##gff-version 3
##sequence-region Gordonia_phage_Love 1 60042
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	1	1593	198.4	+	0	ID=Gordonia_phage_Love_CDS_0001;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	1634	1894	52.7	+	0	ID=Gordonia_phage_Love_CDS_0002;transl_table=11;phrog=34768;top_hit=NC_031239_p3;locus_tag=Gordonia_phage_Love_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	1928	2200	44.2	+	0	ID=Gordonia_phage_Love_CDS_0003;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0003;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	2197	2457	24.5	+	0	ID=Gordonia_phage_Love_CDS_0004;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0004;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	2457	2597	-8.4	+	0	ID=Gordonia_phage_Love_CDS_0005;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0005;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	2594	3703	136.5	+	0	ID=Gordonia_phage_Love_CDS_0006;transl_table=11;phrog=33939;top_hit=MG812487_p7;locus_tag=Gordonia_phage_Love_CDS_0006;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	3700	4143	49.1	+	0	ID=Gordonia_phage_Love_CDS_0007;transl_table=11;phrog=21555;top_hit=MF919514_p7;locus_tag=Gordonia_phage_Love_CDS_0007;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	4171	4344	26.1	+	0	ID=Gordonia_phage_Love_CDS_0008;transl_table=11;phrog=21387;top_hit=MF919514_p8;locus_tag=Gordonia_phage_Love_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	4405	4800	72.9	+	0	ID=Gordonia_phage_Love_CDS_0009;transl_table=11;phrog=22356;top_hit=MF919514_p9;locus_tag=Gordonia_phage_Love_CDS_0009;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	4797	5540	16.3	+	0	ID=Gordonia_phage_Love_CDS_0010;transl_table=11;phrog=23085;top_hit=p397789 VI_04029;locus_tag=Gordonia_phage_Love_CDS_0010;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	5638	6180	101.9	+	0	ID=Gordonia_phage_Love_CDS_0011;transl_table=11;phrog=4980;top_hit=NC_005355_p2;locus_tag=Gordonia_phage_Love_CDS_0011;function=moron, auxiliary metabolic gene and host takeover;product=superinfection exclusion
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	6259	6567	27.4	+	0	ID=Gordonia_phage_Love_CDS_0012;transl_table=11;phrog=781;top_hit=NC_005885_p3;locus_tag=Gordonia_phage_Love_CDS_0012;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	6581	8203	172.4	+	0	ID=Gordonia_phage_Love_CDS_0013;transl_table=11;phrog=776;top_hit=NC_029005_p52;locus_tag=Gordonia_phage_Love_CDS_0013;function=head and packaging;product=portal protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	8200	8673	53.5	+	0	ID=Gordonia_phage_Love_CDS_0014;transl_table=11;phrog=14528;top_hit=NC_031112_p14;locus_tag=Gordonia_phage_Love_CDS_0014;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	8661	10961	324.2	+	0	ID=Gordonia_phage_Love_CDS_0015;transl_table=11;phrog=18477;top_hit=MF919514_p16;locus_tag=Gordonia_phage_Love_CDS_0015;function=head and packaging;product=head morphogenesis
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	10958	11176	12.1	+	0	ID=Gordonia_phage_Love_CDS_0016;transl_table=11;phrog=17748;top_hit=MG812487_p18;locus_tag=Gordonia_phage_Love_CDS_0016;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	11246	13828	388.9	+	0	ID=Gordonia_phage_Love_CDS_0017;transl_table=11;phrog=18402;top_hit=MG812487_p19;locus_tag=Gordonia_phage_Love_CDS_0017;function=head and packaging;product=head maturation protease
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	13830	14003	7.6	+	0	ID=Gordonia_phage_Love_CDS_0018;transl_table=11;phrog=23855;top_hit=MG812487_p20;locus_tag=Gordonia_phage_Love_CDS_0018;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	13993	14460	20.0	+	0	ID=Gordonia_phage_Love_CDS_0019;transl_table=11;phrog=10553;top_hit=NC_028801_p10;locus_tag=Gordonia_phage_Love_CDS_0019;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	14463	14576	3.7	+	0	ID=Gordonia_phage_Love_CDS_0020;transl_table=11;phrog=14225;top_hit=NC_028665_p19;locus_tag=Gordonia_phage_Love_CDS_0020;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	14686	16593	318.7	+	0	ID=Gordonia_phage_Love_CDS_0021;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0021;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	16691	17521	134.8	+	0	ID=Gordonia_phage_Love_CDS_0022;transl_table=11;phrog=779;top_hit=p304239 VI_00054;locus_tag=Gordonia_phage_Love_CDS_0022;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	17539	18051	67.5	+	0	ID=Gordonia_phage_Love_CDS_0023;transl_table=11;phrog=14463;top_hit=NC_028665_p22;locus_tag=Gordonia_phage_Love_CDS_0023;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	18156	18851	121.4	+	0	ID=Gordonia_phage_Love_CDS_0024;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0024;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	18978	19460	60.3	+	0	ID=Gordonia_phage_Love_CDS_0025;transl_table=11;phrog=35351;top_hit=MG812487_p26;locus_tag=Gordonia_phage_Love_CDS_0025;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	19457	20320	146.8	+	0	ID=Gordonia_phage_Love_CDS_0026;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0026;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	20320	20832	91.4	+	0	ID=Gordonia_phage_Love_CDS_0027;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0027;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	20836	21759	134.6	+	0	ID=Gordonia_phage_Love_CDS_0028;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0028;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	21935	22708	76.3	+	0	ID=Gordonia_phage_Love_CDS_0029;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0029;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	22705	23253	60.2	+	0	ID=Gordonia_phage_Love_CDS_0030;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0030;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	23250	23657	83.4	+	0	ID=Gordonia_phage_Love_CDS_0031;transl_table=11;phrog=901;top_hit=MG812487_p30;locus_tag=Gordonia_phage_Love_CDS_0031;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	23638	24072	22.3	+	0	ID=Gordonia_phage_Love_CDS_0032;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0032;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	24112	24723	114.0	+	0	ID=Gordonia_phage_Love_CDS_0033;transl_table=11;phrog=14331;top_hit=NC_031112_p29;locus_tag=Gordonia_phage_Love_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	24732	25340	71.1	+	0	ID=Gordonia_phage_Love_CDS_0034;transl_table=11;phrog=13927;top_hit=NC_031112_p30;locus_tag=Gordonia_phage_Love_CDS_0034;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	25435	30264	677.7	+	0	ID=Gordonia_phage_Love_CDS_0035;transl_table=11;phrog=6090;top_hit=MF919510_p42;locus_tag=Gordonia_phage_Love_CDS_0035;function=tail;product=tail length tape measure protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	30275	31231	149.5	+	0	ID=Gordonia_phage_Love_CDS_0036;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0036;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	31234	32997	257.0	+	0	ID=Gordonia_phage_Love_CDS_0037;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0037;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	33010	33483	24.3	-	0	ID=Gordonia_phage_Love_CDS_0038;transl_table=11;phrog=959;top_hit=NC_019516_p145;locus_tag=Gordonia_phage_Love_CDS_0038;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	33603	34160	71.2	+	0	ID=Gordonia_phage_Love_CDS_0039;transl_table=11;phrog=8122;top_hit=JF704115_p20;locus_tag=Gordonia_phage_Love_CDS_0039;function=tail;product=minor tail protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	34157	36082	259.6	+	0	ID=Gordonia_phage_Love_CDS_0040;transl_table=11;phrog=2689;top_hit=NC_031251_p25;locus_tag=Gordonia_phage_Love_CDS_0040;function=tail;product=minor tail protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	36088	36366	21.4	+	0	ID=Gordonia_phage_Love_CDS_0041;transl_table=11;phrog=4137;top_hit=NC_005262_p61;locus_tag=Gordonia_phage_Love_CDS_0041;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	36363	36548	7.1	+	0	ID=Gordonia_phage_Love_CDS_0042;transl_table=11;phrog=23538;top_hit=NC_031239_p42;locus_tag=Gordonia_phage_Love_CDS_0042;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	36634	37287	13.4	+	0	ID=Gordonia_phage_Love_CDS_0043;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0043;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	37284	39104	215.4	+	0	ID=Gordonia_phage_Love_CDS_0044;transl_table=11;phrog=13480;top_hit=NC_029060_p22;locus_tag=Gordonia_phage_Love_CDS_0044;function=lysis;product=endolysin
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	39119	39586	68.3	+	0	ID=Gordonia_phage_Love_CDS_0045;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0045;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	39583	40266	61.8	+	0	ID=Gordonia_phage_Love_CDS_0046;transl_table=11;phrog=1298;top_hit=MF919510_p54;locus_tag=Gordonia_phage_Love_CDS_0046;function=tail;product=minor tail protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	40256	40705	39.4	+	0	ID=Gordonia_phage_Love_CDS_0047;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0047;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	40698	41432	64.8	+	0	ID=Gordonia_phage_Love_CDS_0048;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0048;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	41519	41965	77.5	+	0	ID=Gordonia_phage_Love_CDS_0049;transl_table=11;phrog=17370;top_hit=MF919514_p46;locus_tag=Gordonia_phage_Love_CDS_0049;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	41962	42216	26.0	+	0	ID=Gordonia_phage_Love_CDS_0050;transl_table=11;phrog=5984;top_hit=NC_031249_p49;locus_tag=Gordonia_phage_Love_CDS_0050;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	42213	43340	209.1	+	0	ID=Gordonia_phage_Love_CDS_0051;transl_table=11;phrog=434;top_hit=p212641 VI_05731;locus_tag=Gordonia_phage_Love_CDS_0051;function=DNA, RNA and nucleotide metabolism;product=RecE-like recombination exonuclease
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	43343	43546	25.2	+	0	ID=Gordonia_phage_Love_CDS_0052;transl_table=11;phrog=38185;top_hit=MG812487_p51;locus_tag=Gordonia_phage_Love_CDS_0052;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	43549	43821	53.1	+	0	ID=Gordonia_phage_Love_CDS_0053;transl_table=11;phrog=27530;top_hit=NC_031239_p53;locus_tag=Gordonia_phage_Love_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	43821	44339	7.5	+	0	ID=Gordonia_phage_Love_CDS_0054;transl_table=11;phrog=826;top_hit=KX831080_p127;locus_tag=Gordonia_phage_Love_CDS_0054;function=DNA, RNA and nucleotide metabolism;product=HNH endonuclease
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	44342	45340	162.1	+	0	ID=Gordonia_phage_Love_CDS_0055;transl_table=11;phrog=34786;top_hit=p381215 VI_06799;locus_tag=Gordonia_phage_Love_CDS_0055;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	45358	45789	83.5	+	0	ID=Gordonia_phage_Love_CDS_0056;transl_table=11;phrog=14395;top_hit=MF919514_p52;locus_tag=Gordonia_phage_Love_CDS_0056;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	45767	45967	9.4	+	0	ID=Gordonia_phage_Love_CDS_0057;transl_table=11;phrog=24531;top_hit=MF919514_p53;locus_tag=Gordonia_phage_Love_CDS_0057;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	46003	46176	17.4	+	0	ID=Gordonia_phage_Love_CDS_0058;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0058;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	46176	47288	113.2	+	0	ID=Gordonia_phage_Love_CDS_0059;transl_table=11;phrog=27344;top_hit=MF919514_p56;locus_tag=Gordonia_phage_Love_CDS_0059;function=DNA, RNA and nucleotide metabolism;product=replication initiation protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	47285	47788	43.2	+	0	ID=Gordonia_phage_Love_CDS_0060;transl_table=11;phrog=6055;top_hit=NC_031061_p73;locus_tag=Gordonia_phage_Love_CDS_0060;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	47906	48190	27.3	+	0	ID=Gordonia_phage_Love_CDS_0061;transl_table=11;phrog=33110;top_hit=NC_028665_p56;locus_tag=Gordonia_phage_Love_CDS_0061;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	48187	48579	22.6	+	0	ID=Gordonia_phage_Love_CDS_0062;transl_table=11;phrog=16769;top_hit=NC_031112_p56;locus_tag=Gordonia_phage_Love_CDS_0062;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	48576	49652	114.5	+	0	ID=Gordonia_phage_Love_CDS_0063;transl_table=11;phrog=21374;top_hit=NC_031112_p57;locus_tag=Gordonia_phage_Love_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	49649	49849	19.7	+	0	ID=Gordonia_phage_Love_CDS_0064;transl_table=11;phrog=26886;top_hit=NC_031112_p58;locus_tag=Gordonia_phage_Love_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	49846	49971	7.1	+	0	ID=Gordonia_phage_Love_CDS_0065;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0065;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	50009	50248	3.8	+	0	ID=Gordonia_phage_Love_CDS_0066;transl_table=11;phrog=22035;top_hit=MF919514_p64;locus_tag=Gordonia_phage_Love_CDS_0066;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	50285	50473	15.8	+	0	ID=Gordonia_phage_Love_CDS_0067;transl_table=11;phrog=23432;top_hit=MF919514_p65;locus_tag=Gordonia_phage_Love_CDS_0067;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	50918	51343	50.9	+	0	ID=Gordonia_phage_Love_CDS_0068;transl_table=11;phrog=31047;top_hit=NC_031239_p70;locus_tag=Gordonia_phage_Love_CDS_0068;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	51340	51522	14.9	+	0	ID=Gordonia_phage_Love_CDS_0069;transl_table=11;phrog=33533;top_hit=MG812487_p71;locus_tag=Gordonia_phage_Love_CDS_0069;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	51635	51928	40.6	+	0	ID=Gordonia_phage_Love_CDS_0070;transl_table=11;phrog=32335;top_hit=MG812487_p72;locus_tag=Gordonia_phage_Love_CDS_0070;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	51925	52563	56.6	+	0	ID=Gordonia_phage_Love_CDS_0071;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0071;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	52560	52922	61.2	+	0	ID=Gordonia_phage_Love_CDS_0072;transl_table=11;phrog=33917;top_hit=MG812487_p74;locus_tag=Gordonia_phage_Love_CDS_0072;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	52919	54046	134.6	+	0	ID=Gordonia_phage_Love_CDS_0073;transl_table=11;phrog=26185;top_hit=MG812487_p75;locus_tag=Gordonia_phage_Love_CDS_0073;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	54043	54252	22.7	+	0	ID=Gordonia_phage_Love_CDS_0074;transl_table=11;phrog=21901;top_hit=NC_031239_p76;locus_tag=Gordonia_phage_Love_CDS_0074;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	54635	55102	91.5	+	0	ID=Gordonia_phage_Love_CDS_0075;transl_table=11;phrog=17794;top_hit=NC_031239_p77;locus_tag=Gordonia_phage_Love_CDS_0075;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	55095	55358	44.4	+	0	ID=Gordonia_phage_Love_CDS_0076;transl_table=11;phrog=13001;top_hit=NC_031239_p78;locus_tag=Gordonia_phage_Love_CDS_0076;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	55355	55534	12.1	+	0	ID=Gordonia_phage_Love_CDS_0077;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0077;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	55531	55680	14.3	+	0	ID=Gordonia_phage_Love_CDS_0078;transl_table=11;phrog=24143;top_hit=NC_031239_p79;locus_tag=Gordonia_phage_Love_CDS_0078;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	55684	56043	11.8	+	0	ID=Gordonia_phage_Love_CDS_0079;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0079;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	56046	56318	31.6	+	0	ID=Gordonia_phage_Love_CDS_0080;transl_table=11;phrog=35348;top_hit=NC_031239_p80;locus_tag=Gordonia_phage_Love_CDS_0080;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	56315	56464	8.8	+	0	ID=Gordonia_phage_Love_CDS_0081;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0081;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	56634	56855	20.8	+	0	ID=Gordonia_phage_Love_CDS_0082;transl_table=11;phrog=26914;top_hit=NC_031239_p82;locus_tag=Gordonia_phage_Love_CDS_0082;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	56910	57284	62.3	+	0	ID=Gordonia_phage_Love_CDS_0083;transl_table=11;phrog=26813;top_hit=NC_031239_p83;locus_tag=Gordonia_phage_Love_CDS_0083;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	57297	57599	51.0	+	0	ID=Gordonia_phage_Love_CDS_0084;transl_table=11;phrog=15181;top_hit=NC_031239_p84;locus_tag=Gordonia_phage_Love_CDS_0084;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	57596	57901	65.3	+	0	ID=Gordonia_phage_Love_CDS_0085;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0085;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	57898	58284	32.8	+	0	ID=Gordonia_phage_Love_CDS_0086;transl_table=11;phrog=17681;top_hit=MG812487_p86;locus_tag=Gordonia_phage_Love_CDS_0086;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	58341	58604	29.2	+	0	ID=Gordonia_phage_Love_CDS_0087;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0087;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	58601	59341	68.5	+	0	ID=Gordonia_phage_Love_CDS_0088;transl_table=11;phrog=23085;top_hit=p397789 VI_04029;locus_tag=Gordonia_phage_Love_CDS_0088;function=unknown function;product=hypothetical protein
Gordonia_phage_Love	Pyrodigal-gv_0.3.2	CDS	59530	60039	76.1	+	0	ID=Gordonia_phage_Love_CDS_0089;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Love_CDS_0089;function=unknown function;product=hypothetical protein
##FASTA
>Gordonia_phage_Love rotated=True rotated_gene=terL
GTGCCGGTGCATTCCGAGCGGCTGCAGAAGCTGCTGCAGGCGCGGCAGCTCGCCGAGCTG
TGCGCGAAGCTCGACATACCGCTCGGCGACGCATCGTCACCCGGCCAGTTGGCGACGCTG
CTCGACCCGAACAATCAGGTGCAGCGGCCGCACCTCGAAGTGATCGACGACGCGCTCACA
CACCTACTGGCGACACCGCAGGCGCAGCTCATGATCTGGACGCCGTCACAGGTCGGCAAG
TCGACGCGCGTGTCGGTGTTTTTCCCGTTCTGGTGGATGACGAAGCGGCCACGCGACCGC
ATCCTCAACGCCTCAGCTGAGGAACGATTGGCACGCCGCAACGGGTCCGCGGTGCGTGCG
CTGGTGCAGGAGTTCGGGCCGGCGTACGGCCTGAACCTCGTCGCCGACGAAGGGTCAAAA
TCGGACTGGGCGATCCGCGCCGGCGGCAGCCTGCGGTCGCGTGGTCTGCGCGGCAACTTC
ACCGGACAGCCCATGGATCTCGGCATCATCGACGACCCGTTCATCTCACGCGCGCAGGCC
GAGTCGTTGAATCAGCGCGACTTCGTGTGGGACTGGTATTCGTCGGTGTGGTCGCAGCGT
AAGTCGCCGACCTACCGTGAGGTGCTGGTCATGACGCGCTGGCACGAGGACGACCTCGCC
GGCCGGCTACTCGCCCGCGACGGCCGCGTCGAGGACGGCGGCAAGTGGATCGTTGTGCAC
CTGCCGGCGATCGCGATGCCCGAGGACCGGGTACGCGGTATCTATGCTGACCCGCTCGGC
CGGGCGCCGGGCGAACCGCTCACGCACCCGCTGCTCGACCCGGACGACGTCGACGGGCTG
CTCGCGTGGTGGGCGCAGAAACGGGCGATGTCGACCGCGCGTGACTGGGCGGCGATGTCG
CAGGGTGTGCCGTCGGACGCGACTACCGCGCTGCTGTCCGAGAACGCGATCCGCACGCAC
ACGAAACCGGCACCGGTGCGGGACGACCTGCGGCGCGTCGTGATCGGTGTCGACCCGTCC
GGCGGCGAGGGCGAGAAACACGACACCGTCGGTATCGCGGTCGCCGGCATCGACGGCAAC
GGCACTGCGTGGGTCCTCGACGACAAGACGGACACGCTCGGCCCGATGGAGTGGCCGCGA
CGCGTGTGTCTCGCCGCGCACCAGTACCAGGCCGGCAGCATCGTCTACGAGAAGAACTAC
GGCGGCGGCATGACGAAGGTACTGATCCAGCAGGCGTGGGCCGACCTGCAGCGCGAGGGC
GACATACCGGCGGCGGAGAACTGCCCGCACGTGACGGGCGTATCGGCGCGTGTGTCGAAG
GTGCTGCGCGCCGAACCGATCGCGCAGGCTGTGCTCACTGACCGCGTGTACTTCGCGCAG
CTCGCCGACCTGACGAACCTGACGAATGAATGGCGGCTGTGGCAGCCCGGTTCGACGTGG
TCGCCGGGTGCGCTCGACGCGAACGTGTACGCGCTGACCGAGGTTCTGCCGCCGGTCAAT
GCGCAGACCGAGGTGTCGCGTCCGACGGGTGGCCGGCAGCAGGGTGCGCGTGGGTCGGGG
CAGTTCGCGGGTGTCCGGCGCCGCGCATCCTGACCGCTTGACTGTAGCCTCGTCATGAGG
CTACAGTTGCGGCATGACCGCACGCATCGACACCACCGCCGCCTACAACGAGGCGAAGGC
AATCGTCACCGCCGCACTCGCCGGCACCGACCGCGACAACCGCATGACCGCCGAGCAGGT
GCACGCGATCACCGGGGACCTTCCGCTCACCATGCACGCCGGCGTCATCGAGCCGATGGA
CATGATCGACCTCACCAGCCGCGGCGCCGAGGTCGCCGGCGACGACACCCGCGGCTACTA
CCTGCGACGCGTCCGCAACAACGGCCGCAGCTGACCATCCATCCCGCCACCCGAGAGGAC
ACCGCACATGTTCCCCACCTGCGCAGTATGCGGACAGACCGACGTCGAGGACGCCGGCGA
CCACGCCGAATCGACCGGGCATTGGCCCTACACTCCCGAGGCTGCGGCCGCCGGCCGGAT
CGTCGGCCGCGTCGGACACGAGCACATCATCGCGAACGGTGTCGACACCGAACTGTGCGC
CAAGTTGATCGCCCGCGAGGTGCGCCGCAACCCCGGCATGACCACCGGCGAGCTGACCGC
GGTCGTCATCCGCCGCGCCGAGCAGCTGGCCGCCCGATGACCGCGGCGTCGTCGTTCGGC
CGGGTCGCGTGGTTCGGTGGCGACCTCGTCGAGGTCACCGGCTACACCGGCGGCGGCATG
GTCACCGTGCTCACCAGCCACCGCAGCCCGGCCGGCGAGCTGGTCGTGTCGCCGGCACTC
GCATCGGTCGCCGACGTCATCGTGTCAACGGCGCCGATCCCGCCGCGCCGACGCCGGCGC
CGCACCGTGCCGACCACGGCCGGCGACCAGTTCCTACTGTTCGACACGGCGAGCTGATGG
ACACGTGCACGTGCGGGCATACCGCGCTGTGGCACCTCGACCGTGACGGCGAGTGCACAC
GCCTCGTCAGCGGTTCCTATGCGACGTTCGATGCCGACTACTGCGGATGCCCGCACTTCA
CGAGGGAGCAGCGATGAGTGGATACCGACCGAAGCCACTCCCCGGCGGCGTAACGCCGTC
CCGGATCCCGCCCGCCGGCGGTGGCGGCGTCGCCCATGAACGCGTGGTGCGGGCGCTGCG
TGACACACCGCCGCGTATCACTGCGGTCGTGCACGTCGGACGCCGCGAGGTCGCCCGGTT
CGGTGACCGCGGCGACCTGATCGCCGCATCGTCCCGGTTCTGGGACACGCTGCGCAGCGA
GGACCCCGACACCATCGACGTGTGGCTCGCACCCGACGTCAGCGACAAGACGCGCGACCG
GGTCACCGATGTGTTGCGCGACGCCGAGCAGCACGCACAACGCCGACGCGAGGCTGCGCG
CGCCGAGGTGGCCGAGGTGGCCGCGGCTGCGGTGATGGACGTCGACACCGCCGAGCGGTT
CGACGCGCACCTGATGGGCGCCGGTGTCCTGTACGACCCGAACGCGGCTGCCCGACACGC
ACGCCGCGACCCTGTCATCCGGTGGCCGATAGCCGACCTCGTCGAGTACTTCGCGAAACC
GGGCATCGGCGCGCCGCCGCTGCTGCCGGAGTGGGTGACGCTCGAACAGTTCGCCGGCCG
GCTCGTCGAGCAGGCGAAGAACGAGGGCCGCGACGTGTGCGGGCTGGTGCGTGATCACCG
CGGGCTGCTCGTGAAAGTGGTCGCGCACCCGGCCGGCGATTGGGACTGTGAGCGGCAACT
CGCCGCGGCCGGCGAGGCGCCGTTCGACGATTGGGGCAGCAGCGAGTACCCCGACGAGCG
TGTGCGGGCCGACCGGCGAGCTGCGCGCGGCGACCGTCCAGACCCGTTCCTGCGCGCGTT
CCGGGCGTACGTCGCGTTCCTGCAGCGCGTGTTCGGCTTGTTCCGCGACCACCCGTACGC
GACGGGTGTGCCGGTCATCCTGCTCGTGACGGGGCAGGTCGGGCGTTGGGTCGGCGGTAT
CGACTGGCCGGTGGTCATCGTGTCGACGCTGATCGTGCTCGCCGGCGTATTCGTTGTGGC
GCTGAGCGTGTCGCGCCGCAACTACCGGCGTGAGATCGAGGCAGAACGGGCCGCGCTCGC
CGAGCGCGCGCAGAAACAACACGAGGAATGGTTGAAAGAATGAACACGACGATGGTGACG
TACGGCAGCCCGGAGATGGTCGACGTCGAAGTGACGGCGACCGTGCGGACGATCAAGACG
CGCGCGCGGCCGCAGGACGAGAGCCGCATCGTCGACAGGTTTTTCGACCCTGTCGTGATA
GAGGGATTCGAGGTGAAGGTCGGAGACACCTACCGGATCAGGGTTGGCGGGCAGTTCGTG
CACGAGTTCGACCACGACGTCGACGACACTGACAGTCCGTTCACGATGGCGGAGCTACCG
GACGGCACCCGCCATATGTCGACGCGCGACGGGCTGTTCGCGATGACGCAGGGCCGTGCG
GGTACGCGGGTGACGTTGCGGGATCAGGTTGAGTGGTCGCGGTTCGGGTGGCATGTGGAC
GGCGAGCGGGTTGGTTGGGCGATTGGGTCGGGTGTGTTCGATTCCCGCAAGGTCTTGCAA
TAGCCTCGTGACGAGGCTACAGTCAACGACATGACCAGCACAGCACTCGCCCACCAGCTC
AACGTCGACCCCACCGAATTCGACCTCGACGCCGCACTCGTCGACGTCCACAACAGCATC
GGCCCGCTCGGCAAACACCACCGACTGACCGCCGATGAGATCGACATGGTGTGGGAACTA
GTCGAACCGCACCGCAACTACTGACCACCCCGCGGGCCGGCCACCCGGCCGGCCCGCACC
AACCAGCCGAAGGGACCAGACCCCATGAGCTTCACCGATTCCGACCTCGACCCGACCCTC
GACGCCGCATACGCCGAGATCGCCGCCGAGCACGTCGTCGACGAGCACTTCGACCGCATC
ATGCGCAGCGTGTTCATGACCGGGCCGGGCGTGTGGATGCGCGCCGGGATCCTCGACACC
GCACGCAACCACGACCTCGACCCCGCCGTGTACGCGGCGACGGTCAAGCACTACGCCGAG
CGTGCCCGTCAGCGCGGCGACGTCCGTCACGACTACGACCGCATCCTGCACAACCTCGCG
CACACCGACCTCACGTTCGACCCCGCCGAGGTCGCGTTCGACGACGGCACCCGCGCCGTG
TGGGATGAGTCGGTGCGTGGCTGGCAGTTCGTCGGCGACCCGATCGCGATCGCACGATGA
ACACCCCGTACTACTCCGACGGCTTCGTCACGCTGTACCACGGCGACTGTCTGTCCGTGA
TGGAGACCCAAATAGCAGAATGCTCGATCGACGTAGTGCTGACCGACCCCCCGTATTCGT
CTGGTGGTCGCCGCGAGAACGCCCGATCGCTGCGTAAGTCGATGACTCGCACCACCGCAG
ATGATGCGTGGATTCGTGGAGACGCTATGAGTACCAACGGGTTTATGCACTTGATTCGAC
TATGTGGCATTGAGTGGCGACGAGTCCTGAAACCCGGTGGACACGTTCTGTCGTTCATCG
ACTGGCGCATGGCGGCAACTCTGGCCGCGGCACTAGAAACCGCAGACCTGCGGCAGCACC
CGACCCTTGTGTGGGATAAGCAGAGGTTAGGCATGGGTGCAGTGTTCCGCAATCAGCACG
AGTTCATCGTTCACATGAGCGCCGGAAATCCCGCATCACCCCATCGCCGAGACGTGCCTA
ATGTGATTGGCGTACCACCTGTTCGTAATGGAGAACACCCCACCGAGAAGCCCGAACCGT
TATTGCGCACACTGCTGTCTGTTGTGGCTACGGCTGGCGATGTGGTGCTCGATCCGTTTG
CGGGTAGCGGAGCAACGCTGACCGCTGCGCAGTCTTTGGGCATTAAGTCCGTAGGCGTCG
AGGCGGATGAACGGTATTGCGAGGTGATCGCGAAGCGACTGAGTAGACAGACGATCGCGT
TCGACTTCGGGGGCAGCTGACCGTCCCGGTCCGGCAGCCACCCCGCACGGTGGCTGCCGG
CGCCGAGTCGACCAGATCCGTTCGACTGACCGCACATCACAGAGAAGAGACCAGACCATG
AAAACTCGATACAAGGTGCTCGCCGGCGTCGGCGCGTTCGTCGTCACGCTCGGCATCATC
GGCGCCGTCACCGGTGACGACGAGGCCACCGTGCGCGGCAACGACGTGCAGACCGCCGCG
GTGCTGCCGTCGACGACCGCACCCGCCCACACGACCGTCGAGCTTGACGAACCGTCGACC
GTCGAGACGACCACCACGACCGAGGCGCCGGCCGTCGAGACTGTGGACACGCCGTCGGCG
ACCGTGTCGCAGACGCAGGCACTCGAATCGGCCGAGCAGTACCTCGCCTACGTCGGTGGG
TTCTCGCGCGCCGAGCTGATCGACCAGTTGGTGTACGAGGACTTCTCGCGCGCCGACGCC
GAGTGGGCCGTCGACAACGTGACTGTGGATTGGTTCGAGCAGGCCGAGAAGTCGGCAGCC
GACTACATCGAGTTCGTCGGCGGGTTCTCGTATCAGGAGCTGGTCGACCAGCTCGTCTAC
GAGCAGTTCACGCAGGAGCAGGCCGAGCACGGCGCGAAGTCCGTGAACCTCACACCCTGA
CCGTCGCCACACCCGCACAGTGCCCCGGAGCCGCACGGTTCCGGGGCACTGTGCTGTCTG
CGGGATACCCTGTCAGTCATGCCGCACATGGACCCGCTCACGCTGCTACTCACGATCATG
TTCGTCTGGCGCGTCACTCGCCTGATCATCGCTGACGCGATCCTCGACCGGCCGCGTAAC
TGGATCGTGCTGCGGTACGGGCCTGAGCAGTGGTTTGCGTACCTGATCACGTGCGCATGG
TGCGTGTCGGTGTGGGTCGCGGCCGCTGTGTTCGTCGCGTCCTACTGGTGGGCCGACACG
GTTGTGTGGTTCATCATTGTTGCAACGGGCGCCGCATCGCTCGTCGCGGGGATCGGGTCA
CGGTGGCTCGACCCGATCGACGACTGAGTGAGGGGCGCACATGCCGAGGTCCGATAGCCG
AGCACTCGCGATCGCGCGCCGGCACACACCGACACCGCAGAGCATCATCGCGGCCGCGCG
TGCAGCGGCACCGACAGCGCAGACCATCACCACCTACGAGGTGAACCGGGACCGGCCGTC
GGCGCGGCGAGAGCGGTCGGTGACCGCAGCTGTCGAGCCGCTGCACGGTTCGCAGCAAAT
GGCGTCCGGCCGGCCGCAGCGACGGAAACGGCGCCGGCAGGCCGAACGCTGGCAAAACGA
GGTGTGGGAGCTGCGCCGCGAATCGCCAGAGCTGCGGTTCCTCGCCGACCGTAAGGCGCG
CGCCGCCGGGCAGTGTCGGCTGTACATCGGGCACATGCCGCCCGGTCATCGGGGCGAGCC
GATGCGTGTCACAGAGGGTGTCGCCGCGGAACTGTCCGACGTGCTGTTCGGCAATCAGCC
CGACGTCGAGCAGAAGATTCGCCGGTACGCGCAGCACATCGAGTACAGCGGCGAGTCGAT
TCTGAACGCGCGGGATAACCCGGAACGGCCCGGTGAGCTGTTGTGGTCGGTGCACTCGTC
GCGTGAGCTGATCGGTTCGCAGGCAGGGCAGTATCAGATCACCGACGGTGTGACGCCACG
CAAGGTCGACGACGACGCCGAGATTCTGGCGCGGTCGTGGATCCCCGACCCGGAACTGAT
GGCGCTCGCCGACGCGCCGGTGCGGTCGCTGCTGCCGGTGCTACGCGAGCTGGTGCAGAT
GACGAAGTACGTCGGCGCACAGATCGACTCACGCCTCGCATCCGGTGGCGGTCTGCTGTT
CGTGTCCGACGACGTCGAGATATACGACAACGAAGGCAAGAAACTCGGGTTCGCTGACGA
GTTGCATTCGTACATGCTGACCGCCGTCGAGGACCGCGGGTCGTCGGAGTCGTTGGCGCC
GATCGTGGCGCGTGTGCCGTTCAAGGAGAACCGGCCGCTGTCCGAGGTCGCGCACCTCAT
GACGTTCGGCGAAGTTCTCGACGCGCACATGCACGAGCGTCGCGCCGAGGCGATCCAACG
TGTCGCGCTCGGCATGGACTCTGACCCTATGGTGCTCAACGGTGGCGGGTCGGCGAATCA
CTGGTCGATGTGGGCTGTCGACGAGGGTGAGCAGAAGTTCGGTGTCGCGCCGGTCGTGAC
GTCGATGTGCCACACCCTGTCGAATGAGCTGGTGCAGCCGCTACTCGCGGCGAAGGGCGT
CACCAACTCGCATGAGTTCGTCGCATGGTTCAACGACGACGAGCTGAAACTGCGGCCGGA
CCGGTCGAAGGATGCGCAGCTGCTGCACGAGCGCGGGATCCTGTCCGACGAGGTCGCGCT
CGCCGAGTCCGGGTTCGACAAGACGGACATGCCGTCGCAGGGCGAGATCACGGCGCGGTG
GCTGCGTGAGAACGCTATCGCGCTTATGGGTATGAATCCGGCGGTCATGGGTCCAATCCT
CGAAGGTATGGGCGTGAAACTACCGGCGGCACCGGCCGCGCCGATCGAGGTGAAGGGACC
GGCCGAGCCGCCCGCCGTGACCGCGCCAGCACCAGACAACTCGCCGCCCGACACACTCAA
CGACCCGCCACCAGCCGCGCAGATCACCCCGGAGGGATCATGACCACACCCCACGAGGCG
CGACGGGCCGCGTTCAGCGAGCAGCGGAACACCCGCCGAGGTGTGCGGCAGCGGCACCTG
ACCGGCGACGAGATGCAGGAACTGGTCGAACAGCAGCAGCCACGCGACAGCATCGACGCG
ATCGAGGCGGTGTGCATGTTCGCCGTCGTGCGGGCGCTGCAGTTCGCCTCGATGCGGTCG
AAGGCGTCGGGCCGCAACTCGGGACCGCGGTACGGCGTCCCGCAGCACCTCGTGCACACG
CGCGTCGACCTGCTGTCCGCTGGCGACGACTGGCCGGTGCTGCTGCGCGGTGCGTGGGAC
ACACTGCCGGCGGTGCTGCACGGCGACACCGACCCGTACGCGAGTGTGTGCGAAACGTAC
GTGCGGCACCTCGTCGTCGAGCAACGCATTCCCGACCGCAAGGCGCTGCGCCGCCGACTG
CTCGACGCTGGCGTCCCGGCGTGGCGGGCGTAACTCGGCGCCGCGCTGAACATCAGCAGC
TGCTGCGCCGCGCCGAACGCGGTATCGACGCCGCCGTGCTCGCCGCGATGGACGTGTGGC
TGACCGCTGTCCGGTTCGCACTCGTCGACGAGCTGGTGCCGCGTCGTATCGTCGCTGACG
CCGAGTACGCCGTCGACGCCGCAGTTCAGCGCACGTGGGGCGTGTGGCAGAACCAACTCG
AAAATCAGGTGCTGCCGACCGTGTCGGTCGCGTTCGGCGACGCATTCCAACAGGTGCGCC
GCGCCGACCCGCAGGGCGCGTTCGCACACCAGCAGCAGTACCTGGCCGAGGTGTCTGACC
GGCTGCGTATCTGGCCGGCCGGCGCGTTCGAGGACATCCGCCCGGAACTGCTCGAATCGC
TGTCGGATGCGGTGACCATCGACGAGATGACCGAGCGCGTCGGCCGGGTGCTGAACATCG
ACGCGAAGTCGCGGAAGCTGCGCGCGCAAATCAACGACGTCGAGGCGCAGCTCGCCGACC
CCGATCTCGACCCCGCGGACCGGCCGGCGCTCACGCAGTGGCGGCGTGACCTGTGGGAGC
AGCACGACGAATCGTTGAACGAGTGGCAGTGGAAGGCGCGCCGGATCGCGCGGACGGAGT
CGCACGGTGCGGTGTCGGCGGGGCAGCTCGCCGCGGCGCGTGTCGTCGAGCAGCAGACCG
GGCTGCGCATGTGGAAGCGGTGGTTGTCGACCGAGGATCAGCGCACCCGCGCGTCGCATC
GTGTGGCGGACGGGCAGACGTGCCCGCTTGACGAACCGTTCCGTGTGGGCGGGTTCCTGC
TCGAACACCCCGCCGACTCGATCTCGGTCGCGCCGCATGAGGTCGTGAACTGCAGGTGCA
CCATGCTTGTGTATGACGACAACGAGCTGCAGGACGAGTTCGACGACCAGGGCGGCAAAG
GGCCGGTGGAGCCGGGCGCGGTGCGGATCGGGCCTGACGACCCCGACGCCGCCGATGCCG
CGATCCTGCAGGTCGCCGAACGCGAGAAGCGGGCAACACCGCAGGTCGGGCAGCGCGGCG
AGGATTACGGACAGCAGCTGCCGGCGCAGCCGCTCGACGTCGAGCTGACCGACGAACGCA
CCCCGATACCGGTGCCGGACCTCGAAACAGCGTCCGATCAGCGACTCGCCGACTACCTGA
TCCGCACCGACGAACGTGACGGCGACCCGACGCTGCGTGACGAGGTCGACGCCGAACTGT
CACGCCGGCGCGAGGCCGAGGCGTTCGAGGTGCAGTTCGGGCAACCGGAGTACGCCGACG
ACGTCATCGAAGTCGACGACGACGATGCGTGGCTCGACGACCCAAGATTCAGGGATCCCG
GCGACGACGGCACTTATGAGTCGACAGACGTAGAACCGGATCCGGACTATGACCCTGACC
TGTCGTTCGACGAGTGGGCGGCCGAGCCGGACGAGTCGCGGCTACCCGACGACGCTGTGC
CGGCCGACCCGCCGCTGATCCCCGAACCGCTCGACTTCGACGAGGGTGACGAGGACTGGG
TCGCGCTCAACGATGAGTGGGAATGGGTCCGCGGTGCGCTGCACGAGACCATCGCCGAGG
GCAGCACCGACTACGACCTGCAGGAGTTGATCGAGTACGTCGCGACGCTCGAATCGGCGC
GCGCTGACCTGATCGCGAAGGCGGCGACCGTCCCCGACGTCGACCCGATCGCCGCCGAAC
GCGCCGAGTACGTCGAGTTGTGGGGCGAAGCTGCTGCGGTCGCCGAGTTCGACCCGCTGC
ACGCGCCGCGCGAAGAGACCAGCGAGGACCGGCGCCGGCGGGCACTCATGGAGCAGGCCG
ACCAGCTCGCCGAGGACCGCGGTATCTCATATGAGCAGGCGCTCGCCGAGATTCAGGGAC
TCGACCCCGACCAGGTGCGGCGCCGCGAGTTCGTCGCCGAGGGTAAACGGCAGGGTTTGG
TGTCGACGAGTTACGCGTCGATGCTCGACGAGCTGCACAACAATCTGTCGTTCGACTGGC
TACTCATGTGCGAGGACGCGACGAACGGGCAGACGTTGAAACCGCGGTCGCGGGACCTCG
GGCAGTTCGCCGCCGACATGCTGTGGAAAGTCAACGACAACACCGCGCGCAAGCACATGT
CGGACGAGGCTGCGCTGTGGTTCGACCAGAACGGCCGGATCACAAAGGCCGACCTCGGCG
CGATGATCGAGGACGGCCGATGGGCGTTCGACGCGCAGGCGGTGCTCGACCTGTATGCGA
CGTGGCCGGGCCGGCGTCTCGGTGGAGACTATCTGGCATGAGCGCACACGACCGCACTGC
AGAGCAGCCGCTGCCGACGCACGAGGCGACACAGCACGCGTACCGGGAAGGGATGCAGGC
GCGGCCGGGTGCGGCTAACCCGTACGCCGGCGTGCGTGTGCTGGCGTCGGTGTGGGCGGC
CGGGCGTGATTGGGCGAAGCGACGCGCGTTCGCCGATCTGCAACGCCGCGAATCGGAACG
CCGCCGCGCACAGTAGGCCGAGACGTCGTGCCCTGTCGGTCATACTCAGGTGAGGCCACC
ACACGACGAGCAGAGGATCGGGCACGTGTCCAAGCACATCGGCGCCGCATTGAACGCGGC
GAACATCGTTTACGACCGCGACGACTTCGCTGACCCGAAACTCGACCGGCTGACCCCGAT
CCAGGTGACGAAAGATGGTCGCGTGTTCGGGCACCTCGCCGGCTGGAAGTCCGAGCACAT
CGGCCGTCCGGGTGTGAAACCGCCGCGCGGCACCGACTACCGGTACTTCCATCAGGGTCT
GGTGCCGACACCTGACGGCGACCTCGCGGTCGGGCACCTGACCCTCGGCACCGGGCATGC
CGGCGCCGGAAACATCAACGCCGCCGCCGAGCACTACGACAACACCGGCGCGCAGGTCGC
CGCGGTGCGGGTCGGTGAGGACGCGCACGGTATATGGTTCGCCGGCCGCACACACCCCAC
GACCGACGACCTGCAGCGGCAGACACTGCGCCGCTCGTCGCTGTCGGGTGACTGGCGCAA
GGTGAACGGGCAGTACGAACTGGTCGCGGCGCTCGCCGTCAACGTGCCCGGATTCCCGAT
CCCGCGTACCGAATCGCTCGTCGCGTCCGGTGACGACACGATGCTCGTCGCCGCCGGCAT
GGTCCGCAACGGGCCGATCACATTCGAGGAAGTGCAAGCGATGGTGACCGCCGCCGGCAT
CGACGCGCAGGCACGCGTGAACCGGGCGATCGCACGTGAACGGCTGCGGCAGCGGGCGCT
GCCGGTGCTCGACGAGATCGTGGCGTCGGCGCGGGTACAGAAGCGACGCGAGCTGACGGC
ATCGGCGCACCGCATCCGCCGGCAGCAGGCCACCGACCGGTATCTGTCGATCCTGGCCGC
CGGTGTCGACACGTCGGGGCGGATGCCGCCGGAGCTGCACCGGTACTGGACTACCGGCGT
GGGACTGGCGCGGTGGGCGGACACCACGACGCCGTACCGGTCGTTGGTGTCGGCGCTGCA
GTCGGAGATCGCCGACATGTCGCCGGAGGACATCAAGGGACTCGCCGCGAACCTGTATCA
CGACGTGTTCAAGCAGTGGCCGGGCGACAAGTCGAAGGGTGGCGGCGCGATCGCGGCGTC
GGCGGCGCCGCTGCCGGCCGAACGGGCGCAGGCGTGGCTCGACGACCCGCAGGTGCAGGC
GCTGCTCGCGGCGCTGCCGGTGCCCGGCGCCGACCCGGAAGTCGTGGCCGAACCGGTGCC
GGAGGACGTCGTCGAGGCCGAGCCGCGTACCGACGGCATGATCGCGCTCATGCCCGCCGA
GTCTGACCTCGGCGTGATGCTGTTCGAGGGCATCGGCGAAACGGATCCGCACCTGACCGT
CATCTATCTGCCCGACGGCGGCACCCTCGACGAGGTCGGCCGCAACTCGATCCTGTCGAC
CGTGACCCGACTCGCCGAGACACGGCAGCCGATCATCGGTGAGCTGTTCGCGCGCGCCGA
GTTCAACGCGTCCGACGACACGAAGGAGCAGTGCGCGGTGTGGCTGGTCAACGGCGTCGA
CGTCGGCCGGCTGCACGACGACCTGCGGGCCGCGCTCGGCGACCGGGTGCCGCCGTCGGA
GTACGGCGCGTTCGTCCCGCACATCACCGCCGGCTACAACATGGCCGCTGACCGGCTGCC
CGTCGGCGGGTCGGTGCAGTTCGACCGGGTGCGTGTGTCGTTCGCCGGTGAGAACGTCGA
CATTCCGCTCGGCACCCCGACCGCCGACGAGCCGCTGCTCGGCGAGGTACGCGACGATGT
GCCGGCGTTCGGCGACCCCGAAGCGTGGGACGCTGTCGCCGCGGCCGGCGACAAGCGGAA
GGTGAAGACACAGGCCGGCGCCGACAAGTTCGGGGTGTCCATCGGCGACGTCATCGGCAA
GGGCATCGACGACGCCGTCGACAACGCGAACGGCGCAGTCGACCGCGCGCAGGCCGACGC
CGCAAACCTCGGCAAGTCGGTCGCCGAGGCGCTGTTCGGGAAGCGACCCGAACCGAAGGA
CGCACCACCGCCGGCCGAGTCGGCACCAGCCGCACCGCCGGCACCGGAGCCGAAACGCGC
CGCGCCGGAAGCGGCGCCGGCGAAGGTCGTCGAGGCGCCGAACCCGTCGCGACCACGCGC
CGAGGACGCCCGCACCTACGACGAGACTGACGCCGAACCGATCGAGAACCATGCCGGCGA
ACCGGAGACGTCGACGCCGTCCGATGTCGACGTGCGCGTGACGTCGGACGTGCAGCCACG
CATGGACGTCGGCGCCGGCACCGATCACCCGATGGCCGAGGATGAGGCGCCGATGACCGG
CGCGGAGGGCGGCGAGCTTGTCGAGTTCGGTGACGGCGTCGCCACCTACAGCGACGGCAC
GCAGACCGACGGCACGGTGTGGACTCGGTCGCCGGTGCTGCCCGGCATGGGATACGACGG
CGTCACGCTGCTCGAAGATCAGGCGCCGTTGAAGGGCGCCGAGGGTGGCGACCTCGTCGA
GTTCGACGGCGACCGCGGTGTCGCGGTCTACTCGGACGGCACCGAGACCGACGGCAAACA
GTGGACGCGCAGCGGGCAGGCGCCGCCGGTGACGGCGTCGGGTTTGTCTGTGTGGCAGGT
GATCACCGCGGCGGGGCGGGTGCGGTGACATGGGCTGGCTGCTGTTCGGCGCCGTGTTCA
TCCCGGTTCGGATCGCGAAGATCATCGAGGACGCCCTGTCGCCGCGCCGGCGGCGTGAAC
TGATCCAGCAGCAGACACGCGACGAGGTCGCCGCGGCCGCCGAGCGGTCAGAAGAGTATC
GGAGGACACGGTATGGGTTGTAGATTGCACCGCATGGCAGCTACTCCCCCGATCGAACGG
TTCATGCGGCACGTGGACAAGTCCGGCGAGTGTTGGATATGGACGGGCGCGACGGCAGGG
TCAACGCGCCGGTACGGCTATTTCCGTGCGACGACGGATCAGAACGACCCGAAGGTCTAT
GCGCACCGCTGGATCTACGAGCAAACAATCGGGCCGATCCCCGCCGGCTACGACATCGAC
CACGTGCAGGACCGCGGGTGCACGTCGCCGCTGTGCGTGAATCCGGCACACCTCGAAGCA
GTCCCTCACGCCGAAAACATGCGGCGCGCACGGCTCACTGTGTGCCGGTCCGGCCGCCAC
GATCTGACTACCGACGACGCTGTCGTGTGGGACAAACTCGGCCGCCGCCGCGGATGCAAG
GTGTGCCAACGCGAAAGGGGGCGAGTCCGATCGGATGCAATTGCAGGCGTCGGGAGATAG
TCGTGTTCGAGGTGACGAAACGCGACAAGACGGTTCAGCGGTTCCTGACCGAGGCCGAGG
CGAAAGAGAACACCGACGTCGCAGCCGGTGATGTGTGGCGCAAGGTTACGCGCTGACCTG
TACGGGCTGCGCTACCCTACTTGTCAGGTGGGTTTGCATCGCTGGCTAGGGGCCGGAGTA
CCCAACGGGATACGGCACTCTAATCACGGAAGGTGATCCCCAGCGATGAAGGTAACTCTC
GAATCCCTGATCGAGGCAGCGCAGGCGACCGACGCCAACGGCAACACTCTGTCGGCAGCT
GACCGGCAGTCGAAGATCAGCGAGCTACTGCAGGACGCCGACCGCGGCGACGTCGACGCA
ATTCTGAACGAGTCGATCGAGAAGTACCGCGACCTCGACGCGACCGACCCGCAGGACGAC
GCCGAGCTGTTCGGTCTCGAACTGCTCGTCGACACCATGACCGCGGCGCGCGGCATGCAG
ACCAAGTTCGCCGAGGCTGATGCCGCGAAGCAGCAGCAGCGCGCCGAGCTGGCTGCCCGC
GTCAACGAGCTGACCGCCGAGTCCGAGCCGGCCGGCGAGAACGGCGAGCAGCCCGGCGAG
CAGACCACCGGCGAAGAGACCACCGGTGACCCCACCGTCACCGAGAGCGAGACCACCGAG
GGTGGCGACCCGACCACCACCGAACAGGATCCCGACAACGGCGGCAGCGACCAGTCGGCA
GAGACCACCGAAGGGGCCGAGATGGTCGCAGCATCGGGCAAGCGTTCCCATTTCAGCGTC
GGCGCCGTCGCCGCACGCAAGGCGACCGGCGATGTCCGGTCGCCCGATAACCCTGCCGAG
CAGGCACCGACCGGTGTCGTCATCACCGCATCGTCGGGTGTGCGCGGCCACAACACCGGG
CAGCAGCTCGACGGCATCCCGGCGCTCGCGCGTGCCGCTGCCGCGTCGGTGCGCGGTCTG
CCCACAAAGGGTGTCCGGGCGATGGCGAAGGCCGACATCGCGTCGCTCGCGATCCAGTTC
CCCGACGAGCTGGTCGCGTCCGCTGACCGTGACCTCGCGCCGATCCTGCGGAACGCCGTC
GACGAGTCGCGGCTGCCCGGTCAGTCGATCACCGCGTCGGGCGGCTGGTGCGCCCCGTCG
GAAACCCTGTACGAAATCCCCGGCAGCCTGACCGACGCCAACGCCGGTCTGATCAACCTG
CCGGAGGTGCAGGTGCACCGCGGTGGTCTGCGGTTCCGCCGGCAGATCGACTTCGGCACC
ATCTATGCCGGCGGCATGGCCGGTCGGGTGATGACCGAAGCGATGTCGGAGTCGGCCGAA
CCCGAGGACTACACGAAGGCGTTTTACCGGGTCGACTGCCCCGACTTCGTCGAGGAACGA
GCCGACGCTGTGTACACCGGCGCGTCCGCCGGCATCCTGCAGAACCACGCCTACCCCGAA
GAGGTGGAGGCGCAGATCGCCGAGCTGATCGCGGCGCACTCGCACCGCATCAACGAGATC
AGTCTCGAACGCATGGAAGCGATCTTCGCCGGCGCCGGACACAATCAGGTGAACTTCACC
ACCACGTTCGGGCCGTCGACCGTCGGCGCGTCGCTGAACGCGATCGAGTGGGTCATCACC
AACGAGCGCACCCGACTCCGCGCGTCTGAGTCGCTGCGGTTCAAGGTCGCGATCCCGCAG
TGGTACAAGACCGTGTTCCGCGCCGACTACGCGAACCGCACCGGCGTCGACGACGCGCTG
AGCGTGTCCGACGGGCAGATCGAGCAGTGGTTCAACCAGCGCGGCGCGTCGGTCGACTGG
ACGTACGACTGGCAGGATGCGCTGTCACTCGGGTCGGCCGGTGTCGGTGGCGCCACCACC
GCCAACCAGCTGCCCACCAGCGTCAAGGTGATGGTGTGGCCGGAGGGCACGATCGTTCGT
GGCCGCGGCGACATCATCAACATGGAGGCGATCTACGACTCCGCGGGACTCGAAACGAAC
GACTTCCTGCGGCTGTTCATGGAGGAGCAGCTCGTCGTTCTGTGGCGCGCGTACCGCGGT
TCGCTGCTCACGCTGCCGCTGTCGGCGTCGGGTGCGACCGGCGCGGCACGTGACCTCGAC
GGCAACGGGAAGATCATCGTCGCGGCACCGTGATCGGCTGACAACAGAACATCGAACACC
GAGTTAGGGCACTCGTGCGACCCGCAGTCGTGCGGGTGCCCTACTCGCATTTTCAGGAGA
GGACCGGCCGATGCCGACCATGCTAGGACCGAATGCGCGGCTGTTCGTCGAGACGCAGCG
GCGACTGACCCCACCGAAGTACGGGCTGTTCTCGGCGTCGAGTCTCGTCGAGGGCGAAGA
CCACGTGCTCGCCGGCGGCGTCGAGTATTTCCTGCCGATCGACCCGACCGCTGTCGGGCA
CACCGCGATCGAATGTCTCGGGCAGGGCGAGGACATGGGCCGCGTCATTCCGAAGGGTCT
GCCCGCCGGTGTCGGTGACCCGTTCGAGGTGTACGCCGGCGCTACGTGCGACATGACCGG
CACCAGCGAAGGTGAGATCCGGCAGCGCGCGATCGACACGCTGCAGGCCGGTGAGATGCA
GGCCGTCGAGCGGCGTATCTGGTCGGACGAGACGCCGGCGATCATGGCCGGCGCCGACAC
CGAGGTCGTTGTGTCGACGGCGGCGTCGCTGGCGCTAGCTGTGGGCCGGCTCGAACATTG
GCTGTACACCGACTATGCGTCGGCTGGTGTCATCCATCTGCCGCGGTTCCTCGGTGCGCT
CGCCGACAGCCTCGACCTCGTGCAGGCCGACGGGGCGCTGCTGCGTACGAAGCTCGGCAC
GCCGGTCGTGTTCGGCGACTATCCGAACACCGGCCCGGACGGCACCGCGCCGACCGCGGG
CAGTGTGTGGATCGCGGCGACCGGTGATGTGCTGGTGCGCCGGACGTCGGTCGATGCGCT
GACCGACAAGTCGCAGTCGTGGTTCGACCCGGCGACGAACAACGTGAGCGGCATCGTGGT
TCGCGATTATCTGGTGACGTTCGACGAGGTGGCCGGCGCCGCGCTGGTCGACCTGCCCTG
ATCGAGAGAGGTTCCGATATGCCAACTGTAATTGTGAAAGACGGCGACGACCCAAGTGAA
CTGGCCGCTGCGTTGTTAAAAGCGGCGGCGCCGGACAAGTGGCGGGTGCGCAAGGTGACG
TCTGGGCGTCGGCCGGCGTTCGACGTCCCGGACGATGTGTACGCGAAGTTCGCTGGCGAG
AACGACGTCGACGACGAGGATGGCGCCGAGGGTGACTCGGACGCACCACCGCCGGAGCAG
CCGACCGACCACACCGGCACGCCTGCTGACGGCGTGGGCGACGACCCGCTGCCGACTGGC
GACTTCGCACCGGCCGGTGACGCACCGTTGGTGTCCGGCGAACCGGTCATCGAGACCGGC
GACGACGACGAGCAGGCGGCCGGCCCGGACTGGGCGTCACTCGGCGAGGCACCCGACCGC
AACGACCGCACCGACGATTGGCGCGAGTTCCTGCGGCCGGTGCTCGGCGACGACGTCGAC
ACGCTGAACCGTACGGCGCTGATCGAGGCGTACGACGGTCGCGACGCGTAACCACGCGAC
GCACCTGCGGCGGGATACACTCGTCGCAGCAGATCATTGCTGCTGGCTAGGGGCCGGGCG
GTTAGAACAGCACACCCCAAGAGAGGCAGCAGCTAATGGCAAACGTGCACTGGGCATCCG
TCCGGGCGAAGATCATGCGTCTGACCCGACTCGACGAGTGCGGCGCACCCGTCACCGGCC
CGAAGTCGACCCTTGTCACCGACGGCCTGATTTCGATCGACGTGTCGGCCGAATACGAGG
ACGGCACGGAGAACGCGCCGAAGAACGGTAACGACAAGTTCTGTTTCATCGAGACCATGC
CGGACGAGTTCAAGTACTTCACGCTCGGCATCGCGTTCTGTGGTGTCGACCCGGAGGCGT
GGGAGATCATCACCGGCAACCCGATCTACGAGGATGCTGCCGGCAACGCGGTGGGTATCA
AGTTCGGTCGGTACTCGGAAGAGATCGAGACGGCGTTCGCGCTCGAAGTGTGGTCGGACG
TGCCGGGCACTGCGTGTGGTGTGGGCGGCAAGCGGTACGGCTATCACCTGTGGCCGTACA
TCGGTTCGGGTCGTCTCGACGAGCTGACGCTCAACAACGAGACCGCCGAGTTCACCCTCG
GCAACGCGAAGACGAAGGACGGCAATCAGTGGGAGTCCGGCGGCTACGACGTCGTGCTCG
ACAACGCTGCGACGCCGGCACCGGGACCGCTGAACGATCCGCTGACGCCGGAGGATCACT
ACCTGCCGATCACCACGCAGGTTGCGCCGCCCACCGCTACGGCGGGGGCTGTGGCGTACC
CCCCGGTGTGACGCCGGCGCCGATCAGTGAGGATCTGGTCGTCGGCAGCGGGTTCGTAAT
CGAGTGAGACGCGCGGCGAGGATGCCACCTCGCCGCGCGGTTCGCGTCTCTGCACCATCA
ACGGGAAGGGCGGCGTCATGCCGTACACACGACCGAACATCGTCAGCGGCGTCACGCGGG
CGACAAAAGCATTCTTCGACAACCTGCTCGACGGCATCGACGAACGCGTCACGAAAGTAG
CCGCCGACGCCACTTATGCCCCGAAGTCGCTCGAGGATGGACTGCCCGCGGCGATCTCGG
CCGCGCTCGCCGAGGACGAGACGGTGGCCACCGCAGCCGCGGCGGCGGTTGGGGATGCGA
TCTCAGATGCCGACCTGCTCCAGGCCCTCGAGTCCGCGGGGTCCGCCGACGACGCTGCGG
TGGTGTTCACCGACGCCGACGGCCGCCGCGGCTGGCTGGAATGGAACGCCACCGGCGGCC
TGACCAACCTCGCCAAGCTCCTCATCTGCGCAGCGATCGGGTTCTGGCGCGGGCCTACCG
AACCAGCGTTCCCGTGTGTGTGGTTCAAGACAGACCCGGTCACGGGTGAACTCCTCGACA
TTCTGGATGTGACAGCATGACCATTCGCAGCCTCTTCAACGGCATCGGCCAGGACCCGCG
CACCACCCGAGCCATGGCCTTCGACCGCCTGCACCGCGACGGCGGCCTGCTGCGCAGCCG
CGGCACAGTCCTGTTCCACTCCACCTTCGACGACGGATTCGACGGCTGGCGCGACCACTA
CGGCGCCTTCGAGCCCCGCCCACCGATCGGGCTGACCTCCTATCCGGTGATGGCCGGCAA
GCACGCACTGAAGATCTCCACCGGAGACGTCCCGTACCGCACGAACGCGATCTCCAACGG
GTCGGGCACCTACAAGAACCTGTCCCAGTACCACGGCGTGTCCGGGCTGGTGTCGCTGTC
GGCGTGGCTGTGCGTCGGCTCCGGCGTCGACTCCTACGCGTGGGGCAACTTCGGGCTCGG
CTTCGATATCCAGAAGTGGGACAACAGCACTCGCGGATTCTTCAAGGCCACCTGCGTCAA
CCCCTCGACCGGTGAGGATGACCGCCGCTGGGTGCTCACCAACGACTCCGACAGCTACGT
CACCATCCCCAACTCGGGTGACTCGGTTGGTGTCACCTCGGGGCAGAACGAAAACAAATT
CAACTTCGACTATGTGCGCCTCACCTGCGATCTCGATGCCAACGGCGGTCTCGGCGGCTA
CCACGAGCTGCAGGTCAACAGCCGGGTGTTCGATCTGCGTGGGCTCGGCGCCGGACGGGG
TGCGCAGACCCCGCAGGCCGGCACCCCGAGCGCGGACTACCGCGGCGGGTTCAACGCCGG
CCTGTTCCTCGCCCGCTCCGGCAAGTACCCCGAGCGCTACCCATCCTGGCTGATCGCCGA
CGAGATCGTGTGCACCACCGATGATGAGAGGGCCGCATAATGCACGGCAAGACCCACATC
CTGCTCAGCGAGCACTACACCATCAAGCCGTCGGGCACCCCCGGTGAGTTCCTGTGGAAC
GGCAAACCGGTCGATCTCGTCCAGCCGTCCAACCCCGTCGACTTCGGTTCCTACGCCGAC
GAGCTCACCTGGATTCTGGCGGTGCAGGGCGTGACCGGATCACCCACAGCCTGGTCGCTG
GGCGCGAAGTTCCAGTACTGCCAACCGAACACGTCGGGGTACCAGTACACGAACTCCCGC
TGGTTCGACCTGCAGGCCGAGAACGTCGCCACCAACGTCGTCGAGGGTGTCGGCTTCTAC
GGCGGCCCCAACTCGGCACCGGTCGGCGGGGCGTTCGGCGTGGTGGCGAAGTTCGGTGAC
ACCGTGCCGGTCACGGTGCAGCGCACCATCCGCAACTTCGGTCTGCGGTGCCGCGTCGCG
CTGGATCTGTCGATCTCCGGCGGCACCGACCCCGGTATCAAGGTGTCGCTGACCGCGATG
GCGAAGGGCTGAGCCATGGTGCAGAAGATCGTCCTTCCGGTCGCCGGGTTCACCGGCCCC
CAGGTCGTCGAGACCCCAGCCGATGTCACCGCCCCTACCGTGCCGACCGGCCTGACCGCA
ACCCCGGCGGTCGGGCAGATCGCGCTGTCGTGGACGGCATCCACCGACGACGTTGGGGTC
GTCGGCTACCGCGTGTACCGCGACGACACCCTGATCGCCTCACCGAGCGGCACCAGCTTC
ACCGACACCGGCCGGTCGGCGACCACCAGCCACTCCTACCAGGCGGCCGCGGTCGATGCC
GCCGACAACATCTCCGCCCGCACCACCGCCGTCACAGCCACCTCGCTGCCGGTCGCGACA
ATCCTCACCTCTGACGGCTTCTCCGGCACCAACGGCAACATCCCCGCCGGCCGGGTCACC
GACCTCGAATTCGGCGGGTCAGCACTGACGTGGACGCCGCAGCCCACCGCCCGGCTGGCG
ATCTCGGCCAACCAGCTCACCAACGGATCGGTCGATGGTCCCGGCGGAATCTATCTACCG
GTGTCGGCTGCTGATGTGCGGCTGACGGTGCGTATCCGGGCGATCGACTCCACCCCGGAG
ATCCTGACCCTCGACATCCGCCGTCAGGCCGCTACCTCCACTGTCGACGGCACCGACAAC
GCGTGGTCGGTCATCACCGGCGCGGGCAACGCCCAGCTGATGAAGAAAGTCGGCGGAGTG
TGGACCAAGATCGGGCCGGTCGTGGCGTATGCGGCCGAGGCCGACCTCGCAATTCAGGCG
CTCGGCTCCCGGATCTCGATGCTCATCAACGGCGCGGTCGCGCACTCGGTCGTCGACACC
GCGGTCCCCTCTGGCAGCTACATCGGCATCGCTAAGACTGCGGCGGGCAACATCCGCAAC
CCGAACTGGATGCGCGTCGACACTCTCGCCGCCGCCTGAGACCCGCCCATAACGTGAAGT
GTGCACCCGCCCGTGTAGCCTGACTGGTGCGCGAGTTGTCATCGAAGGTTCGCTGCAGGG
GCGTTGAGAGGGTCGCAGCTTTCACCCCCAGGAAAACGCCGTTTCACCGGTCGGCTGCCG
GTGGGGCGGCGTTTTTCCGTGAGACCATCGACGCATGGATGACATCGACTGGCCGATCGA
CATACCCGACGACAGCGCGGCCGTGTGGGCTGCGGCGTCGGCTGAGGCGCGGGAGCAGGC
GTCAGCGTGGGCGATCAGTGTGCTGTGGGCGCTGTCGGGGCGCACGTTCGGCACCGTCAC
CGAGCACGTGCGGCCGACACCGCAGCCACGCGTCACCGGCTCGACCTATGCGGGCACGCT
GTCGTCGACGTATCCCGGTCGCCGCGTCGCACCACCGCTGACGACCGGCTACGACCCCGG
CGCCGGCCGCGGCTGCCGGGTCGCCGGCGTCAGGTTGTATCTGCCCGGACCGATCGCCGA
CGTCACCGCGATCGGCATCGACGGCGTGACGCTCACCCCGGACGCATACCGGGTCATCGA
CGGACAGTATGTGCGGCGCGTCGACGGCCAGCATTGGCCGCTGCGGCAGGATCTCGACGC
CGACGACACCGAGGTCGGCGCGTGGTTCGTGACGTACCGGCGGGGCGTGCCGGCACCGAC
AGCGGCGCGGCTCGCGGCGGGTGTCATGGCTGTCGAGTATCTGAACGACCGCGCCGGCCG
CGAGTGCCGACTACCTCGCGGCGTGACGAGCGCATCCCGGCAGGGGCTGTCAGTCGAGGT
CGACTCGCGGGCCTACTTCACCGAGGGCATGACCGGTATCGACGAAGTCGACCAGTGGCT
GCTGACGGTCAATCCGCACGGCATCGCGCGGCCGGCGCAGCTCGTCGGGACGAGACCGTA
CACCGACGTCGTGGAGCGTCGACCATGATGGGCTGCTCGCCGTACGCGCTGGCGCGGCTG
CTCGTCGAGCGCGCCGAGCACGAACTGCAGACCGCTCGCGCCGGCGTGCCGAAGCGGGTC
GCGGTCATGTCGGACAAGCCGCCGGGCGAGTTCTGCGCGCAGCTGTGGGCGTGCGTCGTG
TCCTACGCGCCGAAGCCGCAGAAGATGCCGCAGACGCTGCGGGCATGCGCCGCGACGGAA
TGGCGTGTGAACCTTACGATCGGCGTGTACCGGTGCGATCCGTCGATCAACCGGTCGCAC
CCGGAGCAGGCACCCGACCCGGAGCTGCTCGACTCAGCGGCGCGGGACATGCTCGACGAC
GCCGAGGCGCTGCGGCGGGCGATCATGGAGGCGGACTGGTCGGTCGTCGACGTCGCACCG
GATCAGGTGCAGGTGGGTGCGATGCGTGTTGTGCAGCGGTCGGGTGGCGCGTTCGGCGTC
GAGCACGACGTCATCGTCGATACTGAACTTGGGCGGTTCACCGATCAGGCGGTGCCTATG
CTGCCGGCCGACCCGCGGAAGGATGCACCATGAGCGAGGACATCGAGAACGTGACGATCA
AGGCGGCGCAGACGTTCGGCGGGCTGCGGGTCGGCGAAGTCGTCACCGTCGGCCGCACCA
GCTACGTCGAGGGTCTGATCCAGCGGGAGCGGGTGACGGTCGTCGACGACGTCGAGGGCG
AACAGCTGACGCAGCCAGCGACCGCCGACGACCGTCCGGGCGAACCGGTGATCGGCGAGG
GGTTCATCATCAACGACCCTGCTGCGGCGGGACCGCCGAAGCGCAACGCCGAAACGACCG
AGTGGGCCGAGTACATGGCCGCCCGGTTCCCCGGCTACGACCCGACCGACAAGACACGCA
CCGAGTTGCAGGCCGACTACGACGAGCGTGTCCCCGACGAGGGCAGCACTGACGGCGATG
ACGGTTCGACTGAATAACGCCGTCATCGCTGCCGAGAAATCACGTCTCGGCAACGAGTGG
GGCAATCGGGTCGGCCGGCGCGTGCAGAACGCTGCGCGCCGGCGGGCACCGGTCGACGAG
GGCACGCTACGCAACTCGATCGAGTACGTCGTCGACGTGCGCGGCGACCGCACGCACATC
GTGATCGGGTCGCCGCTGACCTACGCGCGATACATTCACGAAGGCACCGGCATCTATGGG
CCGAAGGGCACACCGATCGTGCCAGTCACGCGGCAGGCGTTAAAATTTCAGGTCAAAGGG
TCGTCGGGGCGGCGTCGTGGCGGCGACGCACGATGGGTCTTCGCGAAGTCCGTGAAGGGT
ATCCGGCCGAATCCGTTCCTGATCGACGCGCTGACAGACGTCATGGGTTCGCTCACTCGG
CGGTTACGCTGAGCAGTGCCACCCGTACCCGACTGCTAGGAGCAGCACACAATGGCGACT
AAGACCAAGGCACCCGCAGCGAACGCGTCGGTTCTCACCTGGCGCAAGTTCATTGCCGAG
GCATACCCCGACGTCCCCGCCGATGAGATCGAGCAGATGAACCGGCCGGACATGCGCGAG
CTGCACAAGCTGCGCACCGAGACCGCGACGGCGAAGTCGGTCGACGAGCACAGCGAGTTC
GAGGCGCCGAGTCTCGACGAGGTGCCCGAGGAACTGCGTTTCTCGACCGACACCGGCGAG
GACCGCGAGGTCGAACGCATGCCGTTTGCGATGGACGGGATCCCGTTCTGGCTGTACCGG
CCGTCCGACGCCGCGATGACGCTGTACATGAATCAGCTGCTGTCGGACGACCCGCGGCTG
CGTACGAACGCGATGACCACGCTGGTGCAGCAGTCGGTCGACCCGGCCGCGCTCATGTAC
CTGCAGGAACGCATCACCGACCGGGCGAACAATTTCGACGACGGCCTGTACGGCAACGTC
GTCGCCGCCGTGCTGCAGCGGTGGGGCGACGAGACCGCGGCCACCCGGTTCAAGCAGGCG
CAGGAGGGCGAGGCGAAGAACCGTCAGCAGCGGCGCGCTGCTGCCCGGTCGAAGCGTAAG
TAGGTTCGGCGGTGGCTCTCGGGCCGCCGTGGGGCGAAGTGCCGTCGGGTTTCATGCTCG
ACGGCACGTTCATATCCACGTCGATTCCCGACACACGCAAGCTGGTGCCGGCGCTGCTCG
TCGACGACTCGACGAACACCGCGGGCCTGTACCTCGTCGGCACGTTCTGCACCACCGAGG
CGTGGGGCAAGCTGCTCGCCGCGATCGTGGCGCCGTCGTCGCCGGTCGACCTCGACACGC
TGCAGATCATGGCCGACCGCATCGTCGAGACGCACCTCGGGATCGCGCGGTGGACCGTCG
AGCGGCTGTGGCAGCAGGCGGCGGGGGCGTGGATGCTCGTCGACGGCGAGTTCACGATGC
GCGGTATCGACCTGTTCGAGCTGCCGGCGCAGAGGGCGACGCACGCCGTGTACGCGCTGC
TGCGGAACTGGCGATCGCGGGGCAAAGAAGACGAGCTGCGGGCGTGGCAGCGCAAGCTCG
AACAGCCACCGTTACGGGAGATCCAGCGGTGGAAGCGTGAGGACGTGCCCGTCGAGTCAA
CGCCGATGGATGCGATCGCGCAGCGCATGGCCGACTTGAAAGCGGGCCGGATCGGCTCGC
GGTCGCAGGCTGCGAGCTGAGCAGACGATACCCTGAGACTCGACACCAACCCGACCGCAC
TCGGGCGACGTCGCCGGCGAGCCGCCGGCGCACAACCGATGTGAGGCGGGCAGCGTGACA
GCAGGCGGCGGGCAGTGGGCCGAGGCCGAGGTTGGCGTAACCCTCAACTGGGACAACGTC
GAGGGTGAGCTGCGGCAACGCCTCGAACAGGCGTCGGCGAAAGCTGCTCAGGCTGTCCGT
AAGAACTGGGCGAAACTGTACATCGCGACGCGCAACGCGTTCGACCGCATGGCTACGGCG
TTCGCCCGGTCTATGCAGGAGATCGAGACGCGCGCGCAGCGGGCCGCGCAGAACATCAAC
CGGTCACTCGCCTCGATCCGGGCGCCACGGATCACGCTGCGCATCGACTACACCGACGCG
CTGCGGGACGCGAAAGCTGCGCACCGTGCGATGCAGGCGTGGCTCAACGCGAATCCGCTG
ATCGTTCGGCTGTCGGTGCAGCCGGACATGTCGCAGCTGCGGGGCGTGCACATACAGATG
CAGTCGTGGCTGCTACGCAACCCGTTGCACCTGAACCTCGGCATGCGTGGCGGCGTGAAC
GTCGGGAAGATCGGGAAGTCGATCCTCGGGCTGGGTAGCACGCTGGCGAAGTTCACCGCG
ATCGCGGGCGCGGCGACCGTCGCTATCGGCGGGATGCTGCCGGCGCTCGCCGCGCTCGGT
GTCGCGCTCGGCGGCGCGCTGTTCGGTACCGCGATCGCCGGCGCCGGTGCGTTCGCCGCC
GGTCTGACCGCGATCGCCGGTGTCGTCGCCACGTTGAAAACGGCGACACTCGGTGTGGGC
GAGGCGATCAAGAACGCGTTCGACCCGGCGAACGCCGAGAAATTCGCCGAGGCAATGGCG
AAGCTGTCGCCGGAGGCCAAGTCGTTCGTGCTCGCCTTCCAGCAGCTCGGCAAACAGTTC
AAAGAGATTGTGCAGCAACCGGTTCAGGACGCATTCTTTGCCGGGTTGGGGCCGCAGATC
GCCGGGCTGCAGACGAAGCTGGTGCCGCTGCGCGACATGATGCTCGACGTCGCGGACGGG
TTCAACGAGGGCGCGAAGTCGGCGCTCGGGTTCATCAACTCGGCGACCGGCACACGCGTC
GTCGGCGACCTGCTCCGCGAGGCCGGGAACATGGGCGCCAACCTCGGCACCGCGCTCGGC
AACCTCGTGCCCGGTCTGGCCGCGATCGGTGCCGGCGCGTCGCAGGTATTCGGGCCGATG
ACCAACGGCATCGGTGGCGCGGCACGCGAGCTGTCGAACATGCTCGTCGCCGCGCAGCAG
TCCGGTTCGATGCAGACATTCTTCCGCGAGGCGATCGCCACGGCCAAACAACTATGGTTC
GTGCTGCAGCAGGTCGGCGGCATCATCTCGGCTGTGTTCTCGGCGGCGGCCGAGGCCGGC
AACGGTGTACTCGGCGGCATGGCCGAGAAGCTGCAGCAGATCAACGCCTACCTGTCGGCG
GGCGAGGGCCGCGACGCGCTGATCCAATTCTTCACGGCGATGCAGTCGGCGGTCGCGACG
GTGCTGCCGATCGTGCTGCAGCTCGCAACGATCATCGGCACGACGGTCGCGCCGGCACTG
GCCGGTCTGATCACGCAGATCGGGCCGTCGATTTCGGGTCTGGTCGACATGCTCGGGCAG
GGTATGGCGAACCTCGCGCCGGCGATGGCGCCGCTCGGCGCTGCGATCTCGGCGATCGCG
ACGGCGATCGGGCCGGTGCTGCCGGTGCTCGGCACGCTGCTCGCGACGTTCGCGCAGCTC
GCCGGGCCGATCATCGCGGCGCTCGCGCAGGCACTCGGGCCGGTACTGGTCACCGTCGGC
AACGCGCTGATCTCGATTCTGCAGGCACTCATGCCGGCCGTGCAGCCGCTGTCGGAGCTG
TTCATCGCGCTCGGCCCGGTCATCGGGCAGCTCGCGCAGGTGCTCGCCGGTGCACTGATC
GGCGCGCTGAACACCGCGGTTCCTGTGTTCGTCATGCTCGTCAACGCGGCTACGTCGCTC
ATGCCGGTCGTCGTCGGTCTGCTGCAGATGCTGGCGCCGCTCGCGCCGGTGATCGGTGCG
ATCGCGGCGGCCGTCGGGATCCTCGTGCTCGGGTTCAAAGCGGCGGCGATCATCACCAAG
ATCATCAACGCGATCAAGACGGCGTGGCTGGTGCTGCAGATCGCGTTCGCGCTGTCCCCG
ATCGGCATGATCATTACCGGCATCGTCGCGCTGATAGGCGCGCTGGCGCTGTTTTTCACC
AAAACCGAACTGGGTAAACAGATTTGGGAAAAGGTGATGGGCGCTTTGAAGGCGACCTGG
GACGTGATATGGCCGGCACTGAAAGCCGGGTTTGACGCGATCGGCGCGGCGGCTATGTGG
TTGTGGCAGAACGCGATACAGCCTGCGTTTTCCGCGATCGGCTCGATTTTCTCTTTCCTG
TGGGGCGCGGTCAAGGTCTATTTCACGATTTGGCAGACGCTATTTAAGCTCGCCGGCGCG
GTCGTTATGTGGCTGTGGCAGAATGCGATACAGCCCGCTTTCCAATTCATCGGGCAAATC
ATCGGTGCCGTCTGGAATGGCGTGATCAAACCGATATTCGACCTGTTCATGGGCGGGCTA
CGCGCGGTCGGCGATGCTGCGATGTGGCTGTGGCAGAACGCGATACGACCAGCCTGGGAT
TTCATACAGGGCGCGATCGAGAAAGTGTGGAATTTCGTCCGACCGATTTTCGGGAAGATC
GGCGACGCGTTCCGAACAATGGGCGACATCGCGTCCCGGATCGGGTCGTCGATCCGCGAC
GCGTTCTCAGGTGTCGTCGACGTGATCAAGGCGCCGATCCACGCGATCGGCCGGCTGCTC
GCCGCGCTGCCCGACTCGATTCTCGGTGTCGATATTCCCGGCGTCGCGTCGATCAAGGCG
TTCGGGCAGACGATGCAGGGGCTGCGTGACGGCGGTCCGGTGCAGATGAAACTGCAGTCG
TTCGCCGGCGGGTCGCACGGACCTATCCAGGGGCCGGGCACCACGACGTCTGACTCGATA
CTCGCGCGGCTGTCCCGCGGCGAGTACGTGCTGCCGGCGGTGGCGGTCAACCCGCGCACG
CTGCCGTTCATCGAGGCGCTGCGCGCCGGTTGGGTGCCGCCGGCAGGTCTGCTCGCCGCG
ATGCCCGCATTCGCGACAGGCGGCCCTGTGGGTCGCGAACCGTACGGGCTGCCCGCCGGG
TCGTCGGTGTCCTACGGCGACAACGACGGGCTGTTCCCGCAGTGGGTTCGTGACATCGAG
AAGCGGTTCGGTGTGCAGGCGTCGACGTACGCCGGGCATCAGGAGAAGTCGGGCAAGAAC
AAGGGCATCGACTGGTCGGGGCCGGTGCCGAATATGCAGCGGCTGGCCGAGTACTTCCGG
TCGATCAAGGGTGACCTAGAGCAGGTCATATGGATGAATCCGAACACCGGCGAGAAGATC
GGCGTCGCCGACGGGCAGATGGTCGGGCCGGGCACCTCGCAGCCCGGCTACTACTCGGCC
GACTGGTCGGGTCACACCGACCACGTCCACACCCGGCAGTCGTATTCGCTGGGCGGGACG
CCGTCGCCGCAGAAGGGCATCGCGACGCCGGGCAGCACCGCGAGCGCAAGTTCGGGACTC
GGCGGTACGACGCCGATCGGGTCCGGGCTGGGCGCGTCGACGTCGTCGGGCAGCTCGTCG
TCGGGCACCTCGGGCGGCGCGCAGTGGGGCAACTCGGGCGGCACGTCGAAGTTCAACACC
GCGGACGAGGCCGACAAGGGCGGCGTCATTCCGGTGTGGGTGGAGAACTGGCCGGCCATG
ATCGGCGGTGGTGGTGGCGGTGGCGCGGCGACGCTCGGCGGCACCACCGATCCTGCGGTC
GGCCTGACCGGTACGCCGGCGAAGCCGTCGGGTGTGGCGACCGAGGACACGATCCCGCTG
GTCAAGAATCCGGACGGCACGTACTCGTCGCCCGACCCGGCGTGGAATCACCTACTCAAA
CGTGAGTCGGGTGGCCGGATGGACCGCAAGCAGGAGATCATCGACGCCAACTCGGGCGGC
AACGAGGCGTCGGGCGGTTTTCAGATCGCGCTGGGCACGTGGAAGGCGAACGGTGGTTTG
AAGTTCGCGCCGACCGCGGGGCAGGCGACGCCGGAAGAACAGGCGATCGTCGCCGCGCGC
ATTTTCAACAAGTCGGGCGGGTCGCCGTGGGGCGCTGGTCTCGCGGGCCGCGAGGACGAG
GCGAAGCTGCGCGCCGGCATCGTGCGCAAGGGCAAGCCGCTGCCCGGTTCCGCACCGGCA
CCGGCACCGGCACCCGCGCCGGCACCGACGCCGGGCAACCCGATGCCCGTCGAGGTGACG
AACACGCCGGAGGTCACGCCGACGACCGACCCGGCCGCTGCACCCGCGGCGCCGGCGAAC
GCGCCGAAGCGTCCCGAAATGGCTGCGCTCACCCTCGGCGGGTCTCCGCTGTCGGGGCAG
CTCGGCGGTGCCGCGAAGTCGGCGATCGCGTACGGCGTCGACACGACGTTGTTCGACAAT
CCAGGTGCGCTCGGCAAGTTCGACAACTCGAAAGCGAAGACGAGTCTCGGCACACGCGCC
GGCGACGTCGCGGGCGCGGCGATCTCGGGGCAGCTGAGTTCGGCGCTGGGCATCATCGGT
CTCGACCTGCAGCCGCCGGCCGTCGACGCGATCGGGCAGTACATCACCGACAACCCGCTC
ACCACGGCACCGGCCGCGGGTGAGCAGCCGGCGACGCAGAAGAACCTCGTCGACCTCGTG
TCCGACCTCGCGCGGCAGGCGTGGGAGGCGGGCAGCGTGTCGGTGGTCGTGCAAGGTAAC
GCCGATGGTGACGACGTGGCGAATAAGGTCGACAACGGACGTCGCCGCAGGATGCGCCGC
TACGTGAAACCGTCGCCGTCGTGAGGGAGAAACAATGACCGCAGCGTGCCTACCGGCCGG
GTCGCCGGTATCGAATATCCGACTCGTCGGCTGCGACGGCGGCAAGACGTTTCACCTGTA
CGGTGACCGCGCCGGCGACGAGGGTGTCGAACTGGCATGGGACGGTCTCGAAGAACTGTA
CGAACCGCCGATCCGGGTCATTGAGCGCACCCCGATCCGCATGGATGGCGGTGTGCTGCG
CGCGGTCAAGACGGCGATCATGGAGCCGGTCGTCACCCTCGTGATTCACGGTGATCACGT
CAACCCGTTCAGCATCGTCGACGGCGAGATCCGGGAGGCGTTGTCGTTCGAGCTGGACCC
GTACTACGAGGCGTCAACGCTCGCCCGTATCGAGTGGGAGACGGCCGACTCGACCCGCTA
CATCGAGGTGGTGCTGACCGCCGGCACGAAGTACGACGTCGAGCACGTGCCCGGTGATCA
TCCGCGCCGCGGCTGGTGGGTGTGGGAACTGCACTTGAAGGCGTACATGCCGTTCTGGCA
GGAGGACGACGTCGTCGTGCCGGTGCAGTTCGACTCGGACGGCACCAAGACCGCGGTCAT
ATCCAATCCGTCGGGCGTCGACATGGAGCACAAATATGTCGGGACCGCGGCGACGTACAC
GCTGCCCGACAACACGTGGTCGGGGCCGCCGTGGAAGCGTGAACCGGGCGGCATGTTCCC
GAACCGGACGCTGACCTATCCCGACATCGACCCCGTCGAGAACGTGGGGATCACCGTCGA
CTACTCGCCCGGCGAGATTCCGGTGCGCGACGCGTTCGACCACAACATGGTCGCGCAGAT
GCCGTCGCCGGGCGACTATCCGAAGCATCCGATACCGCGGTTCTGTCAGCCCGTCGAGAT
CGAGGTGTCGGCGACGAACGTTCCGCCGGAGGGTGCGGTACTCATGATCCACCAGGTGCG
CCGGTTCCGCCGCGCGTGGGGGCGGGTGTAGGTATGGGTGCGTTCGCGACGAAAGAGGCC
AAGGCGTACGTGCAGGCGCGTGCGCAGCGGGCGGCGTCGATCGCCGGTCTCGATTCTGAC
GACCTGCTCGAACGCTGTAACGCGATCCTCGAAGCGACGAACGCGGCGCGTCGGGACGAG
GCGCGGATACGCCGCGAGGTTCCGATCATGCGGCTGTGGGATGCCGAGTGGCTGCTGCAG
CACGTCGTCGGCAACCCGGTCGAGTATGAGTTCGAGTGGATCGACAACGACGCCGGCGCC
GGCATGGTCGTTGTGCTCGCCGAGGATCCACTCGGGCAGTGGGCGCTCGATTTCGAGGGC
CGCGACCTACGCGAAGAGGGTGTGAATATCCACATCACCGCCGACTATGTCGGCGCGCGG
TGGGGCGGCCGCATGGAAGATGTCACCTCGGAGCTGACGTCGACCGGCGACGAGATCGTG
ACCATCACGTTCATGCACGACATCGAAAATCTGAAATGGATCGAGTGCTTTCCGTCGCCG
TTCCTGCCGGCGATCACACAGTTCAAGGCGTGGATGCTGCTCGGGCCGGTCAACTGGTGT
GCGCTGACGACGCTGTTCGTGAACCTGATGCGCGACGAGACACCGCTCACGCTGCCCGAC
GACCCGCTCGACCCGTCGGAGTACGTCGAAGGGTTCGACGTCGACAACTGGCAGATCATG
GTCAACCCGATCAGTTTCATCGAGGCGATGGAATCGGGGGTCGTGTGGGGTCTGCCGATC
ATCCGCATGAAGTACTGGTACGACGCGTTCATCGCGATGATCGAGGACGCCGAGCTGTCG
ATACAGGCTGACCGGTGGCTCGTAGGTGACGACCTGCCCTACGAGGGCGCCGACCCGCGC
AACGGGCAGCTGATCATTTCGTTGGTCGACAAGTCGGGCCGGTTCAACTCGGGCACCAGC
CACGGCGGCAACCTGTTCGGCGGGCTGGTCAACACGATCGACCAGTTCACCGAGGACTTT
CTCGACACCACGCGGTCGGTGATCACCGGGCAGCCGATGCCCAACGAGTACATGCAGATC
GGCTACAAGTCGACGAACAAGGTGCTGCCGTACGTGGTGCTGCGGCCCGGTTTCACGCCG
GGTGTGATCAGCGCACGGTTCACTCGGACGCCGGAGAAAACGGCGAAAATCATCACCGGA
GGCAAGTCGGCACCAGGCGTCAACGAGGGCATAGGGGCGCTGATTCAGGCGATCGGCGAC
ATTGTCGGCGATAACATTTCGTTCTCCGGATACGGCGTCGGATCTATCGGCGGCGCAATT
GACACCCTGCTCAGGCCCATTTACGAGCACACGATATTAGCTTGGACCGATACGAAGTCG
TTCCCGCGTGCGCAAAAACTCGGCTGGTCACGGTACGTCGAATTCTTCCAAGAAGGCGCC
GACCAGGCGTACACGCTGAACTCGCTGATGGTGATTCGTACCGGGCTGTGGGCGACGCGC
CGCTGGTCATCGCACGAGGTGAAGATCCTCGACTCGTGTCCGTGGATGCTCGGCGACAAC
GGCGTCGGGCACATGTGGGTCGGCGACCGCATCGCGTCGACGAGGCCGCGGGACCTGTCC
GGACTCGTGTTCGTCGAGCGGATCAAAAAGGTGGTGCTCGGCGCGTCGGAGGACGACTTC
CATCCTGAGTGGACGATTACGATCGGCTCGGACGCGAAGAACCGCGATCCTTTTGAAGAG
GGCTTGGAGCGTATTCGGTCGCTGACGTCTGGCCTGCATGACATCGGGATCGTGTGAAGA
ACGATGGTGCTACGTCCGACGTCGCCGCGACTGTTCGTACGCGCGCTTGCACGTGCGGCA
TGTCCGCTGGCCGTTCGGTCGCGTGTACGTGTTGGCTGCAGTGAACTCGTGGCCGGCGTC
GCAGCTCGTCTTCCGTCCGTTGCGGTGTCGGCCGTGCCGCCGCATGTCGTCAGCGTTGTC
GAGCGAAGTGCCCCACCGCAGATTGGCGGGCACGTTGTTCAGGCCGTCGCCGTCGGCGTG
GCACACCTGATGCCGTGGTGTCGGCGGCGTGCCGTGGAACGCGAGCGCGACCAGGCGGTG
CACGTTTCTCGGCGCGTACTTCCCGTCGAGCGTGATCATCACGACGGCGTAGCGTCCGAC
TGTTCGTTGGGTGAGGATGCGCACACGGCCGCGCTTGACGGACCTGATCCGCGCGAGAGT
CGATGCCTCGTACTCGCCGCGCAGACCGGGGATCGGGCGCCACTGTTCGGTAGAGTCGTC
CATGTCGAACCTCGTCTCAGGTTGGGCCATGCCCCGGAACGGTTGCAGCCGTTGCCGGGG
TTCCCCTTTGCGGGGCATGACCGACACTACAGTGCAGCTATGACCTGCAGGGAGGCGATC
TGATGGGCCGCAAACCGTCACGCAAGCGTCAGGACCGGGGGCCGCGCCGCCCGAAGATCA
CCGCGCCGGAGTTCCCGACGTTCGACAACTGCGACCCCGACGACCCCGACAACTTCGCTG
TGCCGGCGCTCGTCGGGCTGCCGGGTATGACGGGTGCGCCGCTGCCGATGATGGTGAAGA
TGCTGCGGAAGGTGTCGCGCCGGTTGTGGGACTGCGGTTTCCGGTATCACCCGGAGCTGC
GGACCATCCGCTATAAGAAGCCGCTCGTCGGTGATCCGAACTGGCTGCAGAATCCGGGCA
CGTGGGTGCCGATCGACGAGCCGGACGACGACGCCGAGAGCAAGTCGAAGCAGCTGACAC
CGGAGCAGAAGGCGGCGATCCGGAAACGGTTCAACCTCGACGACGACGAACCGAAGCCGC
TGATCCCTGACGAGCCGGGCAAGGTGCCGTATCTGACCGCCGACGGCCGAACGATCATGG
TGACGCCGGCGCAGGCCGCCCGGTACGCGCAGGCGAAGCGGGACGCGAAACGTGCTCGCA
GACAGGACGAACGCCGATGACAGCACCGAACCTCACACCGGCGTCACTCGCCGACTACGA
CGACGTCGCGAACGCCGTCGGTATCGCCGAGTCGCAGGCCAAGACAGCGCAGTCGTGGAT
CGACGAGCAGGTCGCGCGGGTCGCCGGCGAGGTGAACGGCGTGGTCGGGTGGATCACCGA
CGGACTCGAAACGGTGATCAGCTCGATTGTCGATTTCATGACGACCGGCGAGACGCGCAA
CCTGCAGTCGGCGGCGGCGTTCATCCACGACAAGATCAGCGATTTCGTGTTCGACGTCAT
CGAGAACCTGCAGGATCTGTGGAAGGCGCTCACCTCGACATACGAGGGCGACGACGAGTG
GTTGCTGAACATTCAGGCGTGGCGCGACAGCCTGTTCGGGTGGATCGACGACGTCGCCGA
TTTCATCCAGAACCTGCTGGACGCGATCCTGCGTGGCATCCGCGGTATCCCGGTCGTCGG
CGGCACGATCGCCGACATCATCGGCGGCGTCGGGACGGTCGCGACCAACGCGCAGGATGC
CGTCGAAACTGCTGTGTCGGTGGGCATTCAGGTCAATTACGTGCAGCAGGTCATCGCATT
GCAGTCGGGCATGGGAGTTCACGAGACCGGCCCGGACCGCACCGGCACACCATCATTCAA
TTTCGGCTACATGAACCGGCCAACGTCGACGTTCACGATCGGCGGCGGCGCGCACGACCA
CAACTTGACGGGTTACACCGGCTACGAAACCGCCGGCGGCACCAACCATCGACACCAACT
CAACGGGTCATCGTCTGCGGGTGCATCCTCGTCGGGGTCCGATCACACACATACCGTCAC
GATGTCGACAGCGCCGCCAACGATTTCGGTCACTGCGAACTATGCGCCGTGGGCAAACGT
CATTTTCAAGTCGGCCGCCGAACGCAAGGTGCTGACGTGGGAGGCCTACAAATCGGGCAC
CGTATCCACGTTCAACCTCGACGTGTACAAACTCGAAGCCGACGGGTCGTCGACGTGGGT
CTACTCGTCGCCCAACCTGGCCGGTGATGTGCCCGTCAGCCTGGCGTCGATCGGCTGGAT
GCAGCACCTGATGACCGGCACGTCGATCGTCGCTGACATCGGGGATATCTACGACGTGCA
GTTCCGCATGACCGGCAGCGGCACCGTGTTCGTTACTGGGCTGAACTTCCACATGTCGAC
CCCGCTACCCGGTTTCCGGCCGTACACGATCGGCAGCGGGCGCAACCCGTCGAGCGACCC
AGCACCCGCCGTGATCTCGACCGCAGCACGCGACGCCATGTACACCGGGCCGGCACCGTT
TGTGTCGATCGGCATTGACGTCGGGCAGGTCGCACTGCCCCGCAGTTTCTTCGACGACTT
CAACCGGTCCGACCTCGGGCCGCGGTGGATCCGATACGGCGATATCGGGATCAAAGACGG
CAAGGTGCAGTACACCGGTAGTGCAATCGCAAACACCACCGCAGCCATGGTCTATCACCA
GCCGCTCGCGACGGACATCGTCGAAGCCGGCTTCGACGCCACGATCGACGAAGAGGACAT
CGGCGTCGGTGTGCACTGCCCGTCGAATCTCAGTAACGGTGTGTGGATCACAGCGGACGT
CGGCGGGGTGCGCATCCAAACCGGTGCCTACGGTTCCCGCACGGACCGGGACACCGCGCC
GGTGCCCGGTTCCGGCCATTACACAATCCGAGTGATCCGGGACGAAGGCGACACGCATTT
CATCTACCAAGGATTTTTCGGTGACCCCAACGCCGAGGGGGCGGTGCCGGTAGTGACGTG
GGCGGACACCGGCAACACTATTCCCGCTGGCATCGGGCGTCGGTGGGTAGGGAAACTCGC
CCGCCGCAACGGCCTTATCTACCCGTCCGGGCGGGGCGACAATTGGGCGGCGGCCGACAT
CACCACAACCGAGGAGACATAGCCGGAATGGGTACACACAGCAAACACCCCGCCGACGTC
CGTGACCTGCAGTTCGATTTCGGCGCGTTCCTCGCCCGCATCGGAGGCTCAGCGATCAGC
GAGGTCACGTTCTCGTCGACGCCGACCGGCCTCACATTGTCTGGCGACGACCACACGTTG
AGCACCGCAACAGTACGGGTGGGTGGAGGCGTACTAGGCATGGATTACCGGGTGACCTGT
CACGCCACGACCACCGGCGGCCAGATCGTCAACCGGTCGACGACCGTTCAGGTGCGTGAT
TTGTGAGCGCACTCGCCGCCGTCACTCCTGCAGTAGTCGAGGTTGCCGCCGACGACTGGG
TCGACGAGTGCGCTGTCGGGTCATGGGTTGAGGTCGTGGCCGCCGACAACTGGGGGACGA
CCTTGTGGGGGATCACGCCACCGATCGGGGACACCCTGACCGTCGGTGACGGCTTCATCA
TCTGGTGAACGGTGGGTGCAGGTTAGTCTGTAGGCGACAGGGTCGCGGGCTAGGTGCCGG
GCATACCGTCCGAACCTCGGAGTATCCGCACACATGTCCACGATCATCGACACCGCTGCC
AGGTCAGCTCGGAACGTGTGCCCAACGCTGGCCGGAGATGATGCCGCAGGCGTGCGCGTA
GTTGATCCCGTACTGTTCGGCGATGGCGCGGCGGGATGTCCCGCCCACGTGGGCTCGGCG
GATAGCGATAATGTCTCGCTCTGCCAGTCGGCGACCGAACGCTCTCGGGCTGCGCTGCCA
GAGCATGTCGCGAACGTTGTCGCCTTGCGTTCCCAGAATCAAATGCTTCGGGTTGACGCA
TCGGCGGTTATCGCAGGTATGCCGCACGACGAGCCCGTCGGGCACGTCGCCGTTCGTGAC
GCGGTATGCGGCGCGGTGCGCGTTCGTCACGTTGCCGGCGACGCACACTCTGCCGTAACC
GGTGTCGTTGACGTTTCCTTGCCACGGCCAGCACGAGTCGTCGGCGAGGCCATGCGGCGT
GCCGTCTCGGACGGCGTCGGCGAGCGATCGGCCGTTGTCGTTTCGGGGGCGCACAGGAGG
GCCGCTGGTCGGGTCACCATATGTGCGGTATCGCCGATAATGGGATCGGCAGAACCCGCG
TGCAAACTGGGGCCGCACACACTCATTGACCGAACACCCTGCCGTTTTATCCATACTGAC
CACACTACCGTTAGGCGAACCGCATGACGACCGTGATCGACACTGCGGGTGGATTCCCCT
CACCTGAGGCAATCAAAGCTGCGGGCCACTCTGGCTTGATGGCGTACGTGTCGCTGTCCC
GTCCTGGCAGCAACTTCGCGGGAAAGCCGATCACACGAGCTATCGCGGATCGCTACCGCG
CCGCAGGTGTGGACATCGGGGCCATATTCCAGTACGGCAAACCGCAGGGCACCGCGCCGT
CGGACTGGACGACCGGGTTTGAGGGTGGCAAACGTATGGCCGCGCAGGCGCTGCGTATCG
CCCGCGACGCCGGCATGCCCGGCTGGTGCCCGATCTATTTCGCCGTCGACGAGAACATCA
CTCTGCAGCAGTGGAACGACACGGCCGTGCATTTCTTCCGCGGCGCCGGCGAGGCGATCG
GCGTCGAGTGGGTCGGCATCTACGGGCACTCGCGTGTGTGTCACTGGGCGATCGAGGACA
AGGTCATCGGCCGGTCACCGAAGCCGGGATCCGGGCCGTGGGCGTGGGTCACCCGCGCGT
GGTCGGATGACACCGGCACCGGCTACGCGGCGCTGTATCAGCGCATCATCGACACGCCGT
CGAATCCGGGGCCGCTCGTCGACGGGATCCGCGTCGACGTCAACGACGTCTATGCCGCCG
ATTGGGGGCAGTGGTCGGTCGACCGCACACCGAACGCCGGGCAGCCGGCACCCGCACCAA
CAGCACCGGGAGGGCCGGCAGATATGGCACGCATCGGATACGGCGTCACGCACACGATCC
CCGCCGGGTCGGACGGGCCGCGCCGCGCGGACGACTACGTCGGCGTGCACACGCAGGAAG
GCGGGAAGGGCGACGCGATCGGACTAGCGAACTACTGCAAGACCGCGGGCGTGTCCTACA
ACGACGCCGTGGACGATGTGTACACCGTCCGCATGATGGCACCCGGCAACGCGCCGTGGG
CTGCTGTGCAGGCGAACGCCGTCGGCTACCACATCGTGCTAGCAGGCAGTTTCGTGTCGT
GGTCGCGTGACCGGTGGCTGTCGAAGGATGCATCGGACGGACTCGACGAAGACGCGATGC
TGACCCGCGCCGCCCGCTGTGTCGCCGCAGCATGTCAAGAGTTCGGGATCCCCGTCGAGT
GGGTCGGGAACAACGGGGCGACCGGGTGGCCGCAGAAGCGCGGTATCTGCGGGCACAAGG
ATTTCGGGGCGCGCGGCGGCGGCCACACCGACCCGTACCCGAACTTCCCGATCGACGAGT
TCATGCGCCGGGTGCGTGCATTCTTCGCGCCGCCGTCACCGAACCTGATCGACGCCGAGG
CGAAGGTCGCCGCCCGCTGGATCGGAAAGCGCATCACCGGTGCCGCGACACCGGCGACCA
CCGACGACGAAACACCGCTGTTCCTCGACGGTAAGAAGGTCGGCGCGTTCGCGCGGTTCG
AGTCCGGTCACGTGTACTGGCGGCTCGGCGCGTCGGCGGCGTACGCGATCCCCGCCGGCG
GGCTGTTCGAGGCGTACGCCGCCCGCGACTGGGAACGCGGTCTAGGGTTCCCGGTGCTGC
GGCACCAGGTCGTCACCACACCGATCAGCAAGGTCACCGCCGGCGTGCAGTCGTTCGAGG
GCGGCGTGTTATTCACACCTGTGGGCGGACCTGTGGAGGGATTCGTCGTGCACGGCGAGA
TCGGCAAACGGTACGCGGCGATGGACTGGGAACAGGGACCACTCGGTCTACCCACATCGG
ACGAACGACCGGTGCCGAATACCGACCTGATCGAGCAACGGTTCGAGTTCGGGAAACTGA
CCTACGTGCCGACGGGCGTACTCGTCGAGCTGGTCACCAACTAGAGAGAGGCACCACCAT
GACGCACCGAGATCCCCTCACCGGAGTGCAGGCACCAGCGGCCGGCGCACCGTTCACGTT
CGGCGGGTTCGTGATCGACGTCGCCGAGAAGTCGGGCAAGACGTTCGCGCAGACCCTGCT
GCTGTTCCTGACCCTCGGCGTCAGCGTCACCGCGGTGCCGTGGACGACCGCGCTGCAGGG
CGCGGCGATCGCGACCGTGTCGACCGCCGGCATCGCGGTCGTCCAGTCGGCGTGGACGTC
GCCGAATCAGTACATCGAGTCGTTCGCCCGCGCCGGCCGTACGTTCGTCGCGACCGGTGT
CGGCGCGCTACCGGTCGTCTCCGCTGACCATGCGGTCGTGTTCGCTGACGTCAACTGGTG
GGAGCTGGCCGGAGTGTCGGGTACCGCTGCAGCGATCAGTCTGCTGACCTCGGTCGCGTC
GTGGAAGATCGGCGCCGACAAGGCATCGCCGAGCCTCGTGCGATGACGCTGACGGAGCAC
GCCTCACTGCAGTCCGCGGCGGGGCTGGTGAGGCTGCGCATACAGCTCGTCTATCCCGAA
GTCGTGCTGCTGCAGGCCGGCATGTTCCTGACGATGATCTGGCGTGGACTCGACTACGCG
ATCCCACCGAACGACGAACCGGCGACACTATCGGCGATCGAGCAGGCCGCACCGTTCAAC
GTGTGGGGCGGGCTGTTCCTGCTCGGCGGCGTGACCGGGTTGCTCGGTCTGCGGTATGTG
CGGTGGCCGCTGACCGTATTCGCTCACGGACTCGGCGTCGCACTGTACTTCGCGTTCTCA
CTCGGGTCGCTGGTGTCGATTATCGTGCGCGCCGGCGAACCACCGACGATGCTCGCGTTC
GCGTGGATCACCGCACTGTTGGGATCGGCGGCAATCACGATCGCTGTCGTGTCGTGGGCG
TGGCCGCAGTACCGGGCTGTGTCGTGGGTGATCGCGGCAGTCGCCGCCGTCGCATCGGTG
GTCATCACCGCATCCTCGTCGGACGTGTACGGGTGGCGCACCGCGACCGGCTGGCTGTTC
GTGCTGTGCGTCGGCCATGCTGTCATGGCGAGCGCGTCGTCGGACGCGTGGAAGGACTAC
ACCGGCCGGGGGGCCGCAGAGATACGACGTCGGGGGCAGACGAAAGAGTCGACCAGTGGA
CCCTAATGCACTGCCGGACAACACCCCCGGATGGATCGTGCTGGCCGCGTTTGTGCTCGT
CGGGTTGAAGTATCTGGGGCAGTTCCTCGCCGAGGCGTCGGAGACGTGGGCGAAGGTACT
CGGCCCGCTCGGTAAGCGGTGGCGGGCGCGCGGCGCGCGCCGTCAGATCGAGCGGGCCGA
GACCGCGGGCGGGCAACTCGCGTCGCTCGAATCTGACATGAAGTTCTACCGGGCGCGGGC
GCACCGGTTCGAGCGCAGGCACGGCCGGTTCCTCGAATGGTACGAGCAGGTTGACCAGCC
GTTCCACGACGATCTGCACATCACCGCAGCCGAGTCACGCATGCGGCTGCCGGAGTGGCA
GCGACTCTCGGACTGGATGCGTGAGCACCCGGACCCGATCGACCAGCCGCGCAGCGGCGA
CGAGAAAGTGGGCAGCAGTGACTGAACCGATCTACGTGTTCACGTTCCGCGGTATCAGCG
AACGACTGAACGGCAACCTGATCGACCTGCTGCCACTGCCGGACGGCGCGATCCGCATCG
AAGTGCCGTGGGCCGCATCGTACGGGCCAGTGCCGCAACCGTTCGGGCTGTCCTATCACG
ACAGCCTCGCCGCCGGCATGGCGCTCGGCGAGCGCATGGTCAAAGATGTTCTGCTCGACG
AGCCGTTCGCCCGCATCGTGTTCGTCGGCTACTCGGGTGGCGCTGCGCTGGCCGGCGACC
TCGCCGCGAAGCTCGGCGGGTCGCTCGTCGACGCCGTGATCCTGATCGCCGACCCGAACG
CGCCGGGCACGTCGAGTGTGCACGGCATCGTCCGGCGCCGTGAGACCGGGTTGGCGACGT
ACTGGCTGTCCAATTCGAACGACGGTATCTGTTCGTGCCCGCGGTACAACCCGCTGCGCA
TCATCGCCCGTACGACACCGTGCATCGCGCTCGACCGGCGGTCGTGGGGCGCGCAGGGTG
CGGACGTGTGGCGGCAGCTGAACGACCCGGCGACGCGCCGCACGATGGCTGCCGAGATCG
GGCCGCCGTGGTCGCCGGTCACGTGGCATCGGTGGGAGCGGGCGTTTCAACTCGCCGACG
GGTATCTGTCTCAGCGTGAGCATGTGCAGTGGTATCGGTCGCCGGCGCGGATGCGTGCGG
CGGGCGCGTGGCTGACCCGCACTTTGGCATAACCTGTCGCGTCCGGTCACACGCTGGCAC
ACATTCGTGTTACCGTGGGCGGGACCGAAACCGCACACAACCGAAGGGGCCGCACCCCAT
GACTACTGCACCGCTCACCAACCGACCAGAGCACGCCGTCGCCGACGACGAGTTCGACTC
CGACCTCGCACCGACCGACCTCGTGTTCCCGCTGCTCGACGTTCACATCGTCGACCGCGT
CGCCGAGATTCCCGGCGCGCTCGCCGCGCTCGGCGCACTGATCGACACGCTGCGCGGCGC
CGCCAACGTCGAGTTCGGCGCCGGCACTATCGCCGTCACCGGCAACCGCACACCCGACGA
GCTGCAGCAGCGGCTGCAGCAGCGGCAACGCATGTACGACGAGGGCCGCGACATCTATCA
ACGGTACCTCGACCACATCGACGCCGGCGACGACGAACAGGCCGCCACGATCGCGACCGT
CAGCAAGTACCGGTGGCACTACTACCTCGGCCGCGAGGGCATCACCGAGGTCGGCGGGCA
GTCGGTGCCGGAGTTCCGGGCATGAGCGCGTGCTCGTCGTGCGGCGAGACGATCATCTTC
GCCAAGACCGCGAAGGGCAAGGCGATGCCGCTCGACCCCGAACCGAACGCCACCCGCGGG
AACGTGTACGTCACCGGTCAGGGCCGCGACATGACGGCAACGAAACTGACTGACGCGCTC
GCACAACGGTTCCGCGAGGACGGCAAGCTGCTCTACCTGTCGCACTTCGCGACGTGCCCG
AACGCTGACCGCCACCGCCGAGGGGGCCGACGATGACCATCGACGTCAATCCGTGGGACG
ACACCAGCGTCATGCTGCAGCGGTTCGACCTCGACACCTACAGCGGCCGCATCGGCTGGC
TGTGGCAACGCCGCAACGGCATCGGCTCGTCGGAGTGCTCGTCGGTGCTCGGTCTGAATC
CGTGGCCGGACGCGACCGCATGGCACGTGTGGATGGACAAAGTCGCGCTGCTGCCCCTCG
ACGACGGCCGAGACTCGGAGCAGATGGAGATCGGCCGCGAAGTCGAATCGGCGATCGTGC
GTATCGTCGCCCGCCGTCTCGGCGTCGAGCACTACGGGATCCCCGCGCTCGCCAACCGGC
AGCACGGATGGATGCGCAGCAACGTCGACCGCGTGTTCGTCACCAACGACGGGCCTATCC
CGTTCGAGGCGAAGAACACCAGCGAGTACCTGCTGCACGAATGGATCGACCAGGTACCCG
ACCACGCCGAGCTGCAGATTCTGCACACCCTGAACGTGACCGGCGCACCGTACGGGTACG
TCGGCGGCATGATCGGCGGCCGGCGCGTCGTGTTCCAACGCATCGACCGCAACGAGTCGC
TGCTGCAGCACATCGCCGACGTCGAACGCGAACTGTGGGATCGGGTGCTCGGCTACAAGG
CGGCGATCGCCCGCGGCGCCACCGTCGACGAGGCGCGCGAAGAGTTCGAGCCGACCGTCA
CCGAACGCGACACCGTCGACAGCATCATCGGTGCGGCACCGCGGCGCGACGTCGACGAGA
TCGTGCTCACCGACGAGCAGGCCGAACGGGCGCGGCTGTGGGTCGCCGACTACCAGGCAG
CGCAGCTCGCCGAGAAGTCGGCGCAGGCCGGCAAGGATGACGCGCGGAACAAGCTGGTGC
AGCTCGCCAACGGGCACACCCGCATGCTCGCCGAGGTCGGCCGCGACGGTGAGGGCAAGC
CGATACACGAGGTCATCGCCACCGTGCAGCGCGGCAACTTCGCCAAGGCGCGGTTCATCG
CGGCGCACCAGGACATCGCCGACGTCACCATGAAGAAAATCGAAGTGCTCGACGTCGACG
CGTTGAAAACTGAGCACCCGGACCTGTACCGACAGTTCCAATCCCGCCATATCCGCACAC
CGAAACGCAAGGAGAGCTGATCGTGCCCCGCACACACACAATCGTCGAGGTGCAGGTCAC
GCTCGACGCCGGCGACGGCAGTCGTGTCACGACTGAGTCCATCCGAGCCGAACTGAACGA
CGCAAACCCGCGGTTCACCCTCGCCGAGTGGCGCAGGGTCGCCGCCGACGTCGAGGCCGC
GATCCTCGAACACCGACCCGACCAGATCACGACCAAGGAGAACTGACCATGCCCGCACGC
AACGACGACCGATACGTCGACCACCTGTCCGCGCAGCAACTCGCCCGCGTCGAAGCGCTA
CACGTCGCGCGCGGCGTCCTGCAGTCCACCGGGTTCATGACGTCCCACGCCGGCGCCGCA
CCCGACGGACTCATCGACGTCGCCGAGTACATCGTGCAGGGCGTCACCGAGACCGTCCGC
ACCATGATCCGCACAGACGACCGTGACGACGCGCCGGTCGCCGCGCCGGTCGCCGACGAT
GACGAGCCGTGGGAGGAATGATGACCGGCGCCGAGCACTACGACCAGGCGCTGCGGCTAC
TCGCCGAGGCCGGACGAACACCAGCAGCGATTATCGGCTCAGTCGACGCAGCGTCGTTCT
GGTCGAGGGTCGACCGCAGTGGCGACTGCTGGCTATGGCTCGGCTACGTCCGGTCTGACG
GGTACGGGCAGTGCTACACCCGCGACGGCAACCGCCTCGCGCACCGTGTCGCGTACATGC
TCGACGGCAACCGGCTTGATCCTGAACTGACGCTCGACCATCTCTGTCGGCGTCGAGCGT
GCGTCAACCCGCAGCACCTCGAACAGGTGACGGCAGAAGTGAACACCGCACGAGGCGAGG
CCGGCGTCGCGCGAGCGTCGCAGCAGCACGCAAAAACGAAGTGCCCCGCTGGGCACGACT
ACGCGGGCGACAATCTGATCGTCGTTCAGCGGCCAAACCGGGCGGGTCCAGAGAGACGCT
GCCGGACATGCACCCGCGCGACCGAACGCCGGTCGCGCGCACGAAAGACAGGAGTCTGAT
TGTGGGCAAGAATCTGGCAGAGCGGGCGACCGCCGAGGTGCAGCAGGGCGACGACAAACC
GCCCACACTGTTCAAGCAGATCGACAGCATGCAGGTGGAGTTTCAGCGCGCCATGCCGCA
GGGCGCCGAGGCTCGGCAGCTGGTGCGTGACGCGCAGACCGCGCTGCGGCAGGTCAAGGA
TCTCGGCAAGTGTGAACCGTCGACCGTGCTCGGCGCGCTCATGACGTGCGCGCAGCTCGG
GCTGCGGCCCGGTGTCCTCGGGCAGGCGTACGTCCTGCCGTTCTGGGACAACCGCGACAA
GGTGCACAAGGCGCAGTTGATCGTCGGATACAAGGGCCTGTTGTCGCTGGTCTACCGGTC
GGGCATGGTCGAAACCGTCGCCGCCCGCATCATCTACGAACACGACGAGTGGCTGCTCGA
ATACGGACTCGGCGAGGACACCCTGATCCACCGGCCGCCGGCAGGGTTCGGCGAGCGCGG
CAAACCGGTCGCCTACTACGCAATCGCCCGGATGAAGGGCGGCGGCTACGCGATCACCGA
CCCGATGTCCGTCGAGGAAATGCAGGCACACGCAGCCAAGCACTCGAAGGCATCCCGGTT
CGGGCCGTGGAAAGACCACTTCGACCAGATGGCACTGAAAACGATGCTCCGCAAGCTGTG
CGCCACGCTGCCGCAGTCGACCACCATCGAGCAGGCGATCATGCACGATGGTGCAGTGCG
CGCTGACACGTCGACAGCAGCCGTCGACCACACCCCGGAGTACGTCGACAGCGAAGTCGT
CGACGACGGCGGCGAGGGCGAAGCCGGGCCGGCCGAACTGACACCGCAGCAGCAGATCGA
ACGCGGGCTGCAGTCCGAAGGGATCACCGACCCGGAGAACGTCGCGAAGTGGTTGCAGAA
CATTCTCGGCGACCCCGACGCACCACAAACCCCGGCCGAACTGACCGATGCTGAGGCCGG
CCAAGTGCTCGACGCGATCCGCGCGTCGAACAACAACTGAGAGAGGGACCAGACCCCATG
ACCGAAGAACGTGGCAAGAAAGTCACGAACGCCAACGGCACCGAACCGGGCACTGACGGC
GCGCTCGTCAAGTACATGTTCAGTGGATCACCGCAGGACATGTTCGAGTTCGCGCCGCAG
GCCGGCGAGGTGCGCGTGATGACCGTCGTCGCCGAATGCACCCGCGACACCGGCCGCCGA
CTCACTCACGACGGCAAACAGCTCGTCGCGCCGTGGGCGATCCGCGAGGTCACCCTCGGC
CGGCAGACCACACTGCGTGACGACACCGACCCCAATCAGACCGCGATCGACGACCCCGAC
CAGACCGACGACGGCGACCCTGAACCGGACGCCGAGACGCAGGCCAACGACGCCGAGCAG
GCCGCGATCGACAACACCGACGACCCGTTCTACGTCCCACCGCAGGATGACGGCACCGCC
AAGGACTGACCGCTGCTGGCGGCTGCGCTACGAAATCCCCGGACGCGCAGCCGCCGGCAC
CCCGGTCATCCACCTCGGCTACTGCCCCACCGACCCCGACGAACACGTCGTCAGCATCGG
CGGCCGCGTCTACACGCTGCCCGCGTACTGGCTCGACGTCGCCGCCACCGACAGTTGGAC
ACCATGACTGAACCTGCACCAGCCGCCGTAGACCAGGGCGCAATGAGCATCGACGACACC
GCCGTCTACCTCGGCCGCATCAGTCGCCGACAGGTCTACCGGCTCATCGAGGACGGGCAC
CTCGACCGCATCCACATCGGCCGCCGCGCACTCGTCACCCGCGAATCGTGCGACCGGTAC
ATCGCTTCACGCCTCACCGCCTCGAAGGATCACTGATGCCCAAGGCCACCGGCAAAGACC
ATGCACGTATCAACCTCGACCTGTGGGGCGACGACGACTGGCTCGACCTCACACCCGCCG
CGCAGCACCTGTACTTCGTGCTGTGGACCTCGCCCGGCCTGTCCTACTGCGGGTCCGGTG
AGTGGAAGCCGTCCCGCATCGCCCAACGCGCCGCCGGCTGGACCGAACAGCAACTGTTGC
GTGCGGCCGCTGAGCTGTCACGCGAACTGTTCCTACTCGTCGACGTCGACACCGAAGAGT
TCCTGCTGCGGTCCTGGGTGAAGCACGACGGGCTGTGGAAGCAGCCGAACATGGCCGTCT
CGATGACGAACGCGCGCGCCGACATGGCGTCGCGGACACTGCGCGGTGTCGTCGTCCACG
AGGTGCAGAAGATCCGCGACCGGCACCCCGAATCGAAGTCGTGGGACCGCGAGCAGGTCG
TCAGTTTGCTCGAACAGAAGGCCGTCGACCCCGCCACCATTCCCCCGTTTGACCCCACGC
CTGACCCCTCGGTTAACCCCTACGCTGACCCCTCGGTTAACCCCCCGATTAACCCTAAAC
CGGGGGCCAGGGTTAACCCCCCGGTTTACCCCCCCTCTACTCCTGCTCCTGCTCCTGCTA
CTACCTACATTTCTCCCGCTCCTCACGCGCGTGCAGGCGCGCGAGGCGACGACCCCGACG
ACGACCCACCAACAGCCGGCGCGCTCGCGCTCGTCCCGGCCCTACCCGACCGCCGACCCG
ACGGCCAACGCATCCCCAAACGGACCCGCAACCAAATGCTCGCCGAGCTGAACGCGACCG
CCCGCAGCGTCGACGCCGCACGCATCGCCAGCGCATTCGAGGCCAGCCTCGGCGGCCGAC
TCGACCGCGCGACCCTCATCGAAATCGGGCGGGTCTGCGACGGGCTGCTCCGCGACGGCA
TCCCGCCCGCGCAGATCGCCGCAGGCATCCAGGCGTGGCACGACAGCGACCGGCTCTACC
CGTCCCAAATCCCGCGGTTCGTCGCCAAAGCCGCCCGCACCAGCCGACCCGCCACCGGCA
AACCCACCGCCGCCGCCGTCGAAGCGCACGACGTCGCCGCCCAACTCATCGAGGAACTAG
GGTTATGACCAGCCGCGAAACCGTCGAAGCCGCCGAAAAAGCGTGGCAGACAGCCCGATT
CATCGACGACCGGCTCGGACAACCCGACCCAAACCGGCTCCGCATGTGGGTAGACATGTT
CTCCCGCACCAACGTTCACCCCGACGAAGCCGTCGAATCCGTCAAAGCCTGGTACGCCGC
CGGCGGCCGCGACCGCGTCATCCAGCCCGGCGACATCTGCGCCGGCGTCCGCGACCTCCG
ACGAGCAGCGATCGAACGAGACCACGCCGCGAGCCTCGCCGCCCAACCCGCCGTCGCCAC
CGACCCGCAACTCGGCATCCCCATCGCAGGCGCCGACGGCGAACCAATCTGGCCCGCCTA
CGACGTCGACGACGCCGGGAACTACACCTGCGACACCTGCCACGCCGAACCGGATCAGGC
ATGCGTGAACCTCGCCACGAACATGACCCGAAAGATCCCCTGCGCCAGCCGACTACTGAA
AGCGAGACGAGCAGCCAAACACACATAGCGATTCCCGCTGGCTCATTCCGACGCTCGCGG
ACGAAAACAGCGATCAGGTATCCGAGTGACCAAACCGCTTTACGTCACCCCATTACGTCA
CACAACCAGACAGGCACAATCGACCATGACCGACCACCGCACAGCAGCCGAAAACGACCT
CGCACGCGCCATCCACGCACTCGCCGACGCACTCGCCAAGTACGCACGCGACTGCCCCAC
ACCCGACTGCCTGCTCGCAGCAGGACACACCGGCGACCACGACACGACCGAGCACACGCT
CTCCTGCGGCGTGCTCGGCTGGCTCGCGTCCATCGGCGCGCGAGCGACTGCCGTGTGCAG
CCTCAACGACGGCCACGACGGACCACACCACGACGAAAACCTCGACGTCGATTGGACGAC
CAGCGAATGAGACAGCAACAGAACTGCCCGCAGTGCTCGGCGATCATCACCGTGCCACCG
ATCGACGCGCTACTCTGCCCCGCCTGCGGCGCGATCGCCGTCGTCACCGAACAGGGACTG
CTCGCCGTCCCCGACGTCGACCAGCTCGACCTGATCCTGCTGCGACCCGAAGTCCGCAGG
CTCATCGAACAAGCCTCCGCGATCCGGCAAGCCCTGTTCGGCGGGCAGTTCACCCTCACC
GACCCGACCGGGCTACTCGACCCCGAACCACACTCGACACTCGCCCAAGCGATCGCGCGT
GCACAAACCGCGCCGTGGCCCATCACCGCATGGGTCATCATTGACCCAAGCGGCCACGTC
GCCGCCCACCGCACACCCCGAAGGGACCAACCAGCATGACCGACCAGAAACCCTCCACAC
CGCCCGCCGGCCCGTCAGGCGTGTCACGACCACAGGACAACCACGACGTGCAGCAGGCGC
TGCGCCGCGTGAACGACGTCATCGGCGGCGCGCTACGGCAGATCGCCGCGATCACCGGAC
AACCCGACCCGGCACCGCCGACCGCGCCGGCACCGAACCACCTCGACGCGATGCGCACCG
CGTACGCCGAAGGGCACGGCGACGGCATGATCGCAGCGAAACGTGGCGACCCCGACGACG
CCCAACTCGACAACCCGTACGGCAAGCTGCTCGACGACCGCCGCGAGTTCGTGCGTGAGC
AGGTGAACAACGGCTACGGCGCGCAGCTCGACGAGAACGACGACGACGTGCTCGGCGACG
ACAACGCCGAATGGTTCGACGCCGTGCTCGACGCGCACGACGAATGGCGATCGCTGCAAC
GCCGCACCGAACCGACAGACCTCGACGCAATGCGGCCAGCATGTGAGTGTGCCTGCTGTG
CGGCAGGCGGCTGCTACTGCTACGAATACCCGAGCGATCAGCGATGTGACTGCACCCGCT
GCAAACGTGAATGGCCCCTCAGCGGCGGTCGGCAGCCCGGCGGATGGGTACCGCCGTACA
GTGCCGACACCGCGCTCGGCAAAATCTGGCACGTCGTCAGCAACCCGACCGTGCCGGAAC
GACCCGAGGTCACCGTGAACAGCGTGCGGGACGTCCTCGCCGACATGGGCTACCACGAGC
ACGTACACACCCGCCTCGCCACCGACGACGCACCCGTCGAACTGTGCGGCAACAGGCCGC
CCGCGCTGACCGGCATCGGGTTTGTCGGGCAGTACGCGTGCACCCTGCCCGCCGGCCACG
ACGGACAGCACAGCGACGGACAGTACGGCGTGGCGTGGGATGCCGAGGCTGTCACCGACG
ACGACCCGCTGCCCGGCTGCACCAGCACACACGCACTCGGCATCGCCGTCTACACCTGCA
CCCGTCCCGCCGGGCACGACGCATTCCACCAGGACAAGCGGTACGGCGTCGCATGGGCCG
CTGACGGTAGCTCGTCATGGAGGGTGAAGTGACCGAGCGGGAATGGAACGAGCACATCGT
CGCCGAGATCGACGTACTCGCCCACGACGCGAAGCTCGGCACCCGGCACGAGGATCACGA
CGGGTGGCGGTTCGAGCTGGACACGGCGCACCAGTTCGAGGACCGGGCGCCGCGCCGTGT
GCTCACCTGCGGGTGCGGCATCGTGCTCGCCGAGGGCAGCGTCGCATGAGCTGGACCGAG
GACTGCAACGCGTGCGGCCACACTCACCCCGACGAGTGCGACTGTCCGTGTGGCTGCACG
ATGCACCCCGTCGACACGTGGGACATGACCGAATTGCCCGGCGATGAGTAGCGGGCAGCG
GCCGCGTCGCCGCGCGTACTTCCCCCGCATGAAAGAGCGGGGGAAGTACCGGCCGCGCCG
GCCACGCGTCACTGTCTATGACGCGAACTGGCGGGCTGTGTGGCCGCAGCCGAAACGTAT
CGACGTCGTCGCGTTCACGTCGCCGAAGGTCGGCCGGTTCGGTGGGCACGTCATCATCGG
CCGGAAGATACGACTCACCAGCGGCAGTGACGCGCACCTGATCACCGAGGTCGGCCCACC
GGTCATCGAGACAAAGTGGACGTGGTGACCACCGCCGAGTGCAACAACGCGAGAGGATGA
CCCGATGACTGACTTCGCTGTCGCACGACGTACCGACGTCACGCAGCAGATCGTCGACCG
GCCGGCGACTATCGAGCAGATGCGGGAATGCGTCGCGAAGCTGCGCGCCGAACAGGACCC
CGGCGACCCGGCCCGCATCGTCGGGTTGATGCGCCGCCCGCGGTCGCCTATCTGGGAACT
CGCCGAACCGTGACCCGTTGACTGTAGCCTCGTCATGAGGCTACGGTTACGGGGCACACC
CGCACCCCTACCGCACCAGGGAGAAACCGTGATAATCAAGCACGACCCCGCCGCAGCACC
GCGGCACCATCGAGGTCTACCCGACCATCCTGCTCGAATCCGACGAGCGTCACGTCGACT
GGCGTTGGCGATCGGTATCGAACAACGGCAAGAACCTCGGCTACGGCGAGGGATTCAACC
GCCGCGCCGGCGCGCTGCACTCGGTCGACGCGCAGTACTCGCTGCGCGTCCTCGGCACCG
TCACCGAGGACGGCGAAGAGGTATTCACGCAGGCCGCGCTCGACCAGCCCGAACCACTCG
AAACGCTGTTCGTGCTGCCGTGGCGACTCATCGTCCACAAGCGCGACCGCACCGACCCGG
CGGCGATGGTCGTCGACTACATCGCGGCGGTCTACTGATGTCCGACCGACCCAACGTGTT
CGCCGACCGCGAGAACCGGCTGTGTGTGTACGCGCCACGCGCGACCGCCGACCAGGGCGG
CGACGCCACCCCGTACGTGCTCGGCGAGTTCAACTCGCAAGGCGACTTCATCACACACCA
GCGTGTCGGCGAAGTCCCGGACGGCTACTACTGGGCTGGTGACGGCGCGCGGCAACTCGC
CAACGAACGCAGCCGCCGTATCAAGAGACGCGACCGCCGCGTCGTCCCCGACAACGACCA
GTCGTTCGACGACCTGCTCGCCGGCATCCGCACCCTCGCCGCCGTCATCGCGACCCTATC
CGCCCGGCACACCGAGGTGTGCGAGGAACGCGACCAGCAGCGGATACGCGCCGAGGCCGC
CGAGTACGACCTCGCCGAGCTACGCCGAGCCACCCGCACATGATCACGCGAGCGATGCAA
CGCAACGCACTGCGCGCGCTCGGCATCGAGCCGGACGGCACCATCGCAGCGGTGACCATC
ACCACCACGAAGGTTGTCGTCGCGCGCGTCCACGCCGAATCAGAGTCGTCATGGACCGAT
GTCTACGACGTGGCGACACCACCGAAAGTGCCGCCCACATGATCCGGCAGCCGTGCGCCG
GCTGCGGCCACGACCGCGTCCTGCACCACACCGACGGGCCGTGCGTCGTCCGACACTGCC
CATGCCGCCACCACCACGAAACGGAGACCCGCACGTGACCATCGCACCGCACAACGTGTC
ACAGATGCTCGACCAGTTCGCCCGCGACGAGCTGACAGCGTCAGAGAAGTTCTCACCATT
CCACGCCGAGATCCCCGAAGCGGCCATGCGCCGGCTGCACGACGTCGTCGCGAAGGCGTA
CACGCTCGGCTACGAGGACGGGTACGGCGTCGCCATGTCGCAGGCGCAGTACGCGCGCGA
CCGGGACACCGAGCGTGCCCGGCAGGCAGCAGCCAGAGCCAAGGCCGAGAGCGTGATCGA
CGACGCGATCGACGAGCTGAACCGGTGACCGTCATCCTCGGTGTCGACCCGTCGCTGACG
TCGACCGGACTTTGCCGCATCACCATCACACCGCCGACTGTCGTCACCTCGTCCGGTGGT
GTCGACGACGTCGCCATCCAGACGACATGCGTCGGCGAGCCGGGCAGCAAAGGGATGACC
GTCGAACAACGCCGGGCACGTATCCAACGTGCACGCCGCGCGATCCTGCGGGCAGCGCAA
GGCGCCGACCTCGTCGTCATCGAGGTGCCGTTCTACAACCGGAAGACAACGCAGGTCGGA
CTGATGGACCGGTCATGGTTGTTCGGCACCGTCGTCGACGCACTGCACGCCGCCGGCATC
CCGGTCGTGTTCGTGTCCGCAGCAAGCCGCGCGAAGTTCGCCACCGACAACGGCAACAGC
GACAAAGCTGCCGTGGCCGAGGCGATCGGCCGGCTGTGGTCCGCGGTGCTCGTCGAGAAC
GGCCGACACCGCCAACTCCGCAACGACGACGAGTACGACGCACTCGTCTGCGCCACCATC
GGCGCAGTGAAAACACACCCCCGCTCACGCCTACCCATCCGGGTCCTCGAACACCACCTG
CACGTGGTCGCCGGGCTTGACTGGCAGGCGTGGGACACCTCCGAACAAGGGATCACCTGG
TGACCGACAAGCATCTGTACATCGAGTCCACACCGTCCAAGCTCGAACAGTTCGAGAAGC
GCGCCGAAGCGACCAAGACCGTCGCTACGCAGCTCGCCAACGACCACAAGGCCAGCGACC
TCGCCGACGAGTACCGCGCCGAGCACCACAACCTGACCGCCGCGCTGCAGCTACTCGCGA
CCATCGGCGAAATGGTGTCCGACAAGATTCCCGCCCGCGCCGACCGCGACAACAAGAGCC
TGTTCAGCAGGCGGCGCGAGCAGGTGATCGGCGCGAACGTCGTGAACTACCTGATCGACT
GCGGGTTCACACCGCCGCAGCACGTGTTCGATCTGGTCGTCGAGAGTGAGCCGCCGAAAT
GACCGGCCCCGACCCGGCCCGCGCGACTGCTGACGCGATCGCTGACCGACTGACCAGCAC
GATCCTCGCCCGCTACCAAGGAGACTCGATGACGAAACAAGCCGACCCCAACGGACGCAC
CCCGATCGGCCCGCTGCCGGCCGCGCTCGGCGACTACAAACCGCCGCTGTACGTGCAGGC
GATGCTCGAAACGGCGACCGCCGAAGGGCGCGCCGAAGCGCTCGCCGAACAACTGTCCGA
CCTGTCGCTCGACCGTATGGCGCTCGTCGACCGGCTCGTCGACCGCGAGCGCGAGGCGGC
GAGCGTGATCGTCGACCTTCACGTCGCCAACGCACGTGCCGTCGACGAGGCGAACCAAGC
GCGCGCACTGCTGTCGTCGGCGACCACCCGAGCCGACGAGCTGCAGGCCGAGCTGGACTC
CGACCCTCGGCGGGCTGTGCTGCAAACCATCTGGGACACGGCGACGAACGCGATCACCGC
GATCGGCGGCAGCAACCTCGACGACATCGACACCGCCGGCCGAGTGGAACTACTCGCCGA
ACGCGCGATCGAGCTGTACGCCGAGAACCGGCACGACGTCGACGGCGTCACGGCCACGCT
GCTCGGCGTCGAACAGACCGCGCGAGTTGCGCTCACCGCCCACCACGAAATGATGTTCCC
CCACGAGGACATCGGAATACCGGTCGCCGTCGACCAGCAGGTCACGATGCTGGCCGGCTA
CCTCGCCGATGCGCGTCATCGGGTGCAGCAGCTGACGGCGGCGAACGCGGCGCTGCAGGA
CACGGCGAACGGCCGGCACTCGGTCGTCGGCGGCGAGGTGCGCGAGCACACCGAGCAGGC
ACCGACCGGCGGCGTCGAGGTCGGCCACCCGTACGAACAGACCATCGCGGATGCGTCGCT
GCCCGAGCAGATCGTCGCCGACCTGCAGACGGCCGAGGCTGCGCAGCGCGAGCACCAGGT
ACTGCCCACACCGTCGCCGGCGTCGCCGTGCTCGAACTGCGGGCACACACGGGCGGCACA
CGATCCCGGCGCGGAATGGAACGCCGACCAGGCTGGGATACACCGCACGTGTAAACCGCC
GTGCCCGTGCACCGTATACGTGCCCGTCGCGCCGAAGCCGTCATGACCGGCGACGACGAG
GTGCTGACCGGCGAGCTGGTGCCGGCCGGCGATCCGGTACCGCCGTACGAAGCGATCCGC
CGGCTACGTGAGCCGCATGACGAGCCGGGGCCGGACGTCGAGCCGCCGATCGTGCGGCAC
GGCGAACCGCGCTGCGACGCCGAGACGCGCGTCGACGGCACATGGGAGGGCACCACGATC
GGCCGCGTGTAGCTGACCGTGCGCGCGCAGTGCGACCTGCCACCCGACCACGACGGACAG
CACCGGGTGACCATGCCCGACCGGGTCACCGAATACCGCTGGTAGACCGACACGAGCGGC
GGGTACGCGATGAACGCGTACCCGCCGTTGTCGTGTGTGGGTGGTCGTGCAGCTGAACGG
CACCCCGGCGTCGATTCCGGTTACTTGGCTCGCCCGGCCGGTGGAGTGCTAGCACCGCCG
GGCATCGTGCTTGCCTCACGCCTCATGTGGAACGCGAGTACACGACCAACCCACCAATCA
GAGTACGGCGTGGACACCCCGACCGCGTTACAGTAGCCTCGTTATGAGGCTACAGACAGC
CTCGTTTCCCGCACACAATGAGAGGCACCAACCCATGACCGAACCGATCCTGTGGGTCAT
CCGATACAGCATCGAACCGCTCGACCCGCGCAACACCAGCGGCGTTCCCGAGCTGTCCGT
CATGCGTGTCGTCGACCCCATGAACGCCGACCCCGACGACACACACGAGGTGATCCTCGC
GCCGTCCACCGCGACCGGCGTACTGCTCATCGACCCCGCCGACGCCGGCAGCCTCGCGTT
CGTCACCGCCGCGCAACTCGTCCCACGGTTCAGCACCGACCGGCCGGTGCTGCTGCTGCA
GGCGACGCACGTGTCGGCGACCATCGCGAAGCCGTGGCCGCTGCACTACCAGAGCCTCGA
CCCCGCCGACCCGCTCGCCGGCATGGCCGCGCACGTCAACACCGACACCCCCGACGTCAA
GGTCGCGTGGATCGAGGGGCACCTGTTCGGTGACGGCGACGTGACCGTCGCCGACCTGCT
GGGAGGGCCGACCGATGGCTAGTGACGACATCCGAAACTACGACCCCGACACCGGCATGC
TCTACCGGTGGGAGATGCCCGACAGCCCGCGCGGGTTCGTCGTCGAAATCGAGAACGACG
ACGACGGCCCGATCCTCTGCGGCTGCGTGACCGGTCCCGGCTTCACCAAACCGGCCGGGT
TCCTGTACCCCGCCGAGCTGCGGTGGCTGGCCGAGAACATGCCGTCGATGCTCGCGTCAA
TCGAGGCGTACGAACTGCGGCAGGAGAGCACGCCGTGATCGCCGACGTACTCGAAGATCA
CCAGCGGCACGCCAACTTCAAACCCACCACGACGGGCGTGTTCATCGTCGGCTGCCGCTG
CGGATGGAAGTCGGTCTACGCCGACCGCGGCCGCGGGTATCGACTGTGGGCCGAACACAT
CGAGCAGGTCATCGAAGGTAGGTCGGCGAAGTGAACGTGTACGAGTTCGAGGGCGGCCGG
TGGCGCAACGACCCCGACTACGAGACGTACCGCGAGCAGATCGCGGAACGCCGCGCCGAG
GACCCCGGCCCGCCCGTCGACGACTTCGACCCCAATCCGTGGTTCAACGAAAGAGACTGA
CCGATGTCCCGATTTGAAATTCCTCTGCGACCGCCGGCACCGTCCAAGCGTGGCAGCGCG
CACGATCCGTCAGCGAAGATCGTTGTCGAGCACGACCCAGGGACGACCGAACTGACTGTG
TGGCCGATCGGCTGCGCAACACCGATGCGCGACTTCGACGACTTCGACCGGTTCGTCGAC
GCGCTGCTGTGGGCGCGGTCCCGCATCCGCTCGGAACGCCTCGCCGCCGACCCGCGGGCA
GCCGGCGGTCCGATCTGGACGCACGCCGAATGTAAACAGGGATGCGGCACGCAGGTGCGT
GTCCCTGCCGGGTTCGAGCGGCACGCCGAATGCGCGCGCTGCGCCGGGCTGGAAGGGCAG
TAGTCATGAGTCTGATCGGCATCACCCGCGACGGCTTCCCCGACCCGCCCGACCATGTCT
ACGAGCACGGTTCCGACGGCAAGGGCTGCACGCACATGCACGAGTTCGACCTACGCAACG
CCGCCGGCAAGGTCGTGGTTGCCGAGCACTACCGGTGTCACCGCCCGGCCGGCGATCACC
CGTCGCCGGTCGAACCGTCCGACGACCCCGTCGTCATCGTCCCTGACGGTCGGCCGTGGC
TGCCGCAGCCGGACGGCACGTGGGCGCCGCCGCCATGACGGTCGCCGAGCTGATCATGAT
CATGCAGCTACAGATGATGTACGTCGACGACCTCGAAGTGTGGCTTCACGACGGCAGCGG
CGAGGCACCCGTCGAAGTACAGAACATCGAGATACGTCGAGCCGACGGCCGGATCGTGCT
GTGACCGGCAAGCTCGGCGCGGCGTGCCCGAAGTGTGGGAAGCCGGTACTCGCCGCGAAG
GGCGGCCGGCACCTGTCGTGCTCGCCGGTGTGCACATCGTGTCACCTGCCGATCGCCGGC
GACGACCCCAACCAGCGCGGCCCGCGGCACGCTCACTGTGAGAAGAAACGACGATGACCG
ACCCCGCGAAGATGAAAGTGTGGCGCATCGTCACCGGCCAAACCCGCCGACTGCAGGTCG
ACGTGACCGCGCTCGGCGCCGCATATCTGACCGCCGACCCCGACACGACACGCGCGCTCG
AAGACGCGATAGACCCGACCGTCCTCGAAGCGTGCGCATGGGTGACGCTGCACGGCCCGG
CCGAACAACAGGGCAGCGGATACCGCTTACGATAGCCTCACAACGAGGCTACAATTCCGA
ATGCACCAACCCATCGAGAGGACCCGCACATGTCCGAAGTAGTGAACTACTCTGCCCGGC
TCGACACGCTGCCCACCGGCACCGTGATCCGCAACGGCGAGGGCGGCACGACCTGCCATT
TCGTCAAAGAGAATGACGGCCGGTGGTATCCGTCCGACGTGGCTGGCCTGCGGCGACACC
TCGCCACCACCGACCCCGTCAACCCGACCGTGAACGGACACGCGTCGTCGCGCGTGTTCC
TGCCCGCCGCGGTCGTCGACGCCGCCGAAATCACCGTGCAGCTCGTCGCGAAGAAACTCG
ACGAGTTTTTCAACCGGGACGGCGTACTGGCCGGCACCGAAGCCACGCAAACAGCCGAGG
CGATCGCCCGCCGACTGTCCAACGCCAAGCTGCTCGCCAACTAGGAGACCTGCACCATGA
CGAACCTCGACCAGCCCGAACCGACTCCCACACGCACCGTCACCGACGACATGCTGATGC
AGGTCTATCTGTCCGGCTTGATCTCTGGTGCCGCGACGCTCGGCGTGCAGAGCGGCATAC
CGCCGGCAATCGCTGAGATGGTCGGCCGCGACCTCGCCGACAAGATCACCGGCGACCCCG
CCGCGTACGCGCAGCTCGCCGAGCAGGTGCGACTGTGGGCCGACAACCCCGGCAAGCCGA
AGAAATCCGTGATCATCACCGCATGCATCGCGACAGGAAAGCCGAGGCACGAGTCATGAC
GGCCGGCAGCGACCTCGCAGTCGTCAGCTCGACCGCGATCGCGCGGGTGCGGGACACGAC
CGACGTCGTGCTGTACCCGCGCCGCATCCTCGACGGCGACGTGACGATGCGTCTGACCGT
CGAGATGTGGACCGGCGCGACCGTGGTCGGCAGGTACATCGACGTGCCCGTCGACTTCGA
CGAGCCGGTGGTTGTGTTCGCCGAGCAGAGCCTCGTCGCGGACCTCTACACCGAGCAGAC
CGGCAGTGTGGTGTCCGGTCCGTGGAATATCGTGCTGCCCGAGCACGAGGTGCGGTCGTG
ACGGCGACGCCGCTGTGGTGGCGGCTGCTCAATCCGATTCGGACGCTGCGGCCGCCGACC
GCCGGGTCGACGTCCGAGGTCGTGATTACCCCGTTCGGGCAGCCGTCGGTTCCGATCTAC
GTCAACGACGACTGGGAGGAAACGGCGCGGCACCGTCGGCTCGGTGTCAGCGACGGGCTG
CGGCACGAAGTCATCCACCTGGCACCCGGCCCGCCCGGTGACGATGACTGGCTCGTGTTC
CTCGGCAACCCGACCCGGCTGTGGGTGCGTACGTTCCGGCCGCCGACTGTCGGGTCGTGG
CTCCCGCATCCGCCGCAGATCGAGGTCGGCGAGATCGAGGACCGCGCCGGCATCCCGATC
AGACGAGCACACCGGCGTAAGTAGCCGCGTGACGAGGCTACACTCAGGTGAACCGTCCGC
ACACGAAGAGAGATAATCGAATGTCAGAACAACCGCTGAACATCGCCGCGTTCGCCAAGC
TCGCCGGCATCAAATACGAGGCGATGCGCAAGTATCACCAGCGCGCCACGCAACGCCGTC
GAGAGATCGCCGAAGGGAAAACCGACCGGCCCGTCGCCGACTGGATGCCACCACCGCCCG
ACATCACCGTCGGCCGTACCCCGCTGTGGTTCCCCGAGACCGCGCGCAAGTGGGTCGAAT
CCCGGCCGTCGCGCGGCGCCGAAGAACCGCTGAGCACACAGTGAAACCGCGGTACGCCGA
CGAGCACGCCACCTTGTACTGCGCCGACATGTCGACCGTGCTCGCAGGCATGCGTGACGA
GTCCGTCGACGCTGTCATCACCGATCCGCCGTACACCGAACGCACACACAAGGGCGTGCG
GTCGAACTGGAAGTCGCCGCGTCGCGATGCCGGCAAAACGACCGCACCGCTGCAAGGCGA
ACGTCAGTTCGCTGCGGTCACTGACGACCAGCTGCGCGTCTACCTCGCCGAATGTGGACG
CGTGTCGTGTGGCTGGGTGATAGCGCACCTCGACTACCGGCAGGCCGTCGAGTTCGACGT
CGACCCGCCGACCGGGCTGCGCATGATGCGCGTCGGCGTGTGGGTCAAGACGACACCGAT
GCCGCAACTCACCGGCGACCGGCCGGCGCAAGGCTGGGAGGCGATCGCCTACCTACACCG
CGACGACAGACGGTCATCGTGGAACGGCGGCGGCAAAGCCGGAAACTATGTGCACGCGAC
CGCACGAGAGAACGGCCGCAACTCACCGAACAGGCACCCGACCGAGAAACCGATCGAGAT
CGCCGCCGACCTCGTCCGCAAGTTCACCAACGTCGGCGACGTCGTGCTCGACCCGTTCGC
CGGATCTGGGACGACGCTGCGCGCCGCAGTGAACGAGGGGCGTCGCGCGATCGGTGTCGA
GATGGACCCGGCGCACTGCGACACCATCGTGCGCAGGCTCGGACAGACCGTGCTGTTCTG
AAACGGCGAGCGGCCGGCACTCCCGCACGAGTGCCGGCCGCGCTGCCCCGTAAGGCACCG
GTCCCGCATCGTCGGGGAGGGGAGACCGGGAGTCGCGGAGACCAGACCGCCGCGCTCGAT
GTCGAGTGTAGGGCACGACAGCTCGCATAATGGTCTGGTCACACCCCGCACACACGAGAG
GTCGCACCGATGCCGCCCGGAACGTCGAAACGCGTAGACGCAGCGAACGATCTGCGTCGT
CAGAAAATGCTGGACATGTGGCTGCGCGGCCACACCTACCAACAGATCGCCGACGAGATG
AAACTGTCGAGTCACGCGACGGTTTACCGGCAGATACAGCGGGAGCTGAAACAGCGTGCG
CAGGAACGCGCCGACCTCGCCGACCAGGCACTCGAAATGCAACTCGCCCGTATCGAGCGG
CTGCTGCAGACGCACATGAAGATCGGCACCGACGAATCGAATCCGCTCGCCGCGGCCCGG
TCGGCGCGGGTCGCGCTCGACGCGATCGACCGCTTGAACCGTCTGCTGGGACTCGACCAG
CCGCAGCGTCACGAGCACGTCGTCACGACCGTCGACGCCGTCGACGTCGAGATCGCCCGT
CTGACCGCGCTACTGACCGGGCACGCCGAGGAACGTGGCATCGACGTCAGTGACCTGCCG
GCGCTGACCGCGATCGCCGCACAGGTCGACGGGCCGTAACCG