCTGATGGGAATGGACCGCCCC
GGCGGCGAGGTCAAACAGTCTGCCCGCGGCGTCGACTGGGAGTCCCAGGGCAACGGCGTC
TTCTACTACGAAGGCGCCCGCGCGTGGAACGACAGCCTGTTCCACGACTTCTGGTACCTC
GACGCCAAGCTCCAGATCGCGCCGCCGGTCAACGAGATCAACGCCGAGTACGACCGCGCG
AAGGGCTGGATCGGCAAGCGCATCGACGTCAACGAGCAACCGTGCCCGGACGGCGAGGGC
AAGTTCATTCGCTGCGAGCGCGGACACATCTACTTCCACCCGAAGGTCAACACCGGCGCC
CCGGCCGGAATGCGCGCCATCGCGATCCCCGCCGACATCTTCGAAGTGTGGAAGGGCCAG
GGCTTCGAGCGCGGCCCCCTCGGCTACCCCACGGTGCGCCACTACACCGACACCGGTGTC
GGCACGATCCAGGCATTCCAAGGCGGCGCGATCTACCGCAAGTACGGCACTCCCGGCGGA
GTCGTGGTCGGCGACATCGGCCGCCGCTACGCCGCACTCAAGGCCGAGAAGGGGCCATGG
GGATACCCGCTCGGCAGCGAGAAATTCCGCGACGGCGGTCGACGCGTCCAGACGTTCGAG
CACTACGACGCCTACTGGCACCCCAGCAAGGTCATCGACTTCCTCCGTGATCCCGAAGCC
CCCAACCAGTAACCACTCCCGAAGGAGAACGAACACCATGACTCTCGACCAGAGTTCACC
GCGCACCAACCCCGCCGTCCTGTTCATCGAGGACCTCATCGAGCGGGCAGTGAAGACCTT
CGCCCAGCTCCTCCTGCTCTTCCTCGTCGGCGGCGTCACCGTGATGACCGTGCCGTGGAG
CACCGCCCTGCAGGCCGCCGCGATCGGCACCGCCGCAACCGTTCTGCTCGCCCTGCTCGA
CCGGTCGATCACGTCGACGAACCCGACCGTCGAAGCGCTCATCCGCGCCGGCCGCACGTT
CATCGCCGCGTTCGCCGGAGCGCTCCCGGTGGTGCAGGACGCCGCCAACGCGCCGACGTT
CAGCAGCGTCCACTGGCTCGAGATCACCGCCTACGCAGGAACCGCCGCCGTGCTGTCGCT
GCTGACGTCGTTCGCGTCGCTGCCCGTCGGACCCGCGAAGGGCTCGCCGACACTCGTCCG
TGCCGCGTAGAGCCGATGCCAACGTGGTTGACGCCGAGCGCGATCGACAATGTCAGCGTC
GTCGGTCTATTCGGGATCGTCGTCGTGCTCTTCATGTGGGCGCTGCTGACAGGGCGACTC
GTGCTCGGCGTCACCCACAAGGAGACACGCGAGCGCCTGGAGAAGGCCGACGCCCGCGCG
GTGGACGACGCCAAGGCGATCGCCACGCTGACCACCGCGCTCACTGAGAAGAACGCGAGC
GACCAGGCCAACGCGCACTTCATGCAAGCCGTGCGCGACGTCATCCAAGGAGAGCTCGGG
GCCGCTCGCCGTGATGGAGGGGCCACATGATCCGTTGGCCATGGTCGCGGCGCGAGGACC
GCGAAGCCGCGCGCAGAACGACGCGGCAGTACGAGATCGAAGCAGAGAAGTCCGCGAAGC
GTCGCGAAGACGCCGAACGGCTGGCGGTCGAATCGAGAGCCAGCACCGACGCACTGCGTG
AACAGATGCGATTGAACGGGTGGACAGAGATGTTCGCCGCGTCGTGGGGTGGCCGCGGCG
CCGCGCAGGAAGGTCGAGGGTGAGCGAACCACGACGGCTGGTACTCAAGGGTGCCGCCTA
CATTCTGATTCTGTCGGGGGTAGCCACCACGGTCGTGTGGCTGCTGAACGTCTTCTTTCC
CGATGTGCCGGACGAACTCTGGGGCGACGCCTGCCTGATGGCGATCGCGCTCATGATGTC
GCTGTTCGGCCTGACGTACGGGTTCCGGTCCCCGTGGTGGACGAACGACGTCGGCCGCAT
CTTCCTATGGAAATCGACGATCGTATCGGCGCTGTTCCTGCAGGTGGCACTGTCGTCGTT
CACCGACTCGGCGTACCCGGGCCGCGACTACGTGCGCCCAGTTCTGTACACGCTCGGCTT
CATCTCCTACATCGCGATGGAAGTGTCGCTCGTGCGCCGCCAGCATGCTGACCGAGCGCG
AGCAGATGAGGCGGCCCGCCGTGTCGAGGGTTGAGCGGCTGGTCACGGTCTGCGGGATCG
GCGAGGTTCCCGGCCAAGACCTCCTCGGCCAATTGCGGCGTGCGCTACCGGAGTTCGAGC
ACGTTCTGGTGCAGTGGTCGGCGAGCTACGGGTTCGTCAATCCGCGGCGTGATCCGTTCG
GCCCGGCGTTCACCAGGTCGATGGCCGACGGCATTGCGAGGACACGGGCCGCGCTGGACG
GCGGCCTGGCGATCGCCGCAGGGTTCTCCGGCGGGGCCGGTGTGCTCGGGCACGTCGCAC
AGGTCGGGCACCCGAACCTCGTTGCCGCAGGCCTCGTCTCGGATCCGTTCCACCCGGACG
GTGGGATCGCCGGCCACCGCCTGATCCCGACCACCGTGCCGGTGCGGTGGGAGACGAACC
CCCGGGACGTGATCTGCGCGTGCCCCGACGACTCGCCGCTCGTCGAGTTCGCGAAGGTGT
CGGCGTCGTTCTCGCTGGGCGACCCCGCAGGGTGGGGTGTCGACGTCCTGACGAAGCTGC
GGTCCGGTCGCCTGCATGGCGCGTTCCGATCCTGGAATGTGTTCGCCGAGCTCGCACGCT
ACAACCGGGCGATCACGGGCGCGGCAGGCTATCTGGGTGTCGACCCAGCGACGTTGCGCC
GGGTGCCGTCGGAGCACACGGTCTACAACTGGAAGCGCCCGTACCGCGGCCGCACGTACC
TCGAGGAACTCGCGGTGTGGTTGCGGGCGCAGGCTGAGCGGGAAGCCACACGCTGACCTC
CGAAACGTGGGTTACAGTTGGAACTGTTACACCACGACGGAGAGGACACCGATGGGCGTC
GACCTATCCAGGCAGGCCGCGGTACAGCTCCGCGACGCAGTGCGGAACCCCGGGCCGGTG
CCCAGCTATCACCATCAGATGATGGACAAGCTGAGCCGAGAATGGCCGGTCCTACACACA
GCACTGATGCAGGTAGTCGCCGAGATCGAGGCAGACCTGTGAGTCTTCGCGCATACGGCT
GGACGAACGACGGCAAGATCGTCGAGTCAGAAGCTGACGAGATTCGTTCCTGGGCCCGAC
ACGTCATCGACGGCGGCGCGATCCGGCCCCTCGTCGCCGAGTTGAACGAACGCGGCGTCG
CGACCGTCACCGGGAAGTCCTGGGCCGCACCCACCATCACCCGCGCGCTCACCGCGCCCC
GCATGGTCGGCCTCCGGGAACGCAACGGCGAACTCGAGGACGCACCCATCGAACCGATCC
TCGACCGGGACACCTGGGACGAAGTCGTCGCGATCCTCACCGACCCGGCGCGGAAGAAGT
TCGCCAGCCGGAAGAACCCGCCCACCCTGCTGGCCGGCATCCTCCAGTGTGGGAGGTGCG
GCCGCAACCTCCACGCCACCGGACCCTCGTACGCCTGCTCCGCCCGCTACGGCGGCTGCG
GCGAGATCTCGACATCCCAGCGCCTCGCCGACACCGAGGTAACCGAACGCGTCCTCATCC
GCATCACCAGCGACGAATGGCTCACCGCCCTGTCCGACGCCCGCCGCGAGTCCGCCGAGA
CCTTCGAGACCACCATCGCCGAAGCCGAGAACCGGATGGTTCACCTCGCCGAGGTGTTCG
GCGAGGGCGGCAATCAACAGGCGTTCGACGCCGGAGTCGCGAAGGCCCGCGAGATCGCGG
AAGAAGCGCGCGGACGGATCGCGCTACTCGACGCGACGGCCGCGCTCCCAGACACAGTCA
CCGACGCCGAGGTCGTCGAGTGGTGGGCCGACGCACCGATCGACACGCGACGTCAGGTCA
TCCGCGTGGTGGTCGATCACATCGACGTGCGCGCGAAGGCCGACGCCGAGCCCGGGGCCG
GAGTCGGCGACCGCATGCACTTCCACTGGGCCTAGGGGCAGTAGTTCGTGGTCTTCGTCG
ACACGCCCTGCTCCTCGAGCGCACTTGCGATCGCGGGGTAGTCGGAGTGGTAGTCGGCGA
ACACGTAGGACGTCCCGTCCGTCAGGACCTGGAAACCGGGATCGATGTAGCCCTCGCTGC
AGGCGCGTGCCCTGAGAGTTGCTGACTCTGACCAGTCCGACGAGAGCGAAAACGACACGC
CGTTCAGCGTGCAGTCCTGCTCGCCGGCGCGACTCCCAGCGTTGCAGGTCGCGCCGGCAG
TAGTGAGCGCGTCCTCCATCGACAGATCGGCTTCCGCGGTGGAGGTTCGAGCCGTCGTCG
AGATGGTGGCGGTCGTGGTCGCTGTGGTCGTCGACGTGGACGTCGGCGAGTCAGCCCCGT
TCGGCGTCTCGGTACCGGAGCAACCGACGAGCGCGAGCGTCAGCGACGAGAGAACAGCAG
CGGGCCACAGGAATCCACGAGTCAATTTCATGCCCGCGAATGTAGCCCACGCGATCAACA
ACCACGGGCGGATCGGACGCTAGGCGGCGGAGTTCATCGCTGCCCGCACCTCGTCTTCGT
CCACCGCCGTGTACCGCTGAGTCGTGGCGAGCGACGCGTGCCCAAGGAGCACCTGGACCG
CCCGGAGGTTCCGAGATCCACGGTAGGCGCGAGTAGCGAACCGGTGGCGCAACGTGTGCA
TCGTCCAGCCGCCCGGCAGCGCCTCCGCGCACAGCGTTCCGACCCACCGCGGCGACAGGT
GACCACCGTCGTTGCCCGGGAAGAGGTAGCCGGTCCGCGGCGCGCCGGGGGTATGGCCCG
CGGCGCCATCCTCGATTCGGAGCGCGAGTTCGTCGCTGATCGGAATGACTCGGATCTTCC
CGCCCTTGCCGTGGACGCGGAGCATCGCACCACCGACGCCGTCCTCGACGTCGGTGGTCG
ACACGACGGCGACCTCGGCGCGTCGGAGCCCGAGTTCGCAGGACAGCCGCAGCATGAGCT
GGATGCGCTTCTCGGGCGTCTTGAGGGCGACGTTCACGACTCGGTCCGGCGCGGGCCGGG
GCGCCGGCACCGACGACTTCACGATGGGGAGATGCTGGGCGGGGTTCTCGGGGATGTGGC
CGCAGCTGTGTGCCCAGGCGAAGAACGAGACCGCCGCGTTCCGATGTCCGCGTCTGGTCT
CGAGCGCCCACGTCTGGGCGGCGTGGTAGTCGGTGATCGCGTCGCGGGTGACCTCGGCAG
GTTCTCCTTCGAGCGCGCGGGCCATGCGTTCGATCTGCTGGCGGCGCGTGTTGATGGTCG
TGTCCGGTTGGCCGGCGGCGCGCAGGTGTCGGAGGAATCCGGCGATGAGCGGCTGCCAAG
AGGCGGGAACGAACTTAGCCTTACCCGTGTTACGCATGTTAGTCATGTGAACTATGTTGT
TCACCACGTTGTTACCTGACGGGCGGGTTTTGTCCGTTTCGTAACCGGATCTCATGCGGC
GGCAGGTTCCGCAACCGCGGGTTTGGAGTCCGGCCGTTCGGTACGCCCGGGAAGTGGGAT
GACCTGCGAGGACGTCCGGGTCGCGGCCACCGAGGCAACCTCTCGAACAGAAGGTTTGGG
GTTCGAATCCCTACGGGCGCACCCATCATCGCCCTCCGGCCCTGGCTGGGGGGCGATGCC
TGTTTCCAGCCACTTCACGTCGAAGCCGGTTGCCAGTGCCCATGCGTTGAGCACGACCTT
GCGGGGAGCGTTCTTCCCCTTCTCTGCCGCCGACACGGTATTCCGTGAGACGCCCATGCG
CTCGGCGAGCGACTGTTGCTCCAGTCCCGCTTCCTCCCGTGCGATCCGCAGCCGGTGTCG
CAACGAAATTTCAGGGACCCGTCCTGATTCGTATGCAGTGGTCATGAGCCAAATAGTATG
CGTGACCGCGCAAACTTGCAATACACCCGTTTAACCGGGTGATTGCGCGTGGTCGCGCAA
GCGCCTAGATTCGTGCGTATGCACGATCACGCTACGAAAACCCTATCGGCGTCAGCCGCC
TCCACCGAGTCCGGGATCCCGAAACGAACGATCCTCTACGCCATCCAAACGCGCAAGCTC
CGCGCGGAGAAGCTGCCGGGCGCCGGGTACGTCATCCGACGCCGGGACTTCGAACGGTGG
CGCGAGAGCCGCGAGCAGGTGGCGTCGTGAGCACTGAGGCAACGGCGCTCCTCGAGCGCG
TGCGCGCCCGCCGTGCCGCCGAACCTGACCTTGTCCCGTCCGGGCCGCCGTCCGCGGCCC
AAGCCCGACGCGCCGCCGGCCTTATGTGGCCCACCGCCACTGGGAACAAGGAAGCCGGAC
GGTGATCGCGGGGGTCACCACAACCCCGTGTATGCGAGCCGTCCGGCCTCTAGTCACGTC
GGAGAGAACCAAAGTGACGCACTCACGATACCGCAGCCCGGCTGCGATGCGCGGCGCCGT
GAACACGGCCACGCCCACCCCACATCCTTCTGTGCTCCGAGGAGCCCTCGAATGCCCCGA
TCTCGGATGTTCCTTGACGACTACCAGCGATCCCAGCTGCGCGCCGAGGAGCAGGAGGCC
TATGACGCCTGGATCGACGACCTCGCCGAGCGCCGCGCCAACGACTTCGAACCGGTCGAC
AACTTCGACCCCACCCCATCCATCCACTGGTAACCCCACCACCCGAAAGGCACGCCATGG
CAACGAACTATCCGCGGGAGGTCCGGTGAACGGGCCCGAGCACTACCGCGAGGCCGAGCG
GTTGATGGAGCTGGCAGCGGCAGGACAGGCCAACGCCGCAACGCTCGCCACCGCGCAGAT
TCACGCCACGCTCGCCCAGGCCGCAGCGACGGTGCTGTCCGGCGTCATCCGAAATACCGT
GGCGGCGTCCCATCCGGTCAACGACCTCGCCCACGACGACGAGACCGTCGACGCGGTCAA
CGCCTGGCACGAGGCGGCGGCACGGTGACCGACGACAACATCACCCACGAAGACATCGAC
GACCACCTCGACTGGGTCGGTGCCCCGTGACCACCACCGAGATCGTCGAGGACCTACCCG
ACACCGAGTACCACGCCGACCGTCGATCGCTGTCGGTGTCCGGCGCGAAGATGCTGCTGC
CGCCGTCCACCCCGCAGAAGTTTCGGTGGGCGATGGACAACCCGCGGAAGGAGAAGCGGG
AGTTCGACTTCGGGCACGTCTCCCACACGCTGGTGCTCGGCACGGGATCCGAGATCGTCG
TCGTCGATGCCGCGGACTGGCGGACGAAGGCAGCGAAGGAGAAGCGTGACGCCGCGTACG
AGGCCGGCCACGTCCCGATTCTCGCCCACGAGTTCCAGGCGGCAGAGGACATGGCCGCCG
CGCTCCGCGAGCACCGGATAGCCGGTGCCCTCTTCGAAGAGGGTCGTCCCGAAGTGTCGG
TGTATGCCGACGACACTGCGACCGGAGTCCGCCGCCGCGCCCGCCCCGACTGGCTCACAC
ACCTGCGGTCCGGGCGCCTGGCGATCGTCGACTACAAGACCACCACCAACGCCAGCCCCG
CAGCGTTCGGTAAGGCCATCGCCTCCTACCGCTACGACATGCAATGCGACTGGTACGGCG
ACGTCTGCGAACAGGCCGGACTCGGTGACGGGCCTGCGTTCCTGTTCGTCGCCCAGGAGA
AAGAACCGCCGTACGCGGTGTCGGTCAACGAACTCACCGCCGAAGACGTACGAGATGCGC
ACAGGCTCAACCGCTTTGCGATCGACCTGTACGCGCGCTGCACGGAAACAAACACCTGGC
CCGGATGGGATTCGATCAACCTGATCGAGCTACCCCGCTGGGCCGCCTACGAACGAGAGG
ACATCCTCACCCATGGGTAACACCTACCAGCCGATCGCCGAATCGGCTCGCCCGTCCACC
GAGGTCTCACAAGCCACCGCGGTCGAGCAGTCCCGCGCCGTCGCCGAGGTCCAGGCCGCC
GTCCTCGTCGCCCAACAGAACCGCCGCATCAAGACCGTGGCCGTCGTCGAGATGCGTGAC
TCCACCGCGCAGCGCAGCGTCGCTGACAAGGCGTTCTTCCGGTTCCCCCGCGGCGGCGAG
ACCGTGTCCGGTCCGTCGATCCACCTCGCCCGAGAACTCGCCCGCTGCTGGGGCAATATC
CAGTTCGGTGTGTCCGAGCTCCGCCGCGACGACGTCAAGGGCGAATCCGAAATGCAAGCG
TACGCATGGGATTTGGAAACCAACGCCCGCAACGTCACCAGCTTCATCGTGCCCCACACC
CGCGACACGAAGCGGGGCGTGAAGAAGCTCACCGACATGCGCGACATCTACGAGAACAAC
GCGAACTCCGGCGCGCGTCGCCTGCGGGAGTGCATCTTCGCGGTCCTGCCGCCGTGGTTC
ATCGACGAGGCGGTCGACCGCTGCAACGCCACTCTCAAGGACGGGGGCGGGGTGCCGCTG
GCTCAGCGGATCACCAACGCGATCGAGCTGTACTCCGGAATCGCCATCAGTCGCGACCAG
CTCGAGACGAAACTCGGCCGGTCGTCGAACGACTGGACCGAGCACGACGTCGCGCAGCTC
GGCGTCATCTGGAAGTCGATCGACCGCGGCGAGGTCCAGAAGGATGAGGAGTTCGCGCCG
GCCCGCGTGTCCGCCGACGACCTACCCGCCGGGAGCACATCGAAGCGCACCACCACGACG
GCCGCCCGGAAGTCGACGACCAAGACGAAGGCTGCCGAGGATAAACAGGACACCAATGAT
CCACAGCCTGTGGAAAACACTGGGGACAACACCGAGCAGAAGTACGACCGCGACAACCTG
CTCACCGCACTGGCCGACGCCTTCACCGACCAGGCCATCACCGCCAAGCAGGAACAGCTC
GACTGGCTGTCCAACCTCGTCGGCGACCGCGTCGACGCCATCACAGACCTGTCAGACGAG
GAGATCGTCAACGCGATCGGCGTGCTGACCGGAAATAGCAAGTAGCCCCCACCACCTGAA
AGGCACCACGCAGATGACGAAGGTCACCAACATGAACGGCGACGGCGGATCACCCGCCGG
TATGTTCTTCCACCGCTTCTCCGGAGGCGGACCCGACCAGTTCGAGTTCCCCGGCAACGA
CCCCCGCGCCTACCTCGGCGACACGTTCTCGATGACCGTGCGCGCCGAACTGGTCAAGGT
CATCACCGACGAGATCGCCGACGGGCAACGCCAGATCCTCGCGTTCCGCGTCGTCGACTC
CGCCCCGGTGAAACTCGTCGCCCGAGCAGACGGCCACGACCCCGCGCAGACGAGCATCGA
CGACATCGACGATGCGCCGCCGCCGGACGACAACCTCGACTCCGACCTCACCGAGCCGGC
CGAGAAGCCCGACGACAACCCCGCCGAGATCTTCTCCGACAAGAAGTCCTGATGGCACGC
CGCCGCCACCTGTGGGCGGCGGTCCGCGAGGCCGAGGAGCTGGCCCACACAGCGCGCAAC
TTCCATGCCCGCTGGGACCAGCTCCTCGCCGCCGGATACACCGACCACCAGATCCGAGAC
ATGACCCTCCCGAAGGACTACCCGCCCGTGAAGGCCGCCGACATCCCCTACCCGCGCAAC
CCGCACCAGGCACAGGGCCAAGCGATGCGCGACGTCGACACCATCGTCTGCGACGTACGC
GACCTCGACCCAGCCGACGTGTGGCGCGAAATTTCCCGCTGGACCCCCACCCGCCTCGCG
ACCGCGTTCATCGCCGCGTGCGCCGCCCTCGACCGCGACGTCTCCCTCGAGGACGCACTC
GACTGGGTCCGCGACCTCGACCCCACGGTCGCCACACCTATCACCACACGGAGAGAAGCA
TGACCCTGACTCTGACGGCCGACGAGGTCGACCTACTCCGCGACGCTCACCGCATCATCG
CGCCCATCGTCGCAACGTCCAGCATGACCGATCACGTGCGCTCCACCATGTGCGGCGGCG
GCAACGGCCGATTCTGTTACGAGGTGCGCGGCAACAAGCTGACCGGCTGGTGGCCCAGCC
AGTGGAAGCCCGAACGCGAAGCGTCCATCACTCTTACCCGCGTCCGGAAGTGGGCCGACA
GCCTTCCCGACGACCTCCGAGCCCGTGCGCTGGTGGCGTGGAGGGTGCACCCGGTCAACA
CCCGCGACATCCCCGCCCTGTACCGCATCACCCTCGAAGCCATCGACCTCGAGGGGCGTC
GCGAACTCGAGCAGACTCGCGACGAGTGGTTCACCGAACCACCGAGCAGCGCCGCCACTC
CGACCTCTCCGCACTGCACGGCCAACGACCACGCCGGGTGCTGGGCAGGACGTGAACGCC
CACCGAACAACGTCTGCTGGCGTGACAGAAAGAACCGCCGCGTCAGCCCCCGCGGCATCG
TCGCCACTTTCAGGCCCGGGTGGTCTCCGCACACCCACACCACCAACGCGCGCATCGTCT
CGCCGGTCGAGCACCACACCTGCGAATGTGACTGCCACTCCCTTGGATACGCGGGCCAGC
AGCTTGACCTGTTCCAGGCGGTCACCGCATGAGCACCAAGATCGAATGGACAGACGAGAC
CTGGAACCCCGTCACCGGCTGCACTAAGGTCAGCGCCGGCTGCGACCACTGCTACGCCGA
GTCGATCGCGCACCGCTTCGACGGAACCAAGGCCTACCCCAACGGATTCGACGTCACCCT
CCGCCCCGAACGACTCGACCAGCCCCTCCGTTGGAAGCGACCACGCCGCGTCTTCGTGAA
CAGCATGAGCGACCTGTTCCACGACGACATCCCCGACGAGTACATCGCGAAGGTGTGGGC
GGTGATGGCACTCGCCCCGCAGCACACGTTCCAGGTCCTCACGAAGCGGCACGCACGAAT
GCGCTCGCTGTTGACGAGCGGTGGGTTCCAGACGGCGGTGGCCGAACACATGCTCGCCAG
GACGGACGCCGATGCGGTGAAGGACGCGGGCGACCCGTTCCCGCTCCCGAACGTCTGGCT
GGGCGTCTCGACCGAGGATCAACGGTGGGCCGACATCCGGATCCCCGCGCTCCTCGAGAC
CCCCGCCGCCGTCCGCTTCATCAGCGCCGAACCACTCCTCGGCCGGATCGACCTCGAGTT
CGAGAACTACTACGACCCCGACCAGTACTGCGGGGGATGCTCCGGCCTGGTCTCCCCGAA
GCATGAGCCCGCGTGTGGCCGCGAACCTGGGAAACACTGGGGCCTCGACTGGGTGATCGT
CGGCGGCGAATCCGGGCGTGGCGCACGTCCGATGCATCCCGACTGGGCGCGGTCCCTGCG
CGACCAGTGCGTCGCGGCTGGGGTGCCGTTCCTGTTCAAGCAGTTCGGCGAATGGAACGA
GGACGTCACCCACCACCCGGCGGACCCGAGCCTCGGCATCGATGCGCCTTACCGCGTGCT
CAACGTCCCGCCGGATCACAGAAACCGCAACCGATGTGTGATGCACGGCAACGGCGTGAC
TGCGATGACTCCCGACAACCCCTTCAATCCGTTCCGCGCCGGACACCCAGGCTGGACCGC
AATGCGCCGTATCGGGAAGAAGGCCGCCGGCCGCGAACTCGACGGCCGCACCTGGGACCA
GTACCCGGACAACACGCTGTGACCGCCATCGAGAAGTGGCCCAAGGACCTCACCGGCCGG
CCCCCACGCTTCGACCCCAACGCCATCACCGACCCCCTCGTCCGCGAGGAATGGCGCCAC
CTCGCCGACTACGGCTGGGACGACAACCGCATCGCCCGCCGCCTCGGACTCGCCACCACC
ACGCTCACGAAGATGGCAGAACGCCACCGACAGCGGTCTACCGTCGACAGCGACACCAGG
ACGCAGATAACCGAAACCACACAGGAGCCCCCGCAGTGACCACAGGACGCCAGTACGCGA
AGGTGTGGTTCCGCCTCATGCGCGACCGCGACTTCACCACCATGCCCCAGTTCGACAAGA
TGCTGTACCTCGCGATCCTCGCCAGCGACAGCCTCAACGCCGCAGGCGTCACCCCGCTCT
ACTACCGCCGCTGGGCCCTCGCATGCGCCGACGACGGAACCATCCCCACAGACCGCGACG
TGAAGGCCGGACTCACACGCCTCGAGGCCAACGCCTACGTCTACACCGACGAGTACACCG
GCGAGCTCCTCGTCCGAACGTTCATCCGCGGCGACCAGGTCGACAAGCAGCCCAACGTCC
TCAAGAGCGCCCTCCGCGCCATCACGGCCATTCAGTCCGACAAGCTCTCCGCCGTCCTCC
TCGGCGAGTTCGACCGCGGCATCACCATCCCCCAGATCAAGGCCAAGACCGCCGAATCGA
CCCGCCGCATGCAGGACCAGATGGACGCCATGGCCACCGAAGCGATCGAGCACCTGAAAG
CCACCGCCGAAGGGATCACGGAACCCTACCCGCAACCCTTCCCCGAAGAGTTCCCCGAAG
GCTTGTCAGAACCCTTCGCGAAAGCCTTAACCGAAGGGTTCCAGCGACCTGGGAAAACAG
AACCCTTCCCGGAACCCTTCCCGGAAGGGATGCCGAAACCCCCGGTTGAGGTTGTGGTTG
GGGTTGAGGTTGAAACCTCACCTACCGAGGTGGTTACGGGGGGTAACACGCGCGAGCGCG
AAGCGACACCACCCGAACCCGCCCAGCCCAGCAACGAACCCCCCACACCCCAACCCGAAC
GACGTCAACGCCCACCCCGGTCACTGCCCGCCGGACCCGACGGCGAACCACCGCAACGCT
GCCCCCGGCACCTCGGCGTCCCCGACGGCGAAGTCCCCGACTGCGGTCCCTGCGCCGAAC
TCCGCAAGGCCCACGACCGCTGGACCGCCCGCCGCACCCACGCCCGAGCCGAAGCCACCG
CCAGCGCCAACCGCACCCGCGCCGACCTCACCCGCGCCGAAATCGACGCCTGCGACCTCT
GCGACGACCACGGCTACGAACTCACCAACGGCGACGGCCCCAGCGGCGTCTGCCGCCACA
ACCCCGACCAAGCCGCCACCAACGCCCGAGGCCGCGCCAAGCTCGAGCAGCTACGCGCCC
AGATGGCCGCAGGCAAGTCCACGCCCAAGCCCGACCCGGAACCCGAGCCCGAGGACCCCG
AACCATGACCGGCCTCACCGACGACCAACGCGCCCGAGCCCGCAACCGCCGAGCCGCCAT
CGCAGCCTGCGGACGCTGCGACCCCAACGGCTGGATCGTCATCGCCAACAAAGCCCACCG
CTGCAACCACCAAGACGCCCTCGACCTCGACCAGGGACCAGCTCAACCGCAACCCACGGA
ACCAAACAAAACCACGCCCTCCGACCCGCCAGCAGCCCCACACAGCCCCTAACCCCCGCC
CCACGACCATCCGGACACCCCCAACCACACACAGACGCCCTCAGCCCCCAAAACCACCAC
ACCCGGAGAGAAACCCATGACCACCGTCATCGGCCTAGACCTGTCACTCACCAGCACAGG
CCACGCCACCCTCACCTACGACCCCACCAACGGCGACCACACCGTCCAGCTGCAAACCAT
CACCAGCAGCCCCACCGGCAAAACCCTCGCCGACCGCGAAGCCCGCCTCACCCGCCTCCG
CCAGACCATCGTCGGGGCCTGCCGCGGCGCCGACCTCGTCTGCGTCGAAGGCCCGTCGTT
CGGGTCCAACAACTCCGGCACCTGGGACCGCGGCGGCCTGTGGTGGCTCGTCGTCACTGG
CCTCGCCCGCCTCGACGTCCCGTTCGTCGAGGTGCCGCCGGCCACCGTGAAGAAGTTCGC
GTGCGACAAGGGCAACGGCGGGAAAGCCGACGTGGCCGCCGGGATCACCCGCCTGTGGCC
GAACGAGTACCCGCACGGCGACGACCAGATGGACGCGCTCACCCTGGCGTCGATCGCGCT
CGTGCTGTCGGTGCCGCGGGTCACGGCCGACACGATCGGGATGCCGTTTCGTGTGCTGGA
ACGCCACCGTCAGGCGATCGCCAAGGTAGTGTTACCGGAGTCACCACGTAGGACACAGTT
GGAGAGAAACCTGTGAATATGATTCCGCCGATTCTGGATCGGTCCATCCTCGACACCACC
GCCGAGTACCCCGTCGTGTTTTCCGCGGTGTTCCAAGACGTCGAGTCCGGTGGGCCCGAG
TTACGTGTCGCCCGTGTCGATCTCGAAGACCCCCAGCAGGACGGGGTGCCGGTCGCGCGG
CCGTCCCGTATCGGGTGCACGACGTTCACGCTCAACCGGCCCGCCGACGACCCGGAGCAG
CTCACGGTCACGGCGCACGCCGGCCGCGGTCTCGGGTTCTCGATCCTGGGGTTCGCTCAC
AAGTGCACGATCCCGTCGTGGCCGATCACGTTGGGGGAGATACCACCTGAAGCTGGGGGT
GGGGTGTGGGCGATGATCGCCTGCCCCCGCGACGTCACCCTCGCGTTCATCGACGACACC
GCGGGCGGTGCCCAGTGAGCGAGCAACTGACCGAAGGGCCGCTGGCGAAGATGTTCGGCC
CCAAGCCCGCTGCCGAGCGTCCCGTAGACGACCGGATCCGCGACCTCGAGCTGCGCCTCG
ACGCGGTCCGCGCCCAGCGCGACGCCGCCGTCCAGCAGTCGTTGGACCACGCCGCCACGA
TCGCCGTCCTCCGCCGCAAGCTCGACCAGCGCGCCGACAGGATCGGCTACTGCGACAGCA
CCTTCACCCCGCCAGACGGAGGCGACACCCTCACCTGCGCCCTCGACGCCGGACACCGTG
CGAACCTGCACCGCGACGCGTCCCTGCGCTACGCCTGGGACGACAACGCCAAGCCGCCCG
TCGTCGACTGCGGAGCAACCACGCACATGGACAGCACGGGAACCGACCACCGCTGCCATC
TGCCCGCTGGACACGTTGGCCAGCACCACGATCCGCGAGTCATTCAAGGCGACCGCGAGC
ACGGCGCCCCCATTGTGAAGGACACGCGCTGGGGCGCCCAATGACCCGCGGCATGTTCAC
CCTCACCGACCGCGACGGCGTCCTCGAACCCGAAGACCTCGGCACCCTCCACAAAGCCCT
CTGCCGCGCAAACGAACCCCTCTGGACCGACCGCCCCTGGCTGATCGTCGACCCCGCCGG
CCGACCCGCAGCCAGCCCCACACGAAAGACACCAGCATGAGCGACACCGACACCACCCCA
ACCGTTCCCACCTGCGGCATGTGCCAACGCGAACGCACCCTGCAGGACGCCTACGACTAC
AACCCCCTGCAGGTCATCACCGGCCAACCCGTCGGCTGGTACTCCGGCGACGACGGCGAG
GTCTGCCCGCAGTGCATGGCCAAGACCCTGAACGGACAACTCTGATGACCGAACCCGCCA
ACGACTACCTCGACAAAGCCCGCGACCAGATCCTCGAGCAACACCCCGACATGGACCTCA
CCCGCCCCGGTGTCGCCGTGCTCCTGTTCCCCACCCCAGAAACCTGCGACTGCGGATGCG
GGGCCGTCGCAGTCGAATCCGCGATCGCGCTCGACCCCGACGCGTTCGACGACATCGCGA
TCGTTGCCAACGCCCTCGAAGCGATCGCGATCCGCCTCCGCGCGCACCTGGGCGAAGCGA
ACTACCAGATCGCCGAAATCCGCAGGAGGAACCAGTGAGCGACACCCAGCCCGAGCTGGC
GGACGAGGTCGACGCCATCATCGAGACCGGGAAGCGTGACCCCGAAGACGCCCACGGCCG
CGAAGACTCCCTCCTGCGACGCATTGTCCGCGCGTACGCACCCGCCTGGGTGAACGCCGA
ACTGGACCGCCTCGCGGCCGCCGACTTCGACCGGTGGTGTGCCTGATGCCGAACACCGTC
TGCATCGACTGCGGAAGGACCTACCCCACGGACGGCCACACCGTGCGGTGCCCCCGCTAC
CTCGAGGTCACCCCGTTGGAGAACCAGATCACGATGGCGATCCACGCCCACGCCTTCGTG
CCGCTGCACGACCGCTACCGAATCGCCCGCCAACTCATCGCCGACGGATGGCGGCCCTCA
TGAGCGAATGCCCGTTCTGCGCGAAGATCGAAGACGGCACAGCCGAATACGTGCCCGTCT
ACAACGCCCTGCACTTCGTGCCGCTCAACCCCGTCACCGAGGGACACCGCCTCTTCGTAC
CCGACTGGCACGCACGACACCCCAACGCGACGGCCACGAGTGAGGCGATGGGCGCGGCCG
TCCGGTGGGCGGCCAGCCACCTGCCGGACGACGCCGAGTACAACCTGATCACCTCGAACG
GCGCATCGGCGACACAGACCGTCGAGCACCTGCACGTGCACCTCGTGCCCCGCCGCCCCG
GCGACGGACTCCTCCTGCCGTGGGGAGGCCCCCGATGATCAACCCGCTCTGGTCCATCGC
GCTCACCGTCCTCGGCGCGTTCGGCCTGTTCCTGGTGTTCCGGTTCCCGAACCACTGGAT
CGGCCCCGCATGGTCGATCGTGCTGCAGGTCGTGTGGTTCACCTACGGCGTGGTCACCGG
CCAGTGGGGGTTCATCGCGTCCGCGTTCATGTACGCCGGAGCGAACGCCTACGGGCTGCA
CGCGCGGCGGAAAGCGCGACGGGCGCAGGAGGTCCCGCGATGAGCCTTGTCAGTGCCCTG
AGCGCGCTGGTTTCCAACGCGTTCGCTGCCCGCGGCAACGGTCGACCGATGGACGTCCCC
CTCGCCTGGTCACAGGAGAAGACCTACGTCCGGAAGGTCGACGGCCGCTGGTGGGTGGCG
TGGGCGCCTTTCGTCGACACCGTCTACGCGATGGCCCAGATGGCCGGCGTCGTCGATCAG
GGCTGGTGGGTGTGGTTCGAGTTCGACTCCCACGAGGACGCCCTCGCTCGCGCGCTCGAA
CTCAGGGCTGAAATGCCGTGACCGCCCCCATCCCGGTGCTCCCGCGCCCGCACGACTGGC
CCCACACCCGAGGCGCCCCCTGGCTCCGCGTCCGCCGCGACGGCCTCATCGAACTGTGCG
ACGTCACACCAGAGTTCGCCATCTCCCCGCACGTGATCGCCGAGTTGCAGGAGACCGGCA
ACCTGTCGATCTCCGACGACCACCTCACCTACCGCTTCCACATGGCCAACGGCGAGTGGA
CGTATCGCGTCGTCGGGATCGTCGCCGGCACCCGCGACCTCGTACTCCGCATGCCCGACT
AACCCCCAACCCCGAACGGACACACCATGACCGACCACCCGAAAGTCCTCGACAGCAACT
GGAAGAGCCGACGACACGAACCGACCGAGATGCGCACGACCGCGCAACGACTCGCCGACG
ACGGCCACAACGAGCTCGCAGACAGCTATCGGGCACGCGGCGCCGCGCTCGCAGAGGCGT
ATCAGGCACTCGCCACCATCGGACGGATCGCGCGCGACTCCGCGAAGAACATCCCGACCG
CCGGCACCGAGGCAGACCAGCAGATCGGTGTTGATCTGGTCGGCTGGCTGATCGCGTACG
GGTGGACGCCACCGGAAGAGTTTGAACCACTCCTGGTCTCCGATGAGGACGAAGACGAAG
CGGAGGTCGACGGATGATGCGCCGGGCACGCGGCCGCCACACCGTCCGGCACCTCGGCGC
CGCAGCGATCCCCGTCCCCGACCTCGTCACCGTCCTACGTGGCTACGAGCCCCGCGGCGA
CGCGCTCGACCTCGGCGCCCCGAACGACGAGCTCGCAAACTGGCTCGCCGGGCACTTCGA
CAACTACCGGCGATACCAGCCCCCGGTCGGCGAGATGTTCTCCGAAGTCCTCGCCGACGC
CGACCTCACCCTGCCGATCCCGGACGGCCCCGTCGGGGTGTTCATGAACGGTCGCGTCCA
CATCGCCCCAGCCACATTCGACCCACCCGAGGACAGCCCGTACGCCCGCATGTGCCGGCA
CCTCGACGACATGCAACCCACCATCCGCCAACTCACACAGAAGGTCTGACCCGCATGCTC
TGGCGCGCACTCGCCCTGAGGCTCACACCGAACCTGAAACTCCGGCGCACTTCGAGGCCC
TCGTGGAACGTCCTGCTCGAATGGAAACGCCCGCACAGCACCCGACGCCTCGGCGCCTAC
CGCTGGGGCAGCCCACACGGCACTATGCCCCCGCCCGGGTTCTCCTGGAAACCGTGGCCG
CACCTCCACCGCAGCCGCAGCCTCGAGATCAGCCACGCCGAACTGTACTGGCCTGGGATC
GGCGGCGTCTCGGTGTCCGAGTCCCACCACATCAGCCTCCTGTTCGACCACCGCGGCCGC
GAAGTCGCGCTGCGAGACAGCTGGCTCGCCCACACCCACCCGCAGGACAAAACCACCGAA
AGGACCTTCTGATGACCCAGCAGCCCACCGTCGGCCGCATCGTCCACTACCAGTCGTACG
GCACCCCGGGCGGCGAGTACCTGCCCGAACCACGCGCCGCGATCGTGACCGCCGTCGACG
ACTCGTACGGCACCAGCGAGGACCCGGAGACCCGCGTCAGCCTGTGCGTGGTGAACCCGA
CGGGACTGTTCTTCAAGGAGAACCTGCCCTTCGCCGAGGAACCAACACCGGGGCACTGGA
ACTGGCCGCCGCGCTCAGACGCGATCACCGTTCACACCGTCACCGACAACGACAGCACCG
CCGAGAAGATCCTGCGTGATCAGCAGCGACGCATGGGGAGGCGTCAGCGATGACCGCACC
GAAGCGCTACCGGAAGAAGCCCGTCGAGGCCGAAGCCATCCAGTGGACGGGTGACAACCC
GTACGCGGTCCGAGCTTTCACCGGTATGCACAAACCCGACCCACACCGCAGCGGGGACCA
CTTCGTCTTCACCGTCGAGTCCGGGGTAGGCAAGCTGTACGTTGCAGCGAACGGCGCCTG
GCTTGATATCGAAGTGGGCGAGTGGATTATCCGCGATGCCAAAGGCTTCTACCCATGCAA
GCCCGACATCTTTGCCGGGTCGTATGAGCCTGTGGAGGACGACGACCCGCTGCTCGCAGT
CCGCCGCGCCGAGCAGCGTCTCGTCGAAGCCCGCCAGGACCTCGCTCGAGCGAACGAGAC
ACCGAAGACGTGAGGTGCCCGGGCAGCGGTGGGTGGCACGTCGGCGCGGCACCCCTCCGC
CACCGTGACCGACTCCCACGCGGCTACTGCCCCGAATGCGGCCGCTCCCACGCACTCACA
CACCAAGGCCGCATCTGGACCCACCGCGCCCCAGGACCCACCATCACCGGAAGGACCACC
CCGTGACCGTCAACCACGTCGGGACGAAAACCCTGCCCGTCACCGACCTCCACCCACACC
CCGACAACCCCAACCGCGGCAACGTCGACGCCATCCGCGAATCCCTCGACCAGTTCGGCC
AATACCGGGCCGTCGTCGCCCTCACCGACGGCACACTCCTCGCCGGCCACCACGTCTGGC
AGGCAGCCAAGGCCCGCGGCCAGGAAACGATCCGCGTCGAAGTCATCGACACCGACCCGC
AGACCGCGAAACGCATCCTGTTGGCCGACAACCGGATCGCCGAACTCGGCGAAGGCATCG
ACCCCGAGAAGCTGTACGCCCTGCTGTCCGACGACCTCGACATGACCGGCACCGGCTACG
ACGCCGACTACCTCGCCGACCTCGAAGCGCTCCTCAACCCCGACGAACTCGTCGGGGACC
CCGACACCGCCCCACCGGTACCCCGCGCCCCCGGACGCGCGAAGACCGGGCAGGCGTGGC
AGCTCGGCCCACACCGCCTGTGGATCGGCGACTCCACCGACACCGAGGGCGTGTTGCGTT
GGCTGGCCGGGGACCGCGCCGACTGCGTGTGGACCGACCCGCCGTACGGCGTCGACTACG
TCGGGAAGACGAAGGAGTCGTTGACGATCGAGAACGACGGCGCGAAGGACCTCCCCGCAC
TGCTGGCCGGCGCCTACCGCACCATCCTCAACGCCGCCCGCGCCGGCGCCCCCGTGTACG
TCGCCTGCCCACCCGGCCCCGAGTTCGCGCACTTCTGCAACGGCATGCTCGCGTCCGGGA
TCCAGTGGCGGCAAACCCTCGCCTGGGTGAAGAACACGATCGTCCTGGGCCGCAGCGACT
ACCACTACCGGCACGAATCGATCCTGTACGGCTTCACCCCCGGCCAGAAAGGGTCCGGAC
GTCTGGGGCGTGGTGGTGACCGGTGGTTCGGCGACAACAGCCAGGCGACGACCCTGTTCT
ACGACAAGCCGCCGGCCAACAAGGACCATCCCACGATGAAGCCGGTCGACCTGATCGGGC
ACATGCTCGGCAACTCGTGCCCGCCCGGTGGTTTGGTGTTCGACCCGTTCGGCGGGTCGG
GGTCGACGATGGCGGCCGCGCACGTGGCCGGACGCCGCGCGGCGCTGGTGGAGCTGGACC
CGAAGTACGGCGAGGTCATCCTCGAACGCTACGAGGCGATGACCGGCGACACCGCGGTAC
TTGCCGACACCCCCTGACGCGATACACTGTGCGGGTCGGCCAGGTGGGTCGCAGCCAGTA
ACCGCATCCACCGAAAGGCACTGACATGCAACGAGTCACGATCGGCCGCTACCGCGACGA
CGAAGCCCAGGCCACCCGCATCCATTGCGACGAGCAGGGCAACGAGGTCTCCCGGGAACC
GTTCAAGGCGTACGCCGGATGGATCGAAGGCGTCCGCGACGACGGCACCACCTGGATCAT
CTACCTCGACGAGAACGGCTCACCCCAGACGTTCTGGGGTGAGCGCGACGACACGGGCGC
CATCATCGGCGATCCGATCCTGTTGCAGTAGTTCACGATCCCGCGCGTAGCTCCCGCGCC
GCCCGCACCGCAGCCGCGCGAGCATGCAACCCCGACCGACCCCGGCCCTGACGACGCTCG
ATCACCGCGTCGTCAGGGCCGCACAACTCTGCCAACCACACACCACCCGTCACCGACAGC
GACAGGTACCGGCCGGCGTCGAGATCGACGATCATCCACGACCCCAGACGGCCGTGCACC
CACACCGCAGGCGGGATCACCACCGCGGCCACTAGTCCTCGCCTTCATCAAGTCCGAGTC
GGCGTTCCAGATAGCGAATACGTCGCCGTGCCGCTGTCAGTCGGGACCAGCTGACTAGGA
ACGCCCACTCGAACCCGAAGAGAAGCGCCGTCACCACCACGGACAAGGCGACTTCCCACG
GGGTCACAGTTTCCCCGCCGCGCGGAGGACGTCGGCCGCGGCCTCTACCGCGTCCCAGTA
CTGGCGATCATCGTGGTGCCGGTCCGGGTGGGCGTTCGCCCGCGCCCGCCGGTACACCTG
CGCCAGGGTGCCCAGCGACAGCGATTCGTCCATGTCGCCGGCCAGCCGCCGCAACGTCGC
CTCCGCCTCGTCGACCGTGAGCGACTGGGCCACCGTCGACGCCGACGGCAGCTGAGCCCA
GCCTGTGTACTGTTCGGCGTTCGGTGTGGTGCCGTATCGGTCGACCCGGCGCAGCGCCTC
CAACGACAACGCGATGGCTCGTAGATTGTCCTGCCAGGTCAGGTACTTGTCGCACGGGAA
CGACAGCGACCCCCGCGCGCGCGACTCGACGGACAGGATCACCCCCGGATGCTCCGGCCG
CGCGTTCGCCCGAGGCATCCCGTCGAGCCGGAAGTCCTGCTCACGCATCGCGATCTGCAA
CACCGACGGCGCCACCAGCCGCCGCGGATCCGACGACAGATGCGCCAACTCCCGCTCGAG
CATGACCAGCGTCGACTTCCACGGCGCCGAGAACGGCGACCGCTCCCGGTTCACCGTCAG
CTTCCGCGGCCACCGCTCGATCGGCCGCAACGTCATGCCGGTGGGGTAGTCACTCATGGG
GTTGGTCCTCTCCTCGCTTCGTGCGGCGCGTCATCCACGCCTCGATGTCCGCGCGCGCCC
AGATCGGGTACCTGCCCGACACGGTCCGCAGCGGCGCCGGTAGATCGGTGTGGCGGGGTG
TGCCGGCCTCGCGGTTCCAGCGGGACCGCGAGTACATGACCCGGGCGGACTGGATCGTCC
AGCCGGCGGCCGTGGCAACCTCCGGGAGGTCCATGACGTCCGCCGCCTTCACCGCGGTCA
CGACATCGCCCGCAGGAGCTGGGAACACATCTCGGCGGCCTGTTCGAGCGTGTACTCGAT
CGTCGCGATGAGCTCCCGGTTCCCGTCGCCGGGCGCGGTGATCACCCGGGCGCGCACGAC
GTCCGCGCGGGGCCGGTCCCACACGATCCCCGTCGGCACCTGCTCTTCGACGCGAGTTGT
CGATTCTGGAACGTTCATCGCGCACCACCTCGGCTGCGCGCGAGACGCGCACGCACGGCC
ACCGCCAGGAGATGCTCAGCGTGCCGCTGTTCCATCTCCTCCGGAAAATCGCAGGTGCAG
TCTCGGTGCTGTATGTGGTCGTCGTACACAAACCCGCAACTGCACCCGTAGCCGTCATTG
CGGGGCTCGGAGTATCCGTCGCCGTCGTGCCACTGCTCGAACTGGTGCAGGTCGACCAGT
TGCCGCAAGGTCCGCGGCCGGTGTTTCGGGCAGTCCGGGTCTTCGATAGTGACGACTTCG
AGAACCGCTTCCGCGAACGGCCCGGGCACGTTGTGCTTGATCGTGCATGAACAGGTCATG
TCAGTACCATCCAATCGTGTAGCCGTGGGGCACATCTCGACGCTTCTGGCAGTTCTCGCA
CTGCAGGAACTCGCCCGTCCCCGTGTCGGACATTCGGCTGTTCTGCGCGACGATGACCTT
GCGTTCATCGTCGATCGTTGTCGACCAGAAGCGCCCGTACCCGTCCTCGACCAGCTGCCA
GACGTGGTCGCATTCGACCTCGGCCATCACGTCCCCCGATTATCGACGCGGCTGTCGAAC
ACAGAGGGCTGTATTCGCTCGACGTCCCCGCGGCGGATACGGAGAGCCCAACGGCCATCG
GCGAACTCGACCCACTCGCCGAACCGAATCGACGCGCGGTGCTGATTCTCGACCTCGATG
AATCTGCCAGACTCCGGTCCCGGCGGTCCGTCGAACATGACGTCGACGTACGTGCCGACC
TCCTCCTGGACTGCGATGAGCTCGGTCGGTTGGTTGCCTTCGCGGATCGCGTCGGCGACG
TCGAGCAGCGCGTGCACGATGCCGAGGTTCTGTTCGAAGGCGAGGGCGGTTGCGTCTTTG
CGGTGGTTGGTCATTGGGGTCTCCGTTTGCCGTGGTCGTTGTGGTTCACCATTCGACTGC
CCGCCCCCACCGCATGCTGTGCAGCGCGTTGCGGTACGTGTAGTCGAGGGCGTCGTCGAG
CTGCTCCTTCGTCGCCCCGTCGGCGACCGCCGCCACCCACACGGCCTGCAGCTCCGTCGG
GGCGGTGCCCTGCTCCAACAACTCCCGCGCCCGGTCGGGGGTCGCCACCTGGGCGGACAG
CCACGCAACCGTGGCCGTCCTGCCCAACTGGTCGAGCACCGAAATGCGGGACGTCAGCGT
GCTCACTCCGCCTCCGGCGCGGACTCTTCGGTCTCGGTCGGCTCCTCGGTGTCCGGCTCC
TCCTCGTCCGGCGTCCACGTCGGGGCCTCGTAGGAGTAGTCAGGTCCCGTGCGGGGGAGG
TCGCCCATGTTCACCGGGTCAGTGTTGGCGCCACCGCCGATCGACGAGCCGTCCGTCGAC
ACGATCGGCGGCGGACACGGCGCCGTCCCACCGTTGCCGAGCTGGATCACGCACGGCGCC
GGAACCTGGGCCGGTGCCGGGGTGGGGTTGGCCATGGCGACGGCGACCGGGGCGGCCAGG
ACGGCGAGCGCGGCCAGGGCGGTGCTCAGTTTGCGAATCATGCTGTTCTCCTTGGATGTT
GGTGGTCTGGGTTGACCGTCCACACCCCCGGCACAACTCCGGGGGCGGGGCGCACGACCC
AGGCTCACCACAGATCGCCGTGCTGGTTCCAGCGCTCGTTCTGTTCGTCGGCACGGTCGG
CGAGGTCACGCTCGCGCTGCTCCTGCTCGATCCGGTACTGGCGGCGTCCGGCCGGCACGG
CGACCGCCAACACCACCACCGTCGCGAGACCGAACGACACCACCGCGACGGCGGGGTCGA
CGTCGGCGAGCACCGCGGACAGCAGGGCGAACACACCGACCCCCAGGGCGGCAAGCGCGG
CGGTCGGGTTGGAACGAGCGGCATCACGCACTTCTCGAATCATGGTGGCGAGCATCATGA
CTCGGCCCGAACGTTCGCGACGGTCAGATGGGCGCGGACGGTGACCACCGCGGCCTCCTG
CGCCTCCTCGCGGCTATCGAACGTCGACGACCACCGGAACGCCGCGATCGGCGCGTACAG
GGTGGTGCGCACCGTGACGACCCACCACAGGACCGCCCCGCCGGGCTCCTCGACGGCCAG
GACGGTGACAGCGAAGTACTCGGCCACGAGGGTCGTCGCACCCCACGGGGTGGTGTACCA
CTCGACCTCGGAGGCGCACCACGGGGCGTGCGCGGGACGCTTGGTCCCGCAGTCGCACGC
CGCCGTGTCCTGCGCCACGAGGGCCGTCACCGGCCCGCCTGGTCGATCAGGCGGTCGGCG
CGGTCTTCCTTCGCCCACAGCTCATCCCGCAACTGGTCGCGGGCGGCGCTGTCGGGCATG
GCTTCCCAGTCTTCCCAGCCCTTCGCGATCTCGGCCTCGAGGTCGGTCAACTCGCTGGGC
GGGTTCAGTAGCTGCTTCATGGTTGGCTCTCTCGGTCGGTGTTGTGGTGACGTGAACAAA
GTAGCTCGAACATAGGTAACAGTTCAAGAGAAACCTGGCACAATCACCCATACTGAACAG
ACATCACCACACAGGAGGGACAACCATGGGAGACGCCAAGACCAGCGTCCGCTACCAGAG
CAACATCATGGAACGCGAGGCCCGCTGCCTCGAACTGTTCCTGGCCGGCGCGAAGTACGT
GCACATCGCCAAAGAGGTCGGATTCCGCGAACCCCAATCAGCGAAGAAGGCCGTCGAACG
CGCGATCGCCCGACGCCGCCAGGAACGCAACGAGCTCGCCGACGAAGCCGCCACCGTCAT
GCTCGACCAGCTCGACATGCTGTACCGGGCGCACATCACCACCGCCCTCGACCGGAAGAA
CCCCGACCAGTACAAGGCCACCGAACAGGTGCTGCGCGTGCTCGACCGGAAGGCGAAGCT
GCAGGGACTCAACGCGCCGGTCCAGGTGGAGACCACCGTGCGGGTGAAAGACGAACTGGA
CGACGAGATCGCCACGCTCGTACGGAAGTTGAAGGAGCAGGGCGACCCGGCGCTCCTGCC
GGACACCCCGGTTCTCGATTCGATCATCGACGCGCAGGTCGTCGAGGTCCCGGCCGACGA
AGGGGTCGAGGCGTGAACCCCGAGACCGCGGTCCTCGACGCGATCGACGCACTTGTCGAT
GAGCAGCTCGCCCAGGAGGCGTCCGGATACGACTACAACATCAACCAGCCCTGGTGCCCG
CACCCCGGTTGTCCAGCTGAGTGGCATGGCCTACCAACACTCCGGTGCCCGGGATCGGCT
GTCGCGGGACCGATGAAGCCACCACCCTGGCCTGTCAAATCGAAGTCACAGGCGCGAATG
GCGATCATCGACGCCGACGGCAACCGGACCCCGATCCGCAGCGCGCTCGTCGACTTCCAG
ATGACTCCCGACCCAGCGGTTGAGCAGTTCCGCGAGGCGTGGGACGGATTCCGCACCACC
GTTGTCGAGGGCTTCCGCACGCTCGAGGTGTCGTTCCAGGGGGTGTCGGCGGACCTCCGG
AGAATCCTCGAGGGCAGCTTCGCCGAGGGTGGCGAAGTGGTCGAGCAGACTCCGCAACAG
CGCGCCCTGCCACGGCCGTCGCATACACCGCCGATGTGGGCGGCCCGCGCCGACGGACGG
AGACGCCGATGACCGCCCGCGTCGTCAACCGGGTGACGCGGCTCCGAGAACCGTCCCGAC
TCCGTCACGACGTCCGAATGTGTGGCGGCCTCGTACCGTTCGTGTCCGCCCTGCTGCAGA
CCTACGGTCCGCTGGCCTTCTTCGTCTTCGAGTACGGGTACGGCGACTACGACCTCGACC
GGTGGCGCATCCCGGACGATCCGTTTGACGCGTCCACGTGGACTGACCCCGAGACACGCG
ACGACTCAACCGCGGCCTGGACGCTCGACGCCTACACCGAGCCACGCCGATGAGCACCGC
AGACCTCTGGTGGTGGGACGTCCTCGGCGCGCTCGCCCTGTCCGTGCCGCTCTACTGGGC
GTCCAGCCGCGCCGGCCACCGGTGGGCGCGGTGGCGCGACCTCATCCGCCAGGAACGCGC
AATCGATCGACGCGAGCAGAACCGCGACCTGGAAGAGATCATGCAGGCGTGGGACGCTGC
CCGCCCCGTCGCTCGAGCAAAGCCGATTCCGCACCCGAACATCACGCCGCCGACCGGGGG
AAGCGGTCAGGCGGCGGCATCGATGGTGCCGCTGATCATCCACCCGGACTACATGGGCGA
CCTCGAAGACCTCATCCAGGCACAGGGGTTCCGGCCCGACGAGTACACAGAGGTCCGTGA
CGGCGCCGGCCGCCTCGTCCGCCTCGATACTTCGCCCGACTTCGACGACTGGGGCTCAAG
CGACACGGTGCTCGG