##gff-version 3
##sequence-region Gordonia_phage_Troje 1 45909
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	1	1998	259.0	+	0	ID=Gordonia_phage_Troje_CDS_0001;transl_table=11;phrog=3123;top_hit=NC_021063_p56;locus_tag=Gordonia_phage_Troje_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	2234	2557	22.1	+	0	ID=Gordonia_phage_Troje_CDS_0002;transl_table=11;phrog=22617;top_hit=MG770215_p61;locus_tag=Gordonia_phage_Troje_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	2709	3005	35.1	+	0	ID=Gordonia_phage_Troje_CDS_0003;transl_table=11;phrog=19638;top_hit=NC_031234_p61;locus_tag=Gordonia_phage_Troje_CDS_0003;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	3002	3199	16.5	+	0	ID=Gordonia_phage_Troje_CDS_0004;transl_table=11;phrog=26138;top_hit=MG770215_p63;locus_tag=Gordonia_phage_Troje_CDS_0004;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	3202	3384	20.9	+	0	ID=Gordonia_phage_Troje_CDS_0005;transl_table=11;phrog=37355;top_hit=MG770215_p64;locus_tag=Gordonia_phage_Troje_CDS_0005;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	3392	3601	23.4	+	0	ID=Gordonia_phage_Troje_CDS_0006;transl_table=11;phrog=16535;top_hit=NC_031234_p62;locus_tag=Gordonia_phage_Troje_CDS_0006;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	3594	3965	28.9	+	0	ID=Gordonia_phage_Troje_CDS_0007;transl_table=11;phrog=35008;top_hit=MG770215_p66;locus_tag=Gordonia_phage_Troje_CDS_0007;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	3949	4395	16.7	+	0	ID=Gordonia_phage_Troje_CDS_0008;transl_table=11;phrog=16564;top_hit=MG770215_p67;locus_tag=Gordonia_phage_Troje_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	4403	4744	8.1	+	0	ID=Gordonia_phage_Troje_CDS_0009;transl_table=11;phrog=24250;top_hit=MG770215_p68;locus_tag=Gordonia_phage_Troje_CDS_0009;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	4704	4940	28.1	+	0	ID=Gordonia_phage_Troje_CDS_0010;transl_table=11;phrog=25464;top_hit=MG770215_p69;locus_tag=Gordonia_phage_Troje_CDS_0010;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	5868	6350	42.3	+	0	ID=Gordonia_phage_Troje_CDS_0011;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0011;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	6441	6686	32.5	+	0	ID=Gordonia_phage_Troje_CDS_0012;transl_table=11;phrog=34392;top_hit=MG770215_p2;locus_tag=Gordonia_phage_Troje_CDS_0012;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	6926	8605	135.5	+	0	ID=Gordonia_phage_Troje_CDS_0013;transl_table=11;phrog=19179;top_hit=p289399 VI_04112;locus_tag=Gordonia_phage_Troje_CDS_0013;function=head and packaging;product=terminase large subunit
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	8626	10056	134.0	+	0	ID=Gordonia_phage_Troje_CDS_0014;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0014;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	10079	10654	7.8	+	0	ID=Gordonia_phage_Troje_CDS_0015;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0015;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	10704	11165	65.4	+	0	ID=Gordonia_phage_Troje_CDS_0016;transl_table=11;phrog=1793;top_hit=NC_022054_p8;locus_tag=Gordonia_phage_Troje_CDS_0016;function=head and packaging;product=head scaffolding protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	11185	12141	171.9	+	0	ID=Gordonia_phage_Troje_CDS_0017;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0017;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	12207	12719	38.6	+	0	ID=Gordonia_phage_Troje_CDS_0018;transl_table=11;phrog=1290;top_hit=MG820634_p7;locus_tag=Gordonia_phage_Troje_CDS_0018;function=connector;product=head-tail adaptor
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	12716	13057	24.2	+	0	ID=Gordonia_phage_Troje_CDS_0019;transl_table=11;phrog=763;top_hit=p385448 VI_04150;locus_tag=Gordonia_phage_Troje_CDS_0019;function=connector;product=head-tail adaptor
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	13050	13319	23.4	+	0	ID=Gordonia_phage_Troje_CDS_0020;transl_table=11;phrog=387;top_hit=p385449 VI_04150;locus_tag=Gordonia_phage_Troje_CDS_0020;function=connector;product=neck protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	13306	13716	21.6	+	0	ID=Gordonia_phage_Troje_CDS_0021;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0021;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	13725	14570	151.1	+	0	ID=Gordonia_phage_Troje_CDS_0022;transl_table=11;phrog=117;top_hit=NC_005822_p38;locus_tag=Gordonia_phage_Troje_CDS_0022;function=tail;product=major tail protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	14672	14965	54.2	+	0	ID=Gordonia_phage_Troje_CDS_0023;transl_table=11;phrog=8595;top_hit=MF140397_p15;locus_tag=Gordonia_phage_Troje_CDS_0023;function=tail;product=tail assembly chaperone
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	15572	20212	481.9	+	0	ID=Gordonia_phage_Troje_CDS_0024;transl_table=11;phrog=4197;top_hit=p189664 VI_00038;locus_tag=Gordonia_phage_Troje_CDS_0024;function=tail;product=tail length tape measure protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	20209	21180	87.2	+	0	ID=Gordonia_phage_Troje_CDS_0025;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0025;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	21177	22874	205.4	+	0	ID=Gordonia_phage_Troje_CDS_0026;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0026;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	22894	23283	22.2	+	0	ID=Gordonia_phage_Troje_CDS_0027;transl_table=11;phrog=8122;top_hit=JF704115_p20;locus_tag=Gordonia_phage_Troje_CDS_0027;function=tail;product=minor tail protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	23280	23870	54.6	+	0	ID=Gordonia_phage_Troje_CDS_0028;transl_table=11;phrog=1512;top_hit=NC_028860_p6;locus_tag=Gordonia_phage_Troje_CDS_0028;function=lysis;product=endolysin
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	23874	24836	98.9	+	0	ID=Gordonia_phage_Troje_CDS_0029;transl_table=11;phrog=3084;top_hit=NC_015720_p19;locus_tag=Gordonia_phage_Troje_CDS_0029;function=lysis;product=endolysin
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	24833	25114	56.4	+	0	ID=Gordonia_phage_Troje_CDS_0030;transl_table=11;phrog=3428;top_hit=NC_031233_p23;locus_tag=Gordonia_phage_Troje_CDS_0030;function=lysis;product=holin
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	25164	25652	36.1	+	0	ID=Gordonia_phage_Troje_CDS_0031;transl_table=11;phrog=5552;top_hit=MH020246_p71;locus_tag=Gordonia_phage_Troje_CDS_0031;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	25681	25965	10.8	+	0	ID=Gordonia_phage_Troje_CDS_0032;transl_table=11;phrog=20118;top_hit=MG770215_p24;locus_tag=Gordonia_phage_Troje_CDS_0032;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	25965	27062	89.5	+	0	ID=Gordonia_phage_Troje_CDS_0033;transl_table=11;phrog=7719;top_hit=MG770215_p25;locus_tag=Gordonia_phage_Troje_CDS_0033;function=tail;product=minor tail protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	27073	27414	48.2	+	0	ID=Gordonia_phage_Troje_CDS_0034;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0034;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	27417	28382	65.1	+	0	ID=Gordonia_phage_Troje_CDS_0035;transl_table=11;phrog=21962;top_hit=NC_030941_p27;locus_tag=Gordonia_phage_Troje_CDS_0035;function=tail;product=tail protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	28386	28892	21.2	+	0	ID=Gordonia_phage_Troje_CDS_0036;transl_table=11;phrog=9930;top_hit=NC_031230_p53;locus_tag=Gordonia_phage_Troje_CDS_0036;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	28973	29491	86.6	-	0	ID=Gordonia_phage_Troje_CDS_0037;transl_table=11;phrog=5855;top_hit=MG770215_p29;locus_tag=Gordonia_phage_Troje_CDS_0037;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	29556	29840	41.8	-	0	ID=Gordonia_phage_Troje_CDS_0038;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0038;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	29961	30554	87.0	-	0	ID=Gordonia_phage_Troje_CDS_0039;transl_table=11;phrog=18656;top_hit=NC_030941_p30;locus_tag=Gordonia_phage_Troje_CDS_0039;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	30673	30957	54.8	+	0	ID=Gordonia_phage_Troje_CDS_0040;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0040;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	31081	31437	69.1	-	0	ID=Gordonia_phage_Troje_CDS_0041;transl_table=11;phrog=16498;top_hit=NC_030941_p31;locus_tag=Gordonia_phage_Troje_CDS_0041;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	31642	32034	54.6	+	0	ID=Gordonia_phage_Troje_CDS_0042;transl_table=11;phrog=15118;top_hit=NC_030941_p32;locus_tag=Gordonia_phage_Troje_CDS_0042;function=DNA, RNA and nucleotide metabolism;product=HTH DNA binding protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	32031	32126	-0.5	+	0	ID=Gordonia_phage_Troje_CDS_0043;transl_table=11;phrog=26548;top_hit=NC_030941_p33;locus_tag=Gordonia_phage_Troje_CDS_0043;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	32181	32396	30.3	+	0	ID=Gordonia_phage_Troje_CDS_0044;transl_table=11;phrog=34520;top_hit=NC_030941_p34;locus_tag=Gordonia_phage_Troje_CDS_0044;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	32444	32731	19.8	-	0	ID=Gordonia_phage_Troje_CDS_0045;transl_table=11;phrog=93;top_hit=NC_028826_p5;locus_tag=Gordonia_phage_Troje_CDS_0045;function=DNA, RNA and nucleotide metabolism;product=endonuclease
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	32728	33123	4.1	-	0	ID=Gordonia_phage_Troje_CDS_0046;transl_table=11;phrog=5845;top_hit=NC_023566_p57;locus_tag=Gordonia_phage_Troje_CDS_0046;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	33120	33278	19.4	-	0	ID=Gordonia_phage_Troje_CDS_0047;transl_table=11;phrog=10015;top_hit=NC_030941_p36;locus_tag=Gordonia_phage_Troje_CDS_0047;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	33282	33479	28.8	-	0	ID=Gordonia_phage_Troje_CDS_0048;transl_table=11;phrog=1374;top_hit=NC_028670_p22;locus_tag=Gordonia_phage_Troje_CDS_0048;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	33552	34088	106.4	-	0	ID=Gordonia_phage_Troje_CDS_0049;transl_table=11;phrog=14876;top_hit=NC_030941_p37;locus_tag=Gordonia_phage_Troje_CDS_0049;function=DNA, RNA and nucleotide metabolism;product=DNA polymerase
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	34088	34900	126.1	-	0	ID=Gordonia_phage_Troje_CDS_0050;transl_table=11;phrog=124;top_hit=KY554773_p62;locus_tag=Gordonia_phage_Troje_CDS_0050;function=DNA, RNA and nucleotide metabolism;product=Sak4-like ssDNA annealing protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	34949	35977	139.0	-	0	ID=Gordonia_phage_Troje_CDS_0051;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	36278	38668	251.5	-	0	ID=Gordonia_phage_Troje_CDS_0052;transl_table=11;phrog=2573;top_hit=NC_028962_p70;locus_tag=Gordonia_phage_Troje_CDS_0052;function=DNA, RNA and nucleotide metabolism;product=DNA polymerase
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	38665	39132	16.3	-	0	ID=Gordonia_phage_Troje_CDS_0053;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	39129	39377	32.7	-	0	ID=Gordonia_phage_Troje_CDS_0054;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0054;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	39374	40222	133.1	-	0	ID=Gordonia_phage_Troje_CDS_0055;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0055;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	40219	40365	5.7	-	0	ID=Gordonia_phage_Troje_CDS_0056;transl_table=11;phrog=27770;top_hit=NC_030941_p44;locus_tag=Gordonia_phage_Troje_CDS_0056;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	40365	41213	78.8	-	0	ID=Gordonia_phage_Troje_CDS_0057;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0057;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	41210	42127	105.1	-	0	ID=Gordonia_phage_Troje_CDS_0058;transl_table=11;phrog=13667;top_hit=NC_030941_p46;locus_tag=Gordonia_phage_Troje_CDS_0058;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	42124	42360	6.6	-	0	ID=Gordonia_phage_Troje_CDS_0059;transl_table=11;phrog=1581;top_hit=MH025888_p78;locus_tag=Gordonia_phage_Troje_CDS_0059;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	42362	42817	67.6	-	0	ID=Gordonia_phage_Troje_CDS_0060;transl_table=11;phrog=12184;top_hit=NC_031234_p49;locus_tag=Gordonia_phage_Troje_CDS_0060;function=other;product=nucleotide pyrophosphohydrolase
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	42814	43326	57.0	-	0	ID=Gordonia_phage_Troje_CDS_0061;transl_table=11;phrog=761;top_hit=KX397370_p104;locus_tag=Gordonia_phage_Troje_CDS_0061;function=other;product=thymidylate kinase
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	43323	44801	157.5	-	0	ID=Gordonia_phage_Troje_CDS_0062;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Troje_CDS_0062;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	44798	45070	37.1	-	0	ID=Gordonia_phage_Troje_CDS_0063;transl_table=11;phrog=24818;top_hit=NC_030941_p52;locus_tag=Gordonia_phage_Troje_CDS_0063;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	45070	45243	8.8	-	0	ID=Gordonia_phage_Troje_CDS_0064;transl_table=11;phrog=17534;top_hit=NC_030941_p53;locus_tag=Gordonia_phage_Troje_CDS_0064;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	45236	45442	10.2	-	0	ID=Gordonia_phage_Troje_CDS_0065;transl_table=11;phrog=25068;top_hit=NC_030941_p54;locus_tag=Gordonia_phage_Troje_CDS_0065;function=unknown function;product=hypothetical protein
Gordonia_phage_Troje	Pyrodigal-gv_0.3.2	CDS	45439	45882	28.2	-	0	ID=Gordonia_phage_Troje_CDS_0066;transl_table=11;phrog=13148;top_hit=NC_015720_p46;locus_tag=Gordonia_phage_Troje_CDS_0066;function=unknown function;product=hypothetical protein
##FASTA
>Gordonia_phage_Troje rotated=True rotated_gene=repA
ATGAACCCGGACGAACAGCTCAAGCTTCTGAGCCGTATCTGGTCGAACACCAAGCGAGGA
TACGTCTTCCTGCCGTGGATTCCCAAGGACGCTGCACGCACGAAGGAACGGCGTCAGTCG
TGGCACGAGGACCAGGCGTTCCAGTGGCCTGACGACCGCGCGAAGATCAAGCAGCATCTC
ACGCAACACCGCGACGATGATCTCTACTTCGCGCCCATGATCTTCTCCGAGCCCGAACGT
CGCAGCGAGTACGCGATGGATGGCTCACGCCTGTGGGCCGATCTCGATGAGGTCAACCCT
GAGGATATCGCACCGCACCTGCAGCCCACACACGCCTGGGAGACGTCGCCGGGTCGGTAC
GCAGCCATCTGGGCCCTCGGTGAGGAACGATCGAACGTCACCCGACCTGGTGGCCCAAAC
CATCGCCTCACCATCTTCATTGGTGCAGACAAGAGCGGGTGGGACACCACACAGCTGCTA
CGCGTGCCCGGGTCTGCGAACAACAAGGCAGCGTACAAGGAAGGCACCCGCGGCAAGCTC
GTCTGGAAGAACCGTGGCCTGCACACGTGGGACGAGTTCGATGACCTGCCTCCCGTCGAG
GTTCACAGCGTCGAGCACGACATGGACGAGCAGGTGCTCGAGGGTATCGACCGCCACAAG
GTCATGACCCGCGTCAAGCTCAAGGTCAATCGTCAAGTGCGCGAATACCTCAGGCTTCAG
GACAGCGGTGATCTCGACCGCTCTGAGGTCGCATGGCAGATCGAGCGTGAGCTTGCCGAC
GCGGGTTGTTCCCTCGCTGAGATCGTGGCCATCATGCGGCCCTCGGTGTGGAACAAGTTC
GCCGGCCGACAGGATGAGCTCAAGCGCCTGATGACCGAGGCGTCGAAGGCGATCAGCAAA
CGTGGCGAGGATGGCGATCCCGTCATCGAGGAGGAGCCCAAGCCGGATAAGCTGGTTCCT
CACTACCAAGACCAGTCGTACCTGAACGCGCCCAAGCCCGAGTGGCTCATCGAAGAAATG
ATCCCCCGGGGAGGCTGCGGGTTCGTCGCCGGCATCCCCAAGTCGATGAAGTCGTGGCTG
TCGCTCGACCTCGCCGTGTCACTCGTGACCGAGTCTAAATGGCTGGGGAGTGAAACGACC
GCGCAGAACGTCCTCTACATTCAGGAGGAGGACCCCGTCTCCCTCGTGCTCGACAGACAC
CGAATTATCTCGACCAGCAAGAATCCGTCGTGGCAACCCGACGAAGCCACACCAGGGAAC
CTGTACATGCAGATCTATTCCGGGTATGACGGCACGGACTTGGCGTGGCAATCGTGGCTG
AGGGATATCATTGAAGAGTACTCGATCGACCTCGTCATCTTCGACACGCTCGCTACCATT
GCCCCTGGTGTGGATATCGACAGCGGCCGCGAGGTCAAGGGTGAGCTGCTCGATCCGGTC
AAGGATATTGCTCGTGCGACGGGCGCCACCATGCTGATCGTCCACCACATGACCAAGTCC
GCCGTCTCCGATCGCGCGGGGCAGAACATGGCCGGGTCGGGGCAGATTCACGCATGGGCG
GACTTCGGCTTCTACATCACGAAGAAAGAAGAGAAGACCGGGACCGCTACTGTCACGTTC
AACCACGAGACCAAGTACACCGGCACTCACGTCATGAAGTTCATTGTCGAGGGGATCGAC
GAGGGACGCTGGGACCCTGCGGTGCAAGACGCTGACACAGGCGCTGAGGTGTCCGGTAAG
GCGGCCAACGTCATCATCGCACGCATACGTGAGGCAGTGCCCAATCCCGATGCTGTGGAC
CCGCTGGGCGCTGACTTGAGCATGTCCGGCCACACACGCCTGAAGCGCGCGTACATCAAG
CACGTCATGGACTCTGGACAGGCCAGCATTGTCGACCTGTGCGAGGCTACCGGCCTGGCT
AAGAAAGGCATGATGAAAGTCATCTCATTCCTGATGAACGACTACCCCGACCTCAACGAC
TGTTCGATCACGTACTGACGGAATAGCCCCTATCGCCTGGTAGGGGTATATTTCGATCTT
CCCTTGGAGACCACATATGTTACGATCACATACGAGACACCATCCGGTGCTCCTCTCTCC
GATTCATGCGAACAGGCCGAGCGTCGGTGGGCGTCGCGCGTTAGACGCGTACGCACATCC
AGGCGTCCGGCCGTGTTTAGACATGAACATCGGATGGTAAATCGTTTCGGGTCCTTTAGT
AGAAAGATAAGAAATGGAAGAAAGAACGCGAGCGCATACCATCCTTCGAGAAGCTTTCTC
TGCTACCCCGCACGATATCTCAGCCTATGATCTCTACGATCTCGTGGTGAATCGTCGGGG
TATTTCTGAGACCACGTATCGTAAGGCCAAGAAAGACATGTGCCTGAAGAGCTACCGGGT
CGGTAAGAAGTGGTATATCAAGAACCCGGAGAAGAACATCGTCACGTCGCTGGAGGACGA
TATCGAGAAGGCACTCATCCCGCTAGCTCGGGGTGTGGAATGGGAAGACTTCCTGTCCGC
GACCAAGATAGCGCTCAAGAGGGTAAGGGCACTGTGAACGCACGGACGTGTGCGCGCGTC
TTCGACGCACACACGCCGCGCGAACGAATGGCAGGAGATGACGGCGCTATCGCGCCGAGT
GCTTCCCATCGAGCGCCTACGGCGCACGCTGTGAATCACGGTGAGCCACCAGGGAATAGG
ATAGTCATATGAGTCAATCAGCACAGGCAATCAAGCAGACGCTCACGCACTTGCTCGTCG
AGCGACAGAACAAGATGCACCCGCTCAGCGATGAGTTCGCCGAAGCGGTGGACCAGTATC
TCATGTCTATGGGCTGGTTGCTTTCGCAACACGAAGGCCCGTTGTCCCCGTACGCTCAAG
GAGCGATCGAACTCGCCGAGATGCAGCGACAGCTCGAGGACAAAGGCTTTCAACCGGACC
ACGCGTTCGAACTCGTCAAGATGATCTTCACCATGAACATCAAGGCGATGGGACTGGGCT
CATGAACCTCGCTGTCCGATACCACAAGCACGAGGCTGGTGTGGAGGTAGCTCAAGAAGT
CATCGCCGTGTACCGCGACGTTCCTCGCGATATGATCCCGCCTTCGGGTGAGGCCATTTT
GATCGAGGATACGGCGTACATCATTGCTGGTCAGCTCTGGGACCTGAAAGGTCACAACGT
CACCTTGGAGGTGGAATAGGTATGCGGGTCTACAAGTTCAAGAAGAAGGACTTCACGCTC
AAGCAATTGCAGGAAGTCCTCAACCGTGAGGATCTACCTCCGCACGACCCGATCGACCAG
TACTCCATGGACTGGAACTCACTCGATCAGCCCGTCTCCATTCTGTCCACATTCACAACC
ATCGAAGTTCGAGTCGGAAAGTAGGAAAGACATGCCAGTGAATGAGAAGCCCAAGAAGCC
TGTGCTCAGCAAGAAGCAGCGTCAACGTGTCGCTGGTCTGAACGTCGCTCGCGAGGTGCT
CGCGTCCAAGAGCTTCGTGAGCAGCGGGGCAGTCGACACCCAGCCGCTGATCGACGTGGC
TCGTTACGTGGTCGAGGGCCGCGACCCGCTCGAGGATTATCGCGGAGGCGATGATGACTG
ATATTACCCGCGGAGCCGCGCACTGGGCACTCGATCAGGTATTCAATGCTGCCGAGTCGA
ACAATCACCCACTGGGGTCTTACGCTCGACAGCTCATCCCTCAGTTCTACCCGCCCCTTA
TCAGCATCGCTAAAGAGCTCGCCAAGGGGGCCCGGGTCGAAGTTCCCCGGGAGGATAACT
TTCCGGTTGACCTTCACGAGCTGAGGATGGAAGTGCTCGTTCGCGGGAGGCAGGACCGAA
CGGTCGCGGTGAAGACCATGGTGTCAGCTCAGCTCCCCATGGACGCGATCACTTTCTCGC
TGGACAAGATGATCCAGGCGCTCGTTCCTCACATCAAGGAAGTGTTGGATGGCAAGGAAG
AATAACGTCGAAGACATTGAGAAGGAACTGCTCGGCTACATGCCACGAGCATTCGTTCTC
TACTACTACAACCTCGTTGAACGGTCTTACGTCCAGTACACCTCACCGCTCGGTCACGCA
GGTGAAAGCGGCGGGTCACCGAAGAAGCGGTTCAACACTCACAACGGTGGGCTGAGGGAC
GAGGCTGCACAAAAGGAGAAGCGCGGCATCGATCGACTGCTGAGGTCGTTCGTGCGTGAC
GGGGGCTCACAGACCAAGTCAGCTGAGGAGGTCAAGTGCGCGTCTTGCACCAAGCGCATG
GGCGCCACCTGGCTTTGGTGTGCTTGGTGTGGTGCAGCACGTGGCGAAGCAGCGGCGACT
AAGCACCGCCTCGCTGGCGGTCAAGTGGTCCGCGTGACGCCTGAGCCGTCCGTACGCGCG
CCGAGGATGAGGTGACGCGGGAATGTCACGACGAGGCAAACCAAGGCGTCTGAAGGCCTC
TCAGGCGGCAGGACACTCGGCCCTCGACAACGGGTGGTTCATCCCGTCGACTGCAGCAGT
GGTGAAGGTCGAGGACAAGGCTCGTGAGCTGTATAGCAAGATCGAGGATGAGCCCACGCC
CGAGGAGTACAAGCATCGCCCCGCGCTGACGAATGCACGAGCAGTCGGTCGTGTGGAGGG
AATGGCCATCGCGCTCGCGATCTTGAAGGTCGGGGCCAATGGTGAGACGAAGAAAGCAAG
CGACGAACTGAGGAGGATCAAGGATGGGAAACCGGGAAGCCCGACAGACAGGGCGGGTCA
TTGAGCCGGATGCGACGGCTGAGGACCTGAGGCAGTTCATGGTCTGGATGGGAGTCAAGC
CGGCCGAGGACGAGAACTGCAATGTGAACTATGTGGCCATGCAAGCACTATCGGCCATGG
AGAAAGCATTCAAGGACCTGTCCGCCCACATCGAAACGATGTTCGGAGATAATGGGGTGG
GTAAAGGAAAGGGTCAGTAATGCATCGAGATAGAGAAGATGGGGTACTTGCGCGGGTAGT
ATGCGATAAAGCTGCCGGGATAGTATACGTCAACGATGTACCTGTGGATGGGTATATCGT
GGAAGACGGTATTACTGTCGAAGGTGTAGCTAACAAAGACAGTATTATGCAGGTAGTATT
ATCTATCTTCGCTGAATCCGTTGAGCTGATAGATAACTATGCCCCCCGTGTAGATGCAGG
TAGTATTACTGCAGATGGGACAGTAGTACCTGTGGGTACACATGCAGGTGTAGATACTGC
AGCAATAGGTGTATGTTACTTAGCCCTACCTACATTGAACAGGGATATGGTAGGTAAGGT
GATAGGTACATGATGCAGGTATGTGTGTGCATGTGATGTGTGTGCCATGGGTTATATCTG
CAGGTCACGCGTGATTATGTGGATGCATGGCCGCGCTCGTGTAATGTAATGTCTGTAATA
CCCACCGGGAGCAATGATTCCTTTCGTTCATTGGGTGGTGCCGCGTTCGACGTGTGTTGC
TCTCGGTGGGTATTTTGGTAGGCACATGAGATCGGGCAGCAACGGACAACAGGTGAGTGA
TGGCTTGGTCGGGATGGCAAGGTGATCGCACACCTGGCTGGATGATACGTGCTGTGCGTG
CGCGGTTGTTCTGTGAGCAATGCGGAGCTGCTGATGCACGTCAGGTCGATCATGTGGTGA
ACCGCGCAGAGGGGGGGCGCAGCGTGATGAGCAACCTCCAGCTATTGTGCGATGACTGCC
ACGATCGGAAGACCAAGGCTGAGCAGAAGCGAGGCCGCCGACGGTACTCCCGCCGAGGGA
AGTACGACCCAGGGGGCCACCCCGCTTACCTCTGAGACGGCCGCCCGGTAGGCTTTGACG
CTGACACCGTGTACAGGTGCTGAACTTTTTACAGGAAAGGATGCCAAATGGCCTCACGCA
AGGGAGGAGCTGCTCCCAAGGACCCCAGTCAGATGGCGAACGCTTCCCGGGCGAAGGCCG
AGAAGGGCAAGATCAGAACGGTCACCGACGAGCCGTGTGACGCGCCTGAGATTCCCGACT
TCATGCCCGACGGCAGCGAATGGCCTGACCATACCCTCTTCTGGTGGGACAGCTGGGTGG
ACAACCCGCTCACCGAAGACTACCGCATGAGCGACTGGCTCGACCTGCTCGACTGCGCGT
CCATTCACGGACGCCTGTGGCAGGGCGACTACAAAGCCGCTTCAGAACTTCGCCTTCGAA
TGGCTCGACACGGTGCGACTCGCGAAGATCGCGCCCGCCTGCGAATCGTGTTCGCAACGG
CTGACGAGACCGAGCGCAAGGCGAAGGCAGGAGCGGCGGGTCTGCCTAAGACCGCCACCA
CCGACGACTCTGCACGAGCGCGACGCGGTGCACTCAAGGTGGCTAAGTGATCAGCGATCA
GCTCACGCTCTTCGAGGTGACCCCCGTGGTGTTCCGGTCTTGGGGCGGTTGGTTCAAGAA
GTTCTACCGATTCGAGTACCATGACGCCGCTTGAGAAGCTCGAAGAAGCTGTGCGTGAGT
TCGCTGCTTCACAGGCTGAGGAACAATGCGACACGCTCGCAGACTGGTTCCTCGGCTTCA
GCGTTCAGCAGATCGACTCCGAGGGCGATATCCAATACGCTCACGGCTATGCCGCTTCGG
AGAACGTCTATGCGGGGGTGGGTGTGGCCGGTGTCGCACTCGCCGAAGCTAAGGAGGACC
TGAAGAATGGCGAAGAAGGGCTTTAAGTCCAAGAAGCAGTGGCGATGGGCTTTCGCAACT
AAGCAGCCATGGGCTCGCCGCTGGGCACATGAAACCAGAGGCGGTAAGAAGACCCGATAT
CGCCGGCTACCTCGAAAGAAGAAATGATGGCCAAGAAGAAGCGCGGAACACCGAAGCCTG
GCGGTAAAGCCGACAAGCGGTTCAAGCGCAACAAAAAGAAGAAGTAACACCGGGAGCGAC
TCACCGGTGTGGAAGGATAGGTGCGATGCCTTGGAAGCCTTCTGAGCCCGGTGAGATTCC
TACGCTCGGCTTCACCATGATCGACTGGTACCACGAGATGCTGGCCCGCCCTGATACAGG
CGGCATCTTCGAACCGATGCGCCTCTACATTGAGCAAGAGGACTTCATTCTCGACTGGTA
CGCGCTAGACCCTCAAGCTGGCCGACGCACTTACACTCGTGGTGTGCTCGGTCGACCTCG
AGGCTGGGGTAAGTCTCCCATCCTGGGAATGATCGCCCTGGGTGAGGCTTTGGGTCCGGT
GGTCTTTGACGGGTGGGATGCGGACGGACAACCCGTCGGGCGTCCCTGGTCAGAGACTAG
GACCCCCATCGTGAATATCGCCGCTGTCTCCGAGGAGCAGGTCGATAACACGTGGTCTCC
CATGCTCGAGATGCTGCACGAGGACGCGGCGATCCACGATCACTACCCAGGTCTCGAGCC
GATGGAAACCTTCATCGCTCTACCGCATGGTCGCGGTCGAATCGACAAGCTCACCGCATC
GCCGCGTACCGTCAAGGGTAAGCGCGCTGTCTTCACGGTCATGGACCAGACGGAAGAGTG
GGTGGAAAGCAACGGCGGCAAGAAGCTCGCTCGCGTGCTGCGATCGAACGCCGCGAAGGT
CGGCGGTACGGTGCTCGAGTCGCCCAACGCGTTCATCCCCGGTGAGAACTCGGTTGCAGA
GGGCTCAGCTGCCTTCTGGGACGATATTCGCGCCGGTCGCGTTCGTGATACGTCGCTGCT
GTACGACACGCGTGAGGCGCCGCCAGAGACGGACATGTTCGAGCGCGACTCGCTGCTACA
CGGTCTCCGTGTGGCGTACGGCGACAGCTCAGGTCATCCCGACGGCTGCGTGATTCACGA
GCCCGCGTGTCCTCCCGGCCACGTGGACCTCGATCGACTCATCTCGACAATCTGGGACCC
CGAGCAAGACGTGCAGGAGAGCCGCTCGGACTTCCTGAACCAAGTCGACGCGGCATCCGA
CTCGTGGGTGTCCCGTCTGCAGGTTGCTGGTTGCTTCGACATGGATCAGTACATCGAGGA
CGGTGACGCCATCGTGCTCGGCTTCGACGGGTCGAAGGGACGCAACAAGGGCAAGGCCGA
TGCCACCTTCCTGGTCGGCATGCGCGTGTCTGATGCTGCAGCTTTCGAGATCGGCTGCTG
GGAAGCCCGCAAGGGCGAGGAGCGTGACTTCGTGACTCCGCTCATGGAGGTAGAGGGCGC
TATCGCTCACGCTCACGAGCGGTTCAACGTCATCGGCTTTCTCGGCGACCCTTCCGGGTG
GGAAAGCCAGATGGCTTCGTGGAATCGCAAGTACGGGCGCAAGTACCGTATCAAGGCTTC
TCCTCACGACGCTATCGCCGCTTGGCCGCGAGGTAAAGACTCGCGAGTGTCGGATTATGT
CGAGAGCCTGAGAAAAGCAATCGCCAACGGGGATATGACTCACGACGGTTCGCCGAACCT
CGTACGTCATCTTCTCAACGCACGCAAGCGAGCCACACGATCGGGCTACTTGCTGTACAA
GAAGTATCCTGACTCGCCCGACAAGATCGACGGCGCCTACGCGCTGACGCTTGCTTGGCG
AGCACGAAACATGGCCCTCGGTAGAGGTGCCCCCACACGTAACAAGGCTGACCGGAAACG
GAGAGGGAGGGTGATGATCTCGTGAGTTCGTCTTACGCTACGCTCATGAACGAGCTGGGC
AAGCACCGTAATGCCAATGAGCTCACGGATCGCTACTACGAAGGAACCCGCACCACGCGG
CCCGGATTCTCGATCCCGCCGACGATTCGGCGAGACGTCATGGACCTCGTGTGTGGCTGG
CCCGCAACGACGGTCGACGTTCTGCACGAGCGTATCGACTGGCGGGGCTGGGACTCGGAT
GCCAAGCTGCAGTCGATTCTCAAGCAAGTCTACGACGACAACGAGCTGGGCTATGAGTCC
GAGCTCGGTCATCTCGACTCGCTGATGTACGGCATGGCTTTCGGCGTTGTCGGCACCGGG
GACAAGAAGGCGGGTGAGCCTGAAATTCTCGCCACCGTCGAGTCCGCCAAGGACATGACC
GGCTTCTACAATCGTCGCAAGCGACGGATCGAGGTCGCGGCGCTGAAGGGTTACGTCAAC
GGGGAATGGCTCCGAGGTACTCTGTACGAAGAGGACCAGACGACGTTCTACGAGCGCGCA
ACCGAGACCAGTCGCTGGAAGGTAACGGGAGTCGACAAGCATAACCTCGGTCGCTGCCCG
GTCGTGTGGTTCCCGAATCGCGCCCGCGCCGGTCGTCGTGAAGGCAAGTCGGAGATCACT
CGGGCTGTCCGCGCGTACACCAACATGGCTGTCCGCACACTCATGGGCATGGAGACGAAC
CGCGAGTTCTTCTCCGCTCCTCAGCGTTACGCGCTGGGTGCTCGTGAGGATGCCTTCACG
GACGCGAACGGCAACCCGCTTCCCGGGTGGCAGGCACTGCTCGGTCACTTCTGGAATCTC
GAGCGTGACGAGGACTGGGTCGAACAGCACCCGGACTCCAAGTCGGAGGGTATCCCTCAG
GTTGGTCAGTTCCCGACGAACCCGCCTGGACCGTACATGCAGCAGATCGAGGGTCTCTCC
AAGATGTTTGCTGCTGAAGTCGGCATCCCGCCGAACTACTTGGGCTTCGTCACCGAGAAC
CCGCCGTCGGGCGATGCGATCCGCGCGCTCGAGGCTCGACTCATCAAGCGGGCTGAGCGG
CGTATCTCCGGGTTCAACCCAGGATGGGTGGAACTCGGCCAGCTGGCGGTGTACCTCAAG
ACGAAGGAGATTCCTTCTAAGGGCGATATCGTCACTGTCTGGCGTGACCCCGGAACTCCG
ACCGCTGGTGCTGACGCCGATCGCGCTGTCAAGCTCACCTCTGCTGGCATCATGGCGAAG
GACTCGGACGTCACTCGCGAGATGGTCGGCCTCACTCCGTCGCAGTCGAAGCGGGTCAAG
CGTGACCTTGCCAAGCAGCAGATGATGGAGATTCTGCGAGGAGGTGACAATGGAGGAGGT
ACTCAGCCCGACGGTTCTGGGGAACCTGCTGCTTCCGATCAGCAGGGCGGGACTCCGGGC
GCTGGGGCAAGTGTGGAAAAATCCGCCACAGCTTGACGACCAGAAGTTCTGGGAGTTCAT
GCAGGACGCCTACGTGGACCTCGCGGAGCCTGTGCTTTCTCTCGCCAGTGAGGCGGGTGC
ATCGTACTACGAGATGGCTGGGGGAGACCCGGTCGTTGCCGATATCACGCCAGAGGAAGC
GCTCCGCAAGACAGCGCGCTGGGCGATGGCGAAAGGTAACGCGACGACCGGCCTTCAGCT
CCTCTCTGGGAGCCTCGAGGGTCATGTGTACAGTGTCGCGCAGGACTCGGTGCAACAGAG
CGCTGAGGCCGAACCAGGCGCCACCTGGGCACGTCGTGCGCGACCGAACGCGTGCGGGTT
CTGCAAGATGCTCGCCACGCGCCAAGATGTGTACGCCTCGGCCGAGTCGGCCCTTCGTGT
GGTTGGTCGTCATGGCCGCCCGCGCGGTAACGGAAAGCTCGGAAGTAAGTACCACGACTG
TTGCCGCTGTCTCGCGGTCGCAGTTCGACCTGGGCAGGTTTACCGGCCCCCTTCCTACGT
TCAGAAGTGGGAAGACGAATACGTGTCCATCACTCAAGAAGTGGGGACAAACCCAGATGC
CGTAATCGCGGCCTGGGACAAATTAGCTTCCTGACTGCACGAAGCAGTCGGGGGACACCG
ATCCGCGATGGAAAGGAAATACAATGGCGGACGACAACAAGGACCTTGACAAGCCTCTCG
GTGAGGCCGGTTACCGGGCGCTCGTAGACGAGCGTGCGGCCAACAAGGACCTGAAGGCAG
AGCTGGCATCCCTCAAGCAGGAGCTCGACGTTGCCAAGGGCGAGACCGAGACTTGGAAGC
AGCGCGCTTCCGATCACGAGGCCAAGCTCAAGGAACGCGACGAGGCAGATGCTGTCACCA
AGCTGCGTGAAGACGTGGCCAAGGCGAAGAGCACTGACGACCGTCAGGTGCCGGCTCACC
TGCTCCAGGGCAAGACCAAGGAGGAGCTCGAAGCTTCCGCGGATCAGCTGCTGGAGTACC
TCGGTGAAACCACCGGGCCTCGTTCGCCCCAGCCCGACCCGAATCAGGGCCAGTCCCACA
ACTCGGGTGCAGGCGCGTCGGATGACGCAGCCGCTTTGGCCATCCTCGGCTTCAGCGAAG
AGTAACAACTAGAAAGGAGCCATCGTGGCTACCAAGTCCGTGCTGCCTGGCGGCAGCAAT
TCCATCGTGGGCGGCCAGGGCGGCAGTCAGCTGCTTCCCAAGTCCATCTCCAGCGAATGG
TGGAAGAAGGCAACCGCCGAGTCCATCATCCCCACTCTGTCGAAGTCGACTCCGGTCATC
CTCGGCGACAACGTGATCCCGGTGCTCACCAAGCGCCCGAGTGCGTCGATCATCGGCGAG
CTCCAGAACAAGGTCGATTCGGACCTCGAGGCTGGCGCCGTGAACTTCAAGACCATCAAG
GCTGAGGTCGGTCTCGAGTTCTCGATGGAGACCGTGCTCACCAACCCGTCGGGTATCCTC
GATATCATCGGGGACGAGATGGCCGGTGCACTCGCGCGTCAGATCGACGCTGCGGTGATC
CACAACCGTCAGTCCTCGAACGGCGCGACGCTCACCTCGGGCACCAAGGGTATCACCACC
GATGCCCCAGTGATCGACCTGCCGACCACGGCCGGCGTCGATATCGACCCGCTCCTGTGG
GAGGGCTACAACGCGGTCACCGAGACCGCCGGCAACAACTTTAACGGGTTTGCCGTCGAT
CCCCGCCTGACGTACGTTCTCGCCACCGCGCGTGACGCGGACGGCCGTCGCCTCAACCCC
GATATCAACATGGGCCAGACCGTTGCTTCGTACAGCGGCCAGCCCATGGTGAACTCGCGT
ACCGTCGGCGGCGATGTGGATGCGGGCTCGGATACCGGCATCCGCGCCATCGGCGGTGAC
TGGAACGCGCTCCGCTTCGGCTACGCGCACCAGATCGGCCTGCGCAAGATCGAGTACGGT
GATCCGTTCGGCAACGGCGACCTGCAGCGTCGTAACGCGGTCGCGTACCTCATGGAGGTC
ATCTTCGGTTGGGTCATCATGGACCCCGCCGCTTTCGTGGTCTACAAGCTCGGCACCGGC
GACGCACCGGAGACCCCGTAAGTACCTGGCCGGTGTGGGTAGTGATATTCCGCCCACACC
GGTCAGCCCCATGAGAGGAGGTACCCATGGCTGACGAAGAACTACCGACCGCTCCGATCA
CCGCTGAGGACTTGCAGAAGTTCGACGCGGACCTGGAGGCAGCAACCGCTGAGGACATGA
TCCGTACAGCCTGGGTCCGTGCTCTCCGGCTGGCTCCCTGTCTCAAAGAGCCGGACTTCG
ATGACCCGACCGATCTCGAGATCGTCAAGGACGTTCTGCGCGGAGCGATTCTGCGGTGGA
ACGAACGAGGTTCCGGTGCGGTCACTCAGCGCACTGCGGGTGACTACGGCGAGACACTCA
AGGCGAGCGACTCATCTCTCTTCCGGCCCCAGGAGATTCGTGATCTCCAGTCCCTTTGTT
CGGGCTATCGTAAGCGTGGCGCTGCGTCGACCATCTCTACGATTCCCACCGCTCAGGACT
ATGTGCAGCACGCGGAGTGGTGCGCATGGAACTTTCAGGCGAACCCGACCTTCTGTGACT
GCGGGGCTCTGCTTTCTGGCGACGGAATGCCGATCAACGGAGGAGCTACTCAGCTATGAA
GGCTCGCTACCCGATCGGCTATGAAGTCTACACGGGTGAGGGCCAAGACGGCTACGGCAA
CACCGAAGACAGCTGGGCACCCAGTGTTCCGCGAAAGATCTACGGTGCCAATCAGCCAGT
GTCCAATGAGGACGTTACCGCCGGCCCCAACCGTCTCGTAGTAACCCGTGTTCTCCTCAT
TCCCAAGAATCAGACGTGGAACCCGCGTGATCGAGTCACGCTACCCGATGAGCCGGGTTT
CACGTACCAGGTCGAGGGAGTGGCGGGGGATGGCCGACGGAACCCATATCGTTGGAATCC
CGGAGGCACCGTGACCGTGAGGAGGGTCGATGGGTAAGGTACGACTGAACCGCAAGGGCT
TTCGTGAGATTCGCTCTGCCCCTCGTCTGGTGGCCAAGATCGACAAGATCACGAGCGGCA
TCGCCGATCGGGCCAACCAGAATCTCGACGAACCGGGCTACTTGACCTCGTCTGTCGAGG
GCGCTGCTCGGCCTCAGGGTCGCCATCGCGGCACGGTCATCACCGCTACGCAAGAGGCGA
AGGAAGATAACGCTGCACACAACACGCTTCTGAAGGAGTTCTACCGTGCTGGGGGTTAGC
GAGCATCTGCCGCTTCCTCCGGCGCTGTTGTCGATGATCGACCTCCTGAGGGAGCTCAAC
CCGGGCCTGAGCGTGTCTCAGGACCGCCCAAAGTCACGTCCCCAGTCATTCATCGTGGTC
GACCTCGTTGGAGGCTCTGAGGACGTTACAGGCACCATCTCGGAGCCTGTGTTCGCCATC
CAGTGTTACGCGACGAACACCGGAGATGCGGAGTCGTTGTGTGGGCTCGTGCTCGCACAA
TGCAAGTCGTCTCAGTTCACGCTGCATGACGGCGTTCAGTTTCGGGCTTGGCGCACAGAG
TCAATCCCGTACCCATTCCCCGATCCGCTCGTCGCGGACCGTCGTCGGTGGCAATTCACC
GGCGCCTTCGGGATATCCAACCGCAAGAAAGGATAAATCCAACCATGGCTTCCAAGGTTG
AGAATGTCTTTGCCGCGATGCCCCGGGCGACCGGTGCACTGCTGCGAGGCAAGAAGGGCG
GCGGTCAGCTGCCGACTTCCGCGAAGACCGATATCACCGCTGCTGAGTACCAGTGGCTGG
TCGACCAGGGTTACATCGGTGAGGACGGGTTCACCCAGTCCGAGTCGCGTGACACTGACA
AGAAGAAGGCGTTCGGCGGCAAGGTGGTCAAGGTCCTCCAGACCGACTACTCGCTGACCA
TCCAGTTCGCCTTCCTCGAGTCGATCAACGCCGAGGTGCTCAAGAGCATCTACGGTGAGT
CGAACGTCGAGGTCCGTGAAGACGGCGAGATCGTCGTCCACAAGAACTCGAAGCAGTCGC
CCCACGCTTCGTGGGTCATCGACGTCTACGACGGCGACGCGCTGAACCGCTCCACGATCG
CCGACGGTCAGATCACCGAGATTGACGATATCGTCAAGGTCCACTCGGACACGATCATGT
ACACCGTCACGATGGAGTGCTTCGAGGACGAGAACGGCGACAACATGGTCGAGTACTTCG
CGGTTGCGGGTGCTGAGGCCGCGCTCACCGTGTCGACCGCGACGCTCGTCCCGGGCACCG
AGGATGCCGCGTACAACGCGACTCTCGCGGCTGTCGGCGGCGAGGGTACCAAGACCTGGA
CCGTCACCACCGGCGCACTGCCCGCGGGTGTCACGCTCTCGAGCGCGGGTGTCCTGTCCG
GTACTCCGACCGAGTCGGGTTCGTTCAACTTCACGGTGAAGGTGACCGACTCGGACGATC
CGCCCGCCGAGGCAACGAAGGCTCTGACGCTCGTCGTCAACGCAGCCTGATAAGTCCCGT
CCGCTAGAGGTTATCCTCCTGCACCGGGCCTGCCTCTGGCGGACGGGCTTTGGCCCGGTG
CAAACAACAACAAGAAAGGCCTGGTGCACCCATGGCATTCGAGAAGTTTCATCACAAGCT
CATCACCGGTTTCGACTCGGACGGCGAGGAGATCAAGGAGCGGGTCACGCTGCCGAAGTT
CTCGGCCATTCCGTTTGGTCTCATCCGCAAGAACCGTAAGCTCCCGCAGGAGGAGCAGTT
CTTCGCGCTGCTCGAGCAGGTCGCTTCCGAGGAAGACCTCGAGAAGATGGACAAGGCTCC
ACAGTCCGAGATGGAGAAGCTGATGGAGGCCTGGCAGGAAGACTCCGGGGTGAACTCGGG
GGAATCCGAGGCCTCCTCGAGCTAGCCCTTCATCCCAAGAAGGGTCCCGCTCTGGAGGCG
GACCTAATCCGCAACGGGACCAGATTGCGCTGGGTGGGGTCTGAGGACTTCACCTGGCGC
GACCTGAAGGTCTTTGTCGAGCATGCTGACGAGCGAGACGCGATCACTCGGGTGACTCAT
CCGGAGAACGCAGATTGGATCGGCATCCAAGGTCGAACCAACATGCTCCTCGCCACACAG
GCCGACGCACTGAACTGGCTGGTGTGGGCGAAAACACGCGACGGTCAGAAGAACCGTAAT
CAGCCTGAGCCTATTCAGCGACCCGGAGTCGAACCGTCTTCGAAGCGTACGAAGGGCGAG
GCTGTACCGATCGACCAGTTCAAGGAAAAAATGGCTCTTCTCCGCGCTCGCATGAAGTCG
AGTACGGCGGAAGAGAAAGTCACGCGCACCAGCGTTCGAAGAGAAAGGGAAGCCCGTGGC
AACTGAGCTTGCATCCGGATATGTGTCCGTGGGCGGCGATACTCGCCCGCTTGCAAGGGA
TATCCGGGCTGCATTCCGCGGCTCCTCGAAGGACGCTGGTGTAGAGGGCCAGAAGGCAGG
CTCTGCTTATGGTTCTCGCTTCAGTCGGGGAATGAACTCCGACAAGCGCGGCAAGGACGA
AGGCCGGAAGTTTTCTCGGGGGTTTGCTTCCGGCCTTCGGTCCGGCGCTCGAGGTGCATT
CAGCGCCTTCACGATGATCGGCGCGGCGTCTGCCGCCATCATCAAGAACATCGACGCGGT
GTCTCGAGGCATGATTCATGCTTCGCGGATGATCCGCGCATTCAGCGCCTCACTCATGGT
GGGCGCCACAGGTTTGCGACTCATCGCCTCAACCAGTCTCGCGAAGCTCGCGGGCTGGCT
GAAGGTGGTGGCTCGATTCGCCAGTATCCTGGCTCGCGATATCGCGCGAGTCACCGCGGC
AGTCATGGTGCTGTCTGCGGTCGGTAAGCTGGTAGGCACGCTCACGCGTGTGGGCAAGGC
TCTCGGCATGGTCACGGTCGGATCGTCGGTTGCCCTCGGCGCCCTCGGCGCGGTGACGTC
GATCGTCTCGAACTTCGTTTCGGGGCCGATGGTTCAGGGACTTGCTGCGATCGGTGCAGC
TATGGGCTCGGTCGCTGCTGCTGCAGCCGGCATCTTGGGCCCGGCCTTGATCGTCGCCAA
GATTGGATTCTCTGGTCTGGCTGACGGTGCCAAGGAGTTCATGGATCAGTTCAAGGACGC
CGACAAGGCTTTCAACCAGATGATCGGTCAGCGCATGGCTCCCATGCTGACCGCGTTCCG
CGACCTTCGTATGGAGATCACGGATAACTTCTCGTCGGCACTCGAACCTGCGTTCGGCAA
GATGGGCGGACTGATCGACGGGCTCCGTCCTCGACTCAACGGCCTGTCTCGGATTATCGG
CATGATCGGTGTGGATATCGCGGACTCGCTCGCAGGTCCTGCAGCCGTCACCGGCTTCAA
GCAGATGACCGACGCGTCTCAGACCTTCTTCGCTTCCTTTCGTCAGGGAGAGAGCGGGCT
GGGTGGCTTGCTCAGCGGCTTCGTGTCGCTGCTCGGTACAGCCGCTACTGAGTTCTCGAG
CGCGGGTGCAGGAATCAACGAGACCCTGCTCGGCTGGGGCGAGAGCCTTCGTAACATTAG
CGGCGAGCAGCTTCGTGCTTCTCTCACAGGAATCACCACTGCTTTCCATAATGTCATGGC
TGTCGCAGGTCCGGCGTTCACGATGTTCCGCGAGTTCGGTGCTCGAGCAGCAACGGGTCT
GGCTCCTGGCTTCCAGGCTGTCGGACAGGCTATCCGCGATGCCTTGCCCGGGCTCATGCA
GATGGCTGATCAACTCATGCCTGCCCTCGGTCAGGCGCTCACGAATCTGGCGCCGGTGCT
CCCTGCACTGGTCCACGCGTTCAGCCCGTGGGCTAATACACTGTCGATCCTGGCTCCGCA
CCTCGCGACCATCGTGGCCAAGCTGGCACCGCTTGCTCCGTACCTCTTGACCGCTGCACT
GGCAGTCAAGACCATCGGCGCGGCGATGACTGCATGGAACGCTGTGATGTTTACCTCGTC
GGTCGTACAAGGTGTGTTCGCTGCGGCGACTGGGCGCTCTGCGGCGTCTCTGGGCACCAA
TACGATCGCCTTGGCTGCGCATCGTGCGGCGATGATCGCCGGGTCGGTTGCGACGGGTAT
TGCCACTGCTGCTACGTCAGCGTTCGGCATCGCCTTGACCATCGCCACCTCGCCTATCAC
GTGGATCATCGTAGCCATCGGCTTGCTCGTCGGTGCGCTCGTCTTGCTGTACAACAAGAA
CGAGACTTTCCGCAACTTCGTGACTGCGGCATGGAACGGGATCAAGGCTGCGATCGCGGC
TGTGTGGACTTGGCTGTCCACGTCGGTGTTCCCCTTCTTCAAGCAGGCTCTGCAGTTCAT
CGGTCAGACGATGATGTGGCTGTGGCAAAACGTGATGATGCCGGCATGGACGGCAATCAA
GTTCATCATCTCGCTATGGTGGGCTTACGTCCAGATCGTCTTCAAGGTCTTCATGGCTGT
GCTCAAGGCAGTCGGCGCGGTCATCATGTGGCTGTGGCAGACCATCATCGTTCCTGCATT
CAACGCCATCAAGTTCGTCATTGCCTTGTGGTGGGCAGGCGTACAGATCTACTTCAACAT
CTTCAAGGCCGTTCTTCGGATCATCGGCTCGGTGGTGATGTGGTTCTGGCAGAACGTGGT
CTCGCCGGCATTCAATGCCATCGGTGCAGTTATCTCGGGCGTATGGAACGGGGTCATCAA
GCCCGTCTGGGACGGGTTTAAGGCCGCTATCCAAGTGGTCGGCGACGCGGTGATGTGGCT
TTGGCAGAATGCCATCGTCCCCGCCTGGAATGGCATCAAGGGCGCCATCGAAGTTGTCTG
GAACATCGTCAAGCCTATCTTCGAGAATATCGGCAAGGGCTTCCGCACGATTGGCTCCAT
CGCTTCGACTGTCGCGGATTCCATGAAGGGTGCCTTCTCCGGTGTGGTCGAGATCATCAA
GGCGCCGATCCACGCGGTTGGTTCCTTGCTTGCTTCACTTCCCGGCTCGATCATGGGCGT
GGACATTCCCGGCATCTCCACCATCAAGGAGTGGGGCCAGACGCTGCAGTCGCTGCGTTC
GGGTGGTTACATCAACGCTGCACCGGGCGGATTCATCGTCAACGCCTCGGCGTCGCGCAG
GCACAAGAGCCTGCTCGCTTCCATGGGCGGACAGCGAATCAGCGGCCCGGGCTCGGGTAC
GTCGGACAGCATCAAGGCACTGGGCCCTGACGGGCGTCCTATCGCCAACGTGAGCAACGG
TGAGACATACTTCTCGCCGGGGCTCGCTAGCATGTTCAGCTCGACGCTGGGCGCCATTAA
CGGCGGCATGGGTGATGCGACCGCGAACTTCGTCAAGGGCGGCCTCGTCACCAACACCGA
ACTGCTCAACTTCGCCAAGGGCATGAGTGTCCGAGGGCAGAAGGCGAGTCGCTCGCTCGA
CGGTGCCCCGTACGTGTGGGGTGGTTCGAACTGGGGCGACTGCTCGGGTGCTATGTCGGC
GCTCGCTGCGTTCGCTCTGGGTCTGCAGGCGTTCCCGCGCAAGTTCGCCACCGGCTCGCA
GGAGCAGTGGTTGCGTCAGAACGGGGGCGGCATCGGCAAGGGTCCCGCGGGCTCGTTCCG
CATGGGCTGGTCGCCGGAGCACACGGCCGGTACGCTGGGCGATGGAACGAATGTCGAAAT
GGGGGGCAACAACGGCGGCGGAGCAATCGGTCGAAAGACTGCCGTCGCTTGGAACCACCC
GCAGTTCACCAACTGGGGCTGGGTCAACCTCAAGCCTGATGGTCCTACGACTCCGCCGGA
TGGCACGGTTGTCGGAATGAACGGGTCCGGGTCGACCACCACAGGTGGCGATCCGCTGAT
CACGACTCAGAACATCGATCAGTCGGGGATGCCCGGTACGAGCACGGAAAAGAAGGAGCC
GTTCTCAGCCGTCAAGACCACCCGTGAACTCGTTGGTAAGTGGGGACAGATTACCGGAGA
ATCGCTCTTTGATATCTTCATTCCCTCTCAATTCTCGGACAGCATCGACCCGGTGGCTAT
CGCCAACCGCTACATGCTGCGCGGGGACGAGGAAAGCACAACGTCGGGAACGTATGGTCA
GACACCGGGTACGAAGTCGACTACGACGAAGACGCCGGAGCAGAAGGCCGCTGAGCGTGC
CGAAGACCTGAAGCGTAAGCAGGACTACGACACGGCTAACACCAAGCGGAAGCGCAAGTA
CCAAGACGACGTGGCTGTGCTTGAGGACAAGTACCGCAAGAAGCAGATCACTCGCGAAGC
GTACGAAGCGCAGAAGACGAAGCTTCAGCGTCAGTTCGAGGACGACAACACGAAGGCCAA
GGCAGCTTACGATCAGGCTACGCTAGATATCAAGGCGAAGCGTGACAAGGCTGCTGCGTC
TCCGTCTACCACCACGACTGGTACGGGGATCGATCAGGGATGGAACCCGCCGACAGAAGG
CGGCGTCGTCACTGGTCAGCCTTCGGTCGACCCGTCGAAGCCGACGAACGGTCGAGGTCG
AGACAACTACCTCAAGGACACGGCAGCCGCTACTAAGTCCTTGAAGTTGCCTCTCGATGC
GGCGATTATCGCCGTCGGTACTCAGCTCGTTGAGACCGGCATCAAGATGTACGCCAACAA
CGCCGTGCCCGAGTCGCTCAAGTTCCCGCACGATGCGGTGGGCTCGGATCACGACTCGGT
CGGCCTGTATCAGCAGCGTCAGGCAGGTTGGGGAACTCTCGCGCAGCGTATGTCTGCGTT
CGAGTCGACCAAGCTATTCCTGAACGCGATGACACAGAAGTTCCCGAACTGGTCGACCAT
GCCGAAGGGTGAGGTCGCTCAGGGGGTTCAGGTCTCCGCCTTCCCGGATCGCTACGCGAC
CAAGATGGAGGAGGCGCGCAAGTTGCTCATCGGCAAGTTCGACCGCGGCGGTGTGGTCCC
CCCGGGAATCTCGCTCGTCGAGAACAAGCTCCGTCGATACGAGCAGGCGGCAGTGTTCAC
GCCATCGCAATGGGAGACGCTCCAGCAGCTTCCTTCCGGTGCAGGCGGGAACATTGACGC
TCGAACCATCATCGAGTCGCTGGTGGTCAAGGACTGGCGCGAAGCACAGCGCGAGCTCAA
GCAGCTCGGCATCCGTAATCAGATGCGATACTCGAGGAGTCACACGAAGTGAGCAACTGG
AAAGTAACACTGAACTCACCCGACGGTGAGGAGATGGTTGTTCACCCGGAGCACATGGCT
ACCCACGGCGTGTATCTCGCCGAGGATCAAGTCAAGGGTGACATCATCGACGCTCCGGTG
AAGACAGAGTGGGATTCCACGGTGAAGCAGGAAGGCGGGACACAGCGCGGTGTGGATTGG
GAATACCGAGATGTAGACTTCGGATTCCACGTCACCGATAACAAAATCTCCGCCGAAGAA
GCGGATTCCATGCTGCGGATGATGTTCGACTACGAGGAAGACGAATGGGACCCCAATCCC
AACCGTCAGACTCGGCTGGACCTCGAGGTGATCGGGGGGCCCTTCTCGGGGTCTCTCCGG
TCCCTCGATCTCCTGATGCACGACACCCCGGAGACGGAGTTCGCGCGTGACCCGTTCATG
GATCAGTACGTCAACCCCCAGCTCCACCTGCGAGCCGGCCAGCCGATGTGGTACCAGGAT
ACGGTTATAACGTCTTTCGACTGGGAAGACTCGGACGTGGAGCCGGGGGCTGTCGTTCAC
GGGTTCATCCCGATCGAGAACCCGACCGATCGCGCTATGCGTCACTCGTGGGTGGTGTCG
GGTCCCCCGGGTCTGCGGGTGTCCCTTCCGGACGTCTCATGGGTCGGTAGGCGCGGTGAA
CGCCAGATCGCCGGTCCTCATCCCGACCGCATGATTCCACTTCCCACAGTGACTGCTGAG
GGCGGCTCGGGCTTCCGTGTCACGCTCGAACGCGGGAAGGTGATGGTCGAGAACAAGAAC
GGCACGAACGCGATGGGTGAGATGCCCATCCCGGGAATGACGTTTCTCTACCGCATTCCT
CCCTACACCCGAAAGACGTTGCTGCCGATCCGTGTGGATCATGCCCCGCCCGGTGGCGGT
CGCGTTGAACTTCGCGCGCCCATGCTTTGGTCGCGTCCTTACGGATTGGAGATGTGGTGA
CCACACCAACGATCACCGACTGGGCGGCCGAGTGCGAGGCAATCTGGCAAGCGACGCTTG
ACCGTGAACGCGAGTATGAGCAGATTCGCAAGCAGGATCAGCTCATTCGTATCTGGGACG
GCGACTACAATCTCAAGCATGTCATCACCGACTACTACTCCACGGACTTCAATCCGCTGG
ACGGTGATACGGGGACTCACGAGATTGTGCTCCCATGGGAGGACCCCTGCGCGCAGTGGG
CCTTCAACGAAGAGCAGCGAATCGCCAACGGTGAGAAGCAGATCATCAATGTCACCTGTG
ACTACGTTGGGGCACGCATAAGCGGCCGCCTCAGTCAGCTCACGGTCGACACTGACGAGT
ACGGGCGTCAACGCGTGACGATGACATTCGAGGACGACTACGAGACGCTCAAGGGCTACG
ACGTATGGAGCAACCCCTTCCTGCCCGCGGCGTTCCAGTTCCCGCGCGTCTTCATTCTGC
CCGGCCCGTTGCGATGGGTACTCAAGACTACGCTGTTCCTGCAGGTGCTGAGAGAGCAGA
CCAACCTCTGGTCGTTGCCTGACGACCCGATGGACCTGGGCTCGTTCGCCTCTGGGTTCA
GCATGTCGAACTGGATGGTCCTCATCAACCCGACGAGTCTGATCGAGGACTTGGCCGCCG
GGTCAATCTGGGGAGTCGCTTGCTCGCGGTGGAAGAATTTCCACGACATGCAGAAGCCAA
TGACCGAGGACGCCGAGTACTCGTGGAAGCTACGTCGATTCCTGAAGGGTGACCCGGTAC
CTGAGTGGTGCCAAGCGCTCGGCTTCGAGCCTGCGCACGGTGCCCTGATCGTTGACCTCG
TGGATGAGTCGGGTACGTACGTGGGCACGTCGCACGGCGGTACGATGTTCGACGGGCTCT
TCCGTACGATCGGTGACTTCACCGAGGACTTCATCGAGACCGACTACGTCGCTATCGCTG
ACGCGGAGATTCCCGACGAGTACAAGGAAGCCAGCCCGTTCGCGCGGTTCACTCGCAAGG
AGCGGCCCTTCGTCGTGTACTCGCCGGACATGCCCAGCGTCAAGTCGATGCAGTACCTCT
ACAAGCCCGCGAAGTTCATTCAGATCAACACCGGCGGGCACTCTATGCCGGGTGTCAATG
AGGCGATCAGTGCGGGCATTCAGGCACTCGGCGATATCATCGGCAACCAGCTTCAGATCG
GTTCTATCGGCGGGTCGATCGACACGCTGCTCAAGCCGTTCTACGAAGACACGGTGCTGG
CATGGATGAGCGTCAAGCTCCTCATGCGATCGATGAAGCAGGGTAAGTCGCGCCTTTTCG
AGTACTTCCAAGAAGGGGCTGACAAGGCTTACACCATCTCGGCGATGATGGTCATGCGGA
CGGGTGTGTGGGCGACCCGTACTATCCGACAGGACACCATCGAGATCACCGACGGCGGCC
CGTGGCTGCTGGGTGATCAGGGAGTCGGACACTTCTGGCTGTCCTCTCGTGTGGGAGCGA
TGGTCCCGGGCGACACGCGCAAGCAGATCTACATGGATCGCGTCCGCGGGCTCAAGCTTC
ATCAGGAGCGAGGACAGCGTCCGCGGTTCGATATCACCATCGGTGACAACACCGCAGACG
AGGACCCAGCAACCGCTGCATGGGGACGGATCGAGTCGTTGATCAGCTCGGTTAAGGACC
TCGGAGTATTCTAAGAAAGGTTAGGTGCAGAGAATGAAACGAGGGGACTTCCCGGTACAG
TCGGAATGCGATCCGAAGAATCCCAAGGAGTTCGCAGCTTGGGCGTTGGTGGCGCTGCCT
CACATGAACGGGGCGGCGCTACCCATGTCCTCGGAATACATGCAGATGGTCTCTGAGCAT
CTGTGGCACTTGGGCTTCCGATGGCACCGTAAGCACCAGAAGCTCAAGTGGCGTCCGCCA
GCTGCGGGCGATCGTCACTGGCTGACCAACCCAGGGCGATGGGTCAAGATGAGTGAACCG
GACCCCGAACCCAAGGACCAGTCAGTCGACATGCTCACCGTTCTTCGAGCGATGAAGCAG
GCTGACGAAGGCGACTTTTTCAAAGCCGTCGAGATGCTCAATACGAAGGGAGACGAGGAA
TGAGCTTCCGTACAATCTACGGCTATGCCTATTCCGAGAACGGGTGGCGCATGGTCAACC
GAGATGAGTGCGTGCTCATCGACGTGCCAGGTCTGCTGTACATGGATACCGCACCCGTCC
GCAAGGGATACGCGGCTGAGGCGCTCAGCGCCTGGGCGGCATGGTACGACAAGAACGTGC
CGGGCGAGATCGTCAGCCCGACGTGGGGATGGTCGGCCACCAACGACGTGGGCAACTCGA
ACCACCTCTCAGGTACCGCGCTCGATATCAACGCCACGCAGTACCCGTGGGGAGACAATC
GCATGGCCCGGGATTACCCGGCCCGTGTGGCTGCAATTCGCCGCGGGCTCAAGGAGTTCG
AGGGAATCATCTTCTGGGGTGCTGACTGGTCTCGCAAGGACGAGATGCACTTCCAGCTGA
ACAACGGCACAGCGAGCGGTGACGGCTCCTCTGAGCGATTGGCTGACTTCGTGCGTCGTC
GTGTCGTTGACGGCCAGTTGAAGGGCTCAGCGTCGAGCTCAGCGCCGTCTTACAGCCCTC
AGGTGATCGACGCGTATCGGCAAGTGTCCGATCGATTCGGGTGGAGGTAACCCATGCCCA
CTTACTGGAGCGACGTCTCGCAGTACAACCAGGCTGTTCTCAACGACAGCTACCCTCACC
CGTTCTTCTCGTTCCGTACGAACTCGGGTAACGCTCGAGACGCGCTGGCGATGGACAACG
CTCGCGCAGCCAAGCGGATGCTCGACTCGGGCAAGCTGAAAGGTGTCTTCGCATACTACT
TCTTCCGCCCGGGCCAAGCCAACTGTGACCTTCATGTTCAGATGCTCAAGGACGCGGGCC
TATGGGGCCACCCACTGCTCGCGACGATGGTCGACGTGGAGGACGCGGGCGGTCAGATTC
GAGGAGATCACTCCGCCGAGGTGAACAACGAGATCGCTCGACTGCGCAAATGGTACGGCG
ACGACCGTCGAGTGTTCGGGTACCTCAACGGGGTAGCGAACGAAGGTCTCTGGCGTACTC
GCCCCGCGGGTCTCAAGTTCGTCACGCCTTCGTACTCGGGACGCCCGGGTGTGTGGGCCA
CACCGAACCCGCCGGCATGGTTGCAGAATGCAGCGTTCGGCCATCAGTTCACAGACTCCG
CAGCCACGAAGCCGTGGCCGCTGGGAACCGACCTCAACTATTCCTCGCTGTCGGTCGAGG
AGATTCAAGCCCTGCTGGGGCTCAAGAAAGGAGGCACCGCCGTGGGTGCAGTAGAGGACG
GAGCAGGCCAGCTTGCTGGTCGCTTCGGCAATGTCCGTCGAATGGTGAATCCCGACTCGG
TGAAGTACCTTCCCAAGTCGTTCAACCCGAAGACCGACCCGAACGGTCCAGCTGCCAACG
ACATGTGGGCGGCGATCGTCAATGAGGTTGTTTGGGACGGCTACGCCCCGGACAAGTTCG
TCGGCGACGAGGACAGTAACGAGCCGCGCGCTCTCGTGGGCCTCGTGCTCCTGGGACTCG
CGCGTCAGAAGCGAATCGAAGCCAAGCTCGACAAGCTGCTGGGAGGAACGGCATGACCGA
GCCCGTGGACGTCACTACCGTCTTGCAGCAGAAGCTGCAGGAACAGCCTTGGTACCGCAC
CGTTGCCAACACGGTGGTCACCCTCGTGACGCTCGGCATCAACGTCGTGTGGATTCTCGT
GGGCCTCGGCATCGACGTTCCGACGGAGGTGCTCGTCGGCGTCGCCGGTGCGATTCAGGC
ACTCGGCGTCGTCGGTGTCAAGCTCACTCCCAACGGGGTGACCGAACGTCAGATCAAGGA
GATCGAGCAGTACGTCGGTAAGCACCGAGTGTAAACGATGGGCTGGGCCTTCGGGCCCAG
TCTATCCTCACCCAAGGAGCAACATGCTTGACTGGCTCAGGGAGTGGCGAAACCGGTTCT
ACCGGGTAGTCGACTCCGACAACGTCCGTGTCTTCCAAGCCATCGTTTACCTCGGCATGC
TTGTGTCGGGAGTCTACATGGTGGCATACGGAGCACCAACGACCGTTCAGCTGGAACTCG
GTGACGAGATGCACGCTGTGTGGATCGGCATGACCATCATCGGTCCACTCATCGTGACTA
TCGGCGATCGCATGGTGTACGCAGGTAAGCATCGCGTGCTTCATAGTCGAAAGTCTGGCG
GCGGTGGACGTATCTACTGGGGGTGGTACCTTCAAGCTGGTGGTGACTTCGCGGTGTGCA
TGGTGTATCTCACCTACATCATCGCGGCATTCTCATCGGCCTGGTTGCAGAAGGGAATCT
TCGCCGCCTTCATCACTACGTCTCTGATGATTTGCGCGGTCGTGCTGGTCATTCGAGACC
TACGACGCGTCCGAGCAATAGAGAGGCTGTAGCAGAATGTTCACTGCCGCGTCAATGCCC
ATGTGGGTGGCGATCCTGGCCCTACTCGGGACAGTGCTATCGCCTATCATTCAAGGGCGG
ATAAACAAGAACTCCCCGGTGAACAAGGCTGACGCGGCAGAGCGATTCACGCGGATAGCT
GCTGGTGTGGCAGACGACTACGACGAGCTCCGAGCAGAGCTGCGTGAGTTGAAGCCACTC
CTACAGGAACTCATCAGGCTCCTCGACCAGGTTCAGTGCGGAGAGGGGCCGCATATCACA
AAGATCCGAGAGATCATCGCGGAGCTACGGAAGAAGATGTACTGATGACTACGCCCAACC
ACTTGACCCCCGACGGGTCGATCACCGGATACGGCTCGTGGCCGACTGTTCAGGCGAGGA
CGCGGAGCGAGTGGGAAGCGGGCGAGTACCAGAAGTGGGCGAACGCCATGGCGGGAATTC
CGAAGATCGGCGACAAGCTCGCTGAGATTCCCGTCATTGGCGGCGCCCTTTCTGACTTCT
GGGAGATCATCACCGGCATCCCCGACTCAGACGAGAACGATGCCGGGTCGATCATCCGAG
GGTTCTTCGATGGTATCTCATCGGCCCTCTCAGGAAGCAGCAACCCGAACCCGAGTGATT
CCTTCCTCACGAATGTGTGGCAGCTTCTGGGCGGCCTCAAGACCCAGACCGCTGACAACG
CCGCGGCGATTCAACAGCTCGAGAACCTACTTTCGGCATCGGCTCCCACACCAGCCTGGG
TGTCGAACCTCACGGACATGGCGTCGGTGCCTCGCGCACTGCTTATCCCCATCGCCACAG
GAACTGCCGCTGCGGGGTCTATGTCCTGTTCCGATGCTGCGCACTCACACGGTAGTCACT
CACACAGCATTAGCACGGGTATGCCGTCGTACAAGCCGACCGCAAACAACTCGTTTGGTA
ACAGCACGGGATCTATTTACTTCACGCCGATCATCGCCGATCGTACAGGCAAGCTTGACA
AGCTGAGGTTCATCACCGGCCCAGACTCGTTGCTGTACTCTATCGATGAGTACTACCTTG
CGCTGTTTGGGTACAACCCGATGAACGGCAACCTTGAGAAGCTGTGGCAGAGCGACAACC
TGAAGAACAGCATCGGCGATGATCGAGCGGAGATCGAGATCAGTATGGGGCTCAACGCCA
CAGTGCAGCCGGCCCAGATTCTCTTCGTCGCTCACATGCAGCGTCAGCCATCTATCGGTG
GATCGACTCGTAACGTCGCCGCAGTCTTGCAGCCGGGAGTGAGTCGACCGTCGTCGGTTC
TGCTTCGAGCCAGCTGCTATCAGATCAACAGCCAGACAGGTATTGCGGCTTCCTACTCGC
TGTCATCCCTTTCCATGAACAACGACTACATTCCGTGGTACGCCATCTCGGTGACTAATT
AGGAGGAAGCCCATGTCCGGATTTGACCCCAATGAAGACAACCTGATCCTGTCCGAGGGA
GCTGACTACGTCGCCACGTTCGTGGAGCGCGGTGTGGTATGGCCCTCGGGCACCACCGCT
CAGATCATCTTCCCCGGGCTCGAAGACGTCGGCCCATTCGACGCAGCAGTTACGCTCAAT
GGCTCGATCACCACTCAGGATGGTCAGACGGTCACTGGTGGGTTGGCCTCGTTCGTAATC
CCGAAGGCCTCGACCGGCGCGGCGACGTTGCCGAAGAACACCAAGTACAGGCTCATGCTC
AGCAAGGAACACACGTACTGCTGGTTCCGCGGCAAGGTTGAAAGGCAGGACTGATCATGG
CTATCGCAAGTGGGTCTGTCGTTGTAGCCGACCCGGCTGCTCCGGCGACCAAGGTCGTTC
AGCCGACCAGCGGCGCGGTGTTCACGTCGCCCGGTCCGGGAGGACCGCGAGGTAACGACT
CATCGGTCCCTGGGCCGCCTAACGAGCTGAGTATCGGCAGTGTCGTCAGCGACACCACAC
CAGGCGTTCAGATCACTGGTGAGAGCCCCAACCAGGTTCTGAACTTTCGTCTACCCAAGG
GTGACAAGGGGGACCAAGGTGATCCCTCGACAGTGCCGGGTCCCCCCGGGCCGGCGAACG
CTCTGGGTATCGGCACTGTAGCCGAGGGTACAGCGGCGGCGAACATTACCGGGTCGTACC
CTAATCAGGAGCTGAACCTTGTGCTTCCGAGGGGGCCGAAGGGTGATACAGGTCCCGCTG
GCGAGGTATCTGAGGCTAGACTCAACGCCGCCATTTCGGCTGCACTCGACCAGGTCATCG
ACGGGTCACCCGGTGCGCTCGACACACTGAACGAGCTGGCTGCGGCACTCGGGGATGACC
CGAACTTCGCAACTACGGTCTCCACGCAGATCGCAACGAAGGCCGACAAGATCAGGCAGG
TCATCGCGGGAGCAGGCCTCACCGGCGGAGGTACGCTCGAAGCGGATCGTACGATCGCAG
TCGACTTCGGCACGGGTACGAACCAGGTTGTCCGCGGGAACGACTCACGACTCAGCGATG
CACGTACACCGACGAGCCATCAGCACAACGCTTTGGATATCAACGCGGGAACGCTGAACA
TCGCCCGCATTGCTGACGGGGCGGTGACGTTGGCCAAGTTGGCAACGGCGGTACAGGCCT
CGCTGGGCAAAGCAGACAGTGCGGTGCAAGGTTCAGGGCTCATCCTCTGGAAAGGTACCC
AAGCAGCCTACAACGCCATCGGCACGAAGGACGCCAACACCGTCTACGTGATCGCGGGGT
GAGTTATGCCGATCAACGTAGGCTCCACGCCGATCAGTGATGTGCGGATCGGGACGACGC
CGGCAGGCCGGGTGTACCTCGGCAGCACGCTGGTGTGGCAACGGACGACACCCTACCGAA
TGACGAAGGGGAATACCCAAGGCGGCACGGGCACGGGGTACCTGACACTCAACGGCATGG
CCGCGGACAGCGGGTTCCCTGGCACCGTGGTCGAGAGCGGCACGACGCTGAGGATACCTG
CTGACGCTTCGACGTACACGGCGGTGGTTCGTGCTGAAGTCCCCCACACCGGGGGGTCGT
CGCCCTTGTACGGCCAGACTCAGATTTACCGTAACGGGTCACTCGTGGCTACGGGGTCCC
AGGTATCGAGCAGCCCAGGAACGTCGTGGGTTGAGTGGACAGGCACCGTTGGGCCGAACG
ACACGTTCTATATCTCATGGCGCGGCGAAGGTAACTTCTTCACCCGACCCACCGCCCAGC
CTGGCGCGTTCTTGAGCGTCATCCCCGTGTGATCGTCGCACAAGTCAACATGTACGTGAA
TGCCAGAGAGGGCCTTAGGTTTGCACCTAGGGCCCTCTTTGGAGTAGCTGCGTCAGTAAT
CGCGGTAGTGCGCGTCTTCAACGGTCTCGAGGATCGAGGAGGAGTCATCGGTGACGGGGC
GAAGCGCAAGCGCGACGTTCATGCCGGCGGAGTACGTGTACGCTTCGACAGTCGCCTTCA
CGAGCGCCCAGCGGAAGCCCTTCTTCTCGTCGTTGCGACGGGCAACTTCAGCCTTGCGAG
CACGGGACGGGTTCCACCAGTGGACCTTGTGCTCGTGCCAGATGCGGACGCTTTCGCCGT
ACTGGCCCTTGACGTAGCGGAATTCATCGACCCAGCGCCAGTTGCCCTCGTCATCGAGAA
TCATCGGCCAAGCGATTTCCTGGACGTCGCCTCCGTCCTCGGCCCAGTTCGCGAGCGTGA
GGTAAGTGCGAGCCATCGAGTCGTGGGCCCACTGCGAGAGGAACCCGTCGGTGTCGCAGC
GATCGAAGCTTTCAGCGCTGAGGTGACGCTCGCGCTGTGCCATCTCGCGGTACTCATCGG
CGGTGTGGTCGGAGATCGTGTAGACGGTCATGTTCGGTCCTTTCGGGTGGTGTGTTTGTC
GAACAAGAAGAACTTACCACACCACCCGAGGACTGTCAAGCGTATCGGCAGACCCAGCTG
TAGTCGCCCGAGGAGTCGCGGACGTAGTCGCGCGAGATCGCCTCACCCGGGCACTGAGCC
ACACCAGGGGAGTCGTAGTTGCGTTCGCGGGGACCGTCGTAGTCGCCCTGGATGATGGTG
TCCTGTCGCGGCGTGAACGTCTCCGAGGGACCGTAGTCGAGGTCCTGAGTGATCTCACTG
CTTGCGAACGCCGACGGGGCGAGCAGGCTGGAAAGTGCGATCGCGGCAGCGGATGCGGCG
GTGAGCAGGCGAAGCTTCATGGTGTGTTCCTTAGGTCGGTGTGTGGTTGAACAAGAAGAC
TGTACCACGGCGGGGCCGAGGGGTACGTGCTCGGGGTGACCTATGACGGTCGTACGCCTG
TAGCGTCCCCGAGCGGTGGATCAGAGCGAGTCAATGGCGATGACGTTTCGGATATCGCCT
TTCGACAGCTTCGCAACGGTGGTCTTCTTGGCGCGTGCGCGTTCGACCAGTGCAAGCGTG
AGGGACTGAACCAGCTCGAGGTTGAAGTCGGTGGCGATACCCTCGGCGTCGATCACGGCC
AGCGCCTGGCTACGCTGCTTGTCGGTGAGTGCGTCGTAGGCTTCCTGTGTCATCGGGGCC
GTGTTCACGGGCTCAGCGTTGACCTCAGGGGCGGGAGCAGCCCCCTTGTTGCGAGCCTTG
CGGCACTTCGCACGAGCGACGGGGGTCTTGTCGTGGTTGCAGTTCGCGTGGCTATGGTGC
ACCTGCTTGGTGCCCTTGGTCTTGGTGTGGTCCTGCTTCACCCGCGGGTCGTAAGTACCG
CAGGCGGGGCAGCCGTCGACCGGGTCGGCGTGACCCTCGTCGTTGTGGCTGTTCTCCATC
ATCCAAGCTTCGAAGCACTTGAAGCAGACCTGCTCGTGACCCAGGACGGAGTTCTTCGGG
GCGGCCTTGCGGTCGCAGGTGACGGTCTCGCCGTTTGCGAGGGTGAAGCTTTCGATGCAC
ATGACGTTCGACATGGTGTGTACCTTTCGGGTTCGTTCGGTGGTGTGCTTCAAACCTAAC
AGACCCCACCCACGGCCTGCAAGGTTTGGCTATGTGATCTGAGTCACATGATGAAACCTT
GGGGTTTCTCCTATGGGTTTGGTAAGGTATGAGTACACCACCCACACGAAGGAGAACACG
ATGAACACCAAGAACCTCGCTGACATGCTCAACACCGACGCGAAGACGCTTCGTCTGTAC
CTGCGCGCCATCGACGCGGGCAAGGACTCGGCGACGGGTCGCTACTCGTTCACCGAGGAT
GAGGCCGCTCAGCACGCCATCGACTTCCCGAAGTGGGACGCCGCTCGCAAGGAGCCGAAG
CGCAACGAGGATGGCACGTACACGATCACGGGCGGGTACAACGTCAGCCAGCTGTGATAG
AGGGCCCTCAGCGCGAAGCTGGGGGCTCTTTTGGCGGTCGCGCTAGGAACTCTACCGGAA
GGGCCCTGTATCCGGTAGCGAGGGATACAGGGCCCTGTGGAGGCCGGCGCTGACGGCGAA
TCAGTCGAGATCGAGCTCGTCATCCTCGAGCACGTCTTCGTCCTCGACCTCCGGCTCCGG
CTTGGCCTTGGCGCGGCTGGTGCGACGCTTGGCCGATGCGGGCTTGGCGCCCTCGGTCTT
CGGCTTGGGCTTGTCGGCGGTCGCGCCCTCCTTGATCGCCTTGAAGACGGCGACGACGGC
CGGGTCCTTCAGGCCGGTGAACGACCAGCGGCCATCGCCGCGTTCGATCTCGCCGTCATT
GACGAGCTTACGCAGGATGACGCGCAGCTTGGTCTGCTCGACGGTCTGACCGAGCTTGGC
CTCGACCTGCTCCGACAGCCATGCGATGCCCTTGGTGACTTCGTCCTTGGTAGCCATGTT
CTGCACCTTTCGTGTGGGTTGATATCGACGGTCGCGGTTGCGGTCGTCGGAAGATGACGT
GAATACCGTACCACAGGGCCTCTCCAACTGCCTGTGACCTGGGTCTTTGTGGTTTGTGTT
GCGCGGTACCCCAAGGGTGTGTAGTGTTCTCGTTGTCACCACCCAACGACCCACACACCG
GGTCACAACGAAAGGCACCACATGAACACTCGCTCCGCTGCCAACGTCATCGGGATCACT
CCGAAGCAGCTTCGTTCCTACCTCCGGTCTCGCACCGACCTCATCCCCGCCCCCGAGACG
GGCAAGCAGTACGAGCTCACGCTCGATCAGGTCGAGCAGGTCAAGAAGGAATACTGGGAG
CTCAAGGATCGCTTCACGAAAGCCACCGACGATTGGCAGGGTAACGATGACCCGGGCATG
TCGCTCGAGGACCTCGCCAACCCGTCCGCTCGGGAGCAGTTCATCGCACTCCGCCGCGAA
CGCGCACAGCGCCTCGATGCGCTCATGCGCAAGGCGGGCATGTCGTTGGGACAGATGGGC
GATGATCGCCTGCTCGCCAACGGCCGTATCCTCGCGCTCGAGGCCGCCGAATGAAGGGCG
ATGAGTGGGCCGTGCTCGCGGCCTGGGTCTTCATCGTGTTCTTCATCCTGTACCTGATCG
CGCAGGGCCTGCGGGTTCTGTTCTAAACTCTCTGCCCCGATCTCTTGACATGGGTCGGGG
CAGAGTGGTAGAATCTTAGCATGAACGAACTGACAAACGCCCTCGCCACCACCCACCACG
ACTTCATCGCTGCACTCGCCCTGGACGACGGGGACGTGGCTCTCAATTGCGCCTTCTCCT
CGATCGAAGACCTGTTCGCCGAAACCGCGGACGTGACCCCTGAACTGTCCATCGACTACG
CGCTCCTGTTTACCACTGCGATCGTGGCCGCCGACTCCGTGTACGCCAACTACTGACCAA
GAACGGCCCTCAGCGACAAACTGGGGGCCGTTCTTAGTAGCTGCTAGTCACGACGCGCGC
GCAGCACCTCGAGAGCGTCAGCGACCGAATAGGCGACCACTACGCGCCCTCCCGCTTGGC
GGATACGATCCATCACTCGCTCCTGAATCTTGGAGGGGCTGTTGCCCGGCATCTTCACCT
CGATGGCGATGAAGCGTCCGTGCCATACGCCGATGAGATCGGGAAGGCCGGCCATCATCG
TCGGGCCGCCGTGAATCTTGAACATGAACGCGCCACGCTCCTCGAGCGCCTTGCGAATCT
GTCGACCCAGTCGAGCCTCAGGCTGACTCATGGCAATACCCCGATCGCCGAGAGGGCTTC
CGCCGGTCCTGCTAACCCAGCACGCGACGGATGAGGGTCCCACACGAGGGTGCCATCTAT
CGCACTGACGACAACGCAGTGAGCGAAGTCACCTCGCGGAGAGGGACCGGTAGCGATCAC
GTGTTGGTATGGAGAACTCTCCGGGTTCATGTACACCGGGAACTGGGGGTCCAGGTTGAG
CAAGAGCATTCCCGTGTGGTCAGCTACGAAGGCACAGGACTGTTCCCACCAATCAGGATC
GCCGATCACATGTGTCACGTCGTCTCGGGGGAGGTCAAGCAGGCATGCCAACGCGGTGCG
CCAGCAATCGCCCAGCTGTCCCTCCTCGTTGTCGTGCATGTATCGCTGAGTCTCCTGTCT
CATCCTCGCCACACCACCCGGATGCAGCCGACGCCGTCGCGTCGAGCTTTCCAGTAGGCC
TTGAGCACACCCACCAGGGACTGGCCCTCGTAGACAACGCTGTCGCGGTATCCGTCGCCG
GGGTTAACCCAGGCAATCACTTCCCACTTGTAACCCATGGCTCAGCCCTTCAGTCCGCCG
TGAAAGATCATGATGACGAAGCCGATCACGAGGACCAGGGCGGCGCCGAGCACGGGAATC
CAGAGTGGGGACAGCACCCACACCCAGGACCATGCGATCACGCCGCACAGCTTGAGGACG
ATGAACGCCACGAGCAGGGCGGTCGGGAGCAGGGACGTTGAGACGGCAGATTCTTTCATG
ATTCTCCTATGGGAAGAGGCGGGGCCCATGCGCTTCCCTTCGCACGAGACCCCGCCTCAG
GTTGGTGTGGATCAGAGGTCGTCGAGGTCCAGTTCGTCGTCGTCCTCAGCCGAATCATCG
GCCTCGTCCTCAGCGGCGGGCTCGTCCTCGTCGTCGGCTGCGGGAGTGTCTCCCTCATCG
ACCTCGGACAGCGGGATCAGCGAGTCGATGACCGACTTGAGCTTGCCTTCGTACTCGTCG
TCTTCGAGGATGATGCCGAGCGACTTGCCCACGAGCTTCGACGCGTCGATGGTCTTGACC
GACTTCGGGGCAGTGACGCCGACGGCGACGAGTACCTGACGAATCTTCCACGCCATCTCA
GCGGTCAGCTGGCAGTAGTACGGGTAAACCGCACCCGGGTGTGCCTTCGGCGAGATCAGG
AACTTCCACTGCGGCGTCCCCGTCTTCTTGCTGTTCTCAGCCTTGACGTCCTTGATGACG
GCCGCGTACTCGCCGGCGGGAAGCTGCTTCGGGCGAATGCCCGAGGCCTCGCTGACGTTC
GAGAAGTCGATCTTGGCGACGAGCGGCTTCGCCTTCGACACGGTCACGCCCTGGGTCTTC
TCAGCCATTACTTATCCTCTTTCTTGGGTGGGTTGGGGTTGCCTGTTCGGATGGCCCGAA
TCAAGCGGGGAACAGTCGGGTTGGTCAGGTACGGCGGGAGCGCGTACTCTGATCGATAGC
CGGTGTCGTAGATCGCGGACGGTTCGAGCCACAGGCGGCGACGGATCACCGGCTTGTCTC
CCGTGTCGTCCTTGATGGTGTAGATGCGGCCGATCACGTCCACGAGCGCGTTCACGGTCG
AGCGCACTCCCTTGGGGAGGTCGGGGACGTACTGAGCGGTAGCCTCCTCCACGTCCTCGT
CTTCCTCACCGTATCCGCCGGCTTCGATCATGCGCTCCTGAGCGGTGTAGATCGTCCCGA
CGGGCAGGTTCTGGAAGTTGTGCAGCATGCCCTTCATGAGCTCACCGGCCTTGCCGTAGT
CACGCTGCTGCACCATGCCCGGCTTGCGGCTCAGGTCATGTTCCTCAGCCTGCTCCATGA
CGAAGCGGAGGGCCATGTTGCTGAATCGCGTGAGTCCATCGAATGCCACATAGCGGTACT
GATGGTCCCCCGAACGCAGGAACTTGTAGACCTCGTCGAAGTCCTCCCAGCGTTCGATCG
GCCACACGTCAGGGTCCGCCTTGGTGAACTCGTCGGTGCCGTGCTCGGTAGTGGGATCGA
GGATCAACACTCCCGGGGCAGTCGTACAGAATCGGGTCTTGCCCTTCTTGTTACGGGCAT
AGACGAGAATCGACGGTAGCCGCTGCTTCTGCTGCGACGGCTTCTTGATCTTGGCCTTAG
CGATGGCGCTGTAGTCCTTCGTGGTTGCGGCCCGAGTCACTGCCAATTCCTTACCTCCTT
TCACTTATCTATATTACCGGATGATGGCTCAGATGAGGTCGGCGCTGTTGCCGCCCTCGT
AGTACGCGAACGGGTCGTGAGACTGGAACTCGCGACGACGCACGCCTTCAGCGTCCTGAC
CAGCGAGCTCAGCGATGCACAGGGAGCGATACGAGCACCACTCACAGTTGCGCGATACGG
TGCGCTCTACGATCATCTCAGGGTCTTTGTCGAGCGCCTCACGCCATCGCGCGTAACGGT
CGCCGGTGTGGGAGATATCGTCAATGACCCGCTGGATCATCGCGTCGTCTTTCTCCATGA
GGTCCCGACGGAACACGGGCGATAGCTGAACCTTGTCACGGTCGTATCGCTCATCCTTCA
GCCGGGCGAGCAGCGCGGCCACATCGTCGTCCCCGAGCGCGTCGTGAGCTTTCGCGTCAG
CGTACGCAGTCGGGTAGTCGGTGTGTGGTTGCTTCTTCAGCAGCCGACCATCGCGGACGC
CCCACTTCAGTGGCTGGGGAGCCTTGGGCACGACGTAGTTCCAGATGAACCCATCGACTG
GGATTCCGCACTGACGGAACATCCAGATGTAGTACGGCGACTGGAAGTCGAGCAGTCGGT
AGTCCGTACGCGGTAAGCGATTGTGAGTCTTGTGATCGACCGCCCACAAGCCGTACTCAT
CCTCGATGAGCATATCAGCCTTGCCCTGTCCCTGCTGCCCGTTCGGGAGCTCGACCTCGA
GCTTGATCTCGACTTCGTGAACCTTCCACCCAGCGTCTCGGCCGTAGTGCCAGTTGTACG
CCTTGTAGAGCTGAGCCATCTCACGAGGGAGATCACCGAGGGCTTCCTTCTCCTCATCGA
ACAGCTTTCCGTACTTGACCACCTCGGCCTTGTGCGCGTCGGTGACGGACTCGCCCTTGT
ACTTCGCCTCGAGCAGTGAGTGAAACCACGAGCCGCGGGTGAGCGGCTTGGCGCGATTCA
GCTTCGGGCCGAGCAGGTCAACGTGCTTGTACTTCGTCGCCTGCTGACAGCCCTTGAAGG
ACTTGATCAGCGAGTTGGTGATTACGAGGTCACTCATCCAGAAGCTCCTGGCGCTTCGTG
GTGAGCTCAGCAATCTCAGCATCCAAGGCCTTGAGCTTCTTATCTCGAATGCGAGCCCCA
GCAGATTCGCACTCACGGCAATACCGATTGACGTGGGTAACGTCATGGTCCCATTTGTTT
CCCGCCAACTTGGGGGGATAGGTGGGGAAAGCCGATTCTCGAAACCTCACATAGCCTCGA
GAATTGAAGGAAGACAGAGGAAGGACGCGAAGACAGTTCTCACATTCTGCCCTGATTCTT
CCTTCATCGCCTTGGAAGCGATAAGTCTGTCGGGTGGTCATGAGTGGTGCTCCTTCAGCC
AGTCCCGCAGTTTTTGCGGGGAGTTCACTATATCACCTGGTATCTCAGTCTTGTGTCCCC
AGTGCTGCCCAACCGCGACATCGCTCACGATAGGCACCTTGAAGTGGTACCCGAAGAGCT
GTTGTGTGGGCGGGTGCTCCATCACCTCCTTGATGAGTGGAATGACTTCCTCGAGCTCCT
CGTCGGGGCATTCGAAGTTGATAGCGTCGTGAACAGTACCAATAGGAGCAGCGCGTAGAC
CCCGTTTCCTGAACTCACGGTCAAGAAGAACGAGAGACAGTAGGCACAGATCACTGGCGG
TGGCCTGAACCGGTGAGTTGATTGCTTGACGTTGTGCTTCAGCGACTACTCCTTCGTCCT
GTGAGTCGACATCGGGGAGATGCCTCACACGCCCCAGTGGGCTCTGTACGCGCTTGTATT
GAGTGACCAGGCGACGTTGCCGGGCGTGCCAACGAACGAGCGTAGGAAACTGCTCGAAGA
ACGCCTTGCGGAAGTCCTGTGCCTCGCGCTCAGTGACGACCACACCATAGTTGGTGTACG
CGGTCTGGATGAACTTGCGCCAGCCCATGCCGTACAGGAAGCCGAAGTTCACCGCCTTGG
CTTTCTTGCGTTCTTCCTTCGTCACCTCGGACGCAGGCTTGCCCGTCATCCTCATAGCCA
TAGCCATGTGAATGTCCTCACCGCGTGAGTACAGGCCGAGCATGGTCGGCTCCTGTGCGA
GCTCGGCGGCGATACGCAGCTCGACCTGTGAGTAGTCGGCCTCGATGAACGTCCAGCCGG
GTGCAGCGCCGAACACTCCTCGAATGATCGGATCACGAGGGACCTGCTGCAGGTTCACAC
CTCGAACCTTCTTCGCGCCCGTCACCTTGTCCGCGTCAGCCTTGCCCGACGACAGTCGCC
CTGTCACCGTGCCGGCGAGCTTGAACGTGGTGTGGAGTCGAGACAGCGGTGTGAGCAGCT
CGTGATACGGAGAGATAAAGCCCGAGTTGAACTTCTGCCACTTGACCCGCTCGAGCAGGA
GCTTGGCAATGTCGTAGTCCTCAGCGAGGTGCATCATCACCTCTTCCTTGGTCGACGGCC
CAGTCTTACCCGACTCGAGCACGGGCAACCCGAGATGCTCGAACAGCAGCCATCGAAGGA
AGTTCGACGGGTTCCAGTTCACCTTCATGCCGTTGGGAATCTCATCAGGCACGTACTCGT
TCAGCGCGGTGTGGATGCGCTCGAGCTCGTTGGCGACAAGGACAGTCGACTCGGCCAGCT
TGTCCTGATCGACGTACACGCCGCGTCGTTCGATGTGGACGAGCGATTGGCTTGCCGGCA
TGACGAGCTTCTTGAATAGTCGATAGGCGAGTGGGTCGTCCTCGAGCTGTTGACGGAAGA
GGTGGTACAGGCCAATGGTGTGCCAGGTGTCATAGGCGTTGTATTTGAGGATCGACTTCA
GTGGGTGCTGATGGTACCACGGCTGAGACGATCGACCGCCCTTGATCTGGATATCCCACT
CGGGAGCATTGAGGAGCACGCGAGCCAGCGGCTTGAGGCCTTTCGCGCGATTCTCGTCGA
GCAGATGTGCGGCGAGCATCGTGTCGAAGTTGACCGGCACGGGAGCACCGAACTGCACCA
TCCATCGGCAGTCGAACTTGGCGTTATGCGCGATGCGAGTCGGAACCTCGCGCATGTCCT
TGGCGATGATCTGCAAGACGCGCTCCCACTTCTGCGACCACACCGAGGCGCGGTGGCACA
GCGGTACAGCCCAGCAGAGGTCTTCCTCGCTATCGGCTCGTGAGATCGTCAGGGCGAGGG
ACACGATGAACGCGCCCTCAGCTCGCTCGTCGAACCCGGAAGTTTCGAGATCGAATGCGA
CTGCGTCGGCGCCGCGTAAGTCCTTCAGCAGGGCGCTGAGGGTGCTCTTCGACGCTGCCA
CGCGTACACGCTCGGGGAGGACGCCGACGGCTGGCTTCTCGCCCTTCATCGTGCGGATGA
TCGCGTCAATGTCAGCGCGGAGCAGTGCACCTTGTGATGGGTTACGTTCGACCGCTGCCG
GGGCAAGGGAAGCGAGGAGCGGGATGCCCTTCACTTCGAGGTCCTTGCCCCGCCACTTCA
TGATGCCCGAATGGCCGGACGTCACGAAGAGAGCCTCGTTACCAAGCGCCAAGATCGCGT
CAGGCCGTTCGGTGGTATCGAGCATATCCTCGAAGTCGCCGCGCAACTCACGAAGCATGG
GCTTGGTGAAGTCGGCCCCATCGGCAACCCGACGGAGTGGGTCGATACCCACGAACTGAG
CGATCACGGAAGAACCCTGGAGCAACCCCTCGATATGCTCCTCGCTCCTTCCGCGGAGTC
GGTACTTGGAAACGATCAGCAGCTTCATTCGAGCCCCATCACCTTTCGTTGCGGGAACGA
GAACATCACGGACGGTTGCACAACAGCGACGTTAACACCAGCCTCCTCGAGCAGGTTGAT
GCCCGCTTCATCTCGGAACGGAATGTAGAAGGTCACCTTCGAGATTCCGGCGTTGATGAG
CAGTCCCGCGCAGGACACGCAGGGAGAGTGCGTGACGTACACCTCAGCACCAGTCAAAGA
GACGCCGTATCGCGCTGCTGACGCTATGCAGTTCACCTCGGCATGAACGGCACGAGTGCA
CGGCTGGTCGTCCGTGTGGACACAGTGGGGCATTCCAGCGGGAGCCCCGTTGTACCCCGC
CGCGAGCAGCTGGCCCGAGCGCACCGCGATGGCTCCGACTTGCAGCCGTGAGCATGTGCT
CCGCTGAGAGATGACGGTTGCGAGATCGATCAGCCATTCTTCTCTCCCGATACGCTTGGT
GGGATCAGTCACAGCTCCTCCCGTTCACTCTTGACCTCACGACCCGCACGGATGAGATCA
TCGATATCGTCCACCGCGTCCCAGAGGATGAAGCCGAAGAACAACCACCAAGCGTACTCC
AGCACAGGCCAGCGGTCCTTGTTGAAGAACGCCACGAACAGACCGACGACGCTCACAGCG
CTCAGGATGAGTCGCCACTTGGGCTTCACAGTCCTGCGTCGCTTGACCTCTTCGTAGTCT
TCCCAGAAAGTGCTCATCGTTCCCTCCGATTGTTGACCCATGCTTCCGACGACGCGAGGC
GGCCCACGATCCACACACCGCTGACCGGCTTGCCGGCGAAGTTGAAGTTCCCCGCGTCGG
TGTAGGCGGTCGTGTGGTGTCCCCCGTACATGTACCTCATGAGGTCATCGGGAGCCTCGA
GTGCGGCGTCTCGGTACCCCGGTTCCCAGAACCTGGTCCACGACCAAGCGAGCTTGCGAT
CGAGCTCGAGACGGACGTAGTCGAACCACTCGTTGAGCTGATCGAGGTCGAGGGCCCACA
GCCACGGAGCGACCGATCGGAGCGGCGACTTCGGGTGGAGATACGCGATCGGGTCACGTT
CCCAGTTGATGGTGTACGCGTCGAGCATGTCGCCACCTGCACCGATGACTACCTCGTCGG
AGATCATCCCGGAGACGATACCGTCGTAGATGAACGGCATCTTGACCTGACGATTGCCCC
CGGTGTTCAGCATGTACCGAGTGCCCGGGTTGGCCACCAGGATCATCCGGTCGATGTTCT
CTTTCAGGTAATCTTCCTTGATCGCCTGCAGCAACACGAGACACCCGAGCGAGTAGCCCG
CGGTGATGATCTTGGCTCCCGGGTCATTCTGACGAAGGAGCTTGATGTGGTCGGTCAGCG
AACGCACGCCAGCGCCGATCGAGATGGCGAGGGAAGTGCCGAAGATGTCCTGTCCTTCGT
TTGCGACGGTGATGGACGCGGGGTACGGAATGTCCACGTAAGCCATCTTGACCGCGGCCT
CGCTGTAGCCTTTGTAGAGAAGGTTGTTGACCGAGCCCTGCTTCTCACCGGTGCCCCGGA
GGGCGAGGAAGTATGTGCTCATCGGTTCTCTTCCTTCAGTTCGACACGGTGGTGCGTCGT
CTTCGCGTGAGCCTTGGCCCACTCGTCACGCTTGCTCTCGTCTTCGAACGGGAGAGGAAG
AGACGGCTCACAGTCGAGGCAGTCAGCCAAGAAGTAGTTCTTCATTACACGGTCCTTTCG
TAGCGCCACGCGTCCGCGGTGAACATGTGGAGGTTGGAGACGAACATGGTGAGATCGCCA
ACGAGGGGGAGGCCCATGTGACTGGATCGCGCGCCTTCGAGATGAAGCGCGACGTACTGG
AGCAGTCGACCCGCCATGTAGACGTCGTTCGTCAGGTGTCGAGTGAGGTCACACGAACGG
ATGAAGTACTTGATGTTCAGTCGAGCGCCGTACCGAATGAAATGGTACCCGAGAGTGCAG
GGCACTCGCTGGCCGCTGGCCGAACCCGTGTCCTCGGGGAACCAGATGGGCAAGTATGCC
TGACGAGTGAACGGGTCCCGTTTGAGCAGGTCGATCACGTCCTTCAGGTCCCCGTAGTCG
AAGCGAATACCGCTCATCGGCTGAGGGAACTCAGGCGTCCCGTCGGTGAGCTTCGGCCAC
ATGCGCTCGGGGTAGGTGTGGTCGAAGGGAGTCTGTCGATTGTGTCGATTCTTCCAGCCC
ACGCCCTTGTACTGCTCACGATACTTCTCCGAGTGCCAAGGCCAGTTGATGTACGAGGGA
GCGGGATTCAACGGCTGCCCGGACACGCGCTCCTGGAAGTGGTCCTCAGCCCATTGACGG
TTGAGGTTGACGAAGTCGTCCCGTTCATCAGAGGGGCCGTAGATTTCCTGCTCCCACAGG
CGAGGAAGCGCGGGAACCTCGAAGTGGAAGATAGCGTCTTCGAGTTCGTACACGGGCGAG
GGAGCTGCACCCGACTGCCACGAGCCTCGGTCCACCGGTGTGGTGCGAAGCAACTCCCGC
GCCGCGGTTTCGTAGGTAGAGGAGAACTCATTCTGCTTGTCAAAGCGAATCATTCCAGTC
CAATCTTCTCGAAGGTGAGGGAGGAGATCGGGGTCGAGGGCAGAGGCCGGAAGGCCTTGT
TGTCATCGGTGGCGAACTCCATAGCATGATCGTATCCGAGCACCTCCGAGTGGTATCGCT
TCCGCAGTCGCTGGTAGCTCACGAACTTCTGCATGTCACGGTACAGCACGCCCTCAGCGT
CCTGCTGACGCCATCGGTTGAAGTGCTTGAGTGATCGCTGCCAGCACACCCGATCGGGCG
TGTCCTTGCCGCTGAGGAACCGTTCTCGCTGCTCCTCGTCACCGAGTGCGAAGGCGATGG
TGCGGAACTGGTGGAACTGCGCGGTCTCGATGAACCACACGAACCGGAATGACTCGAGAG
GTATGCCCGCCACATCGGCGGCAAGGCGTCCGAGGTGATAGGCTACGCCCATATCCAGCG
GGCTCAAGTAACCCACATAGCACGCACGCGAGTGAAGGGTAATGGTAGGTCTCGGGCTCA
GAGATATGGATAGAGTCAACATGCACGAGCCCAGATTTCGGACCGTTGATTTGCCGCCCT
TGCGGGAGCTCACTCGCTGAGTCCTCAACACCGGATCGTTCTCCGGCTCCTCTTCGTACG
ACTCCATGCGGAAGATCGGTCGACCCGGCTTCTTCCCCTTCACTAGGCGGCTGTCGATCT
GGTTCAGCCATCGGGTGACCTCCTCCGGGTCAAGGTACTGGCGAATCATCATCGTCCACC
GCGACGGCGGAACCCAGACTCGCTTCAGGTCGTAGTCGAACACCATCGAGTCGGCCTCGA
GGTAGACGTGCTCCATGATGCCGTCCATGCCGGTCACCTGGTCGTAGTGATCGCGCCCGG
CGTACAGCAGGCGACTCGCCAGCTCGTCGTGGGCCTGGTGCATGGTTGCGGCTCGGATAT
GCCTCATCCACAGTCTCCTCGATGGTAGAGATAACAAGCAGGGCACAGATCACCGTACGC
CTGAGGGTCCGGGGTCATCACGAGCTCTCCCAAGCTGTTGGGCCTGTCGGGGCACTCGTA
GTGAGCCAGCTTGTTCTCTTCGTTGTACTCAACCCACTGGCCGATGTGAATGGACGAGAG
ACACAGGCTGCACTTTCCCCCGTACCGAGCGATGAAGCGCTTACTACGCTTCTGAAACAT
CTCAGTACCCCGTCTCACGTCGCTGCTCGTTGATGAGCGTCTTTCGGAAGTACTGTCGGA
ACACTTCCTCGGGCGTCACGCCGGCGATGATGTGAAGTTCGATGAAGAAATGCCAGGCAT
CGGCAAGCTCCTCGAGGAACTCCTCCTCCGGCACGTCCTTGAACGTCTGCTTCCACGGCT
TGTTCTTCAGGTGACCGATCGCTTCATAGAGCTCTTCGACAGTGTACCCCGCGTGCTCCC
TGATCTTCGCCTGAACGATCGGGTTGCGGAGGTTGCCGTACAGGTGCTCGGGCACGGTCG
GTGTGGTGTGCTGTTGCTCGTCGTACGCCCGCATGTGCTGCTCCTGCTGGGCGAACATGG
TGGACAAGATGTCCGGCACTGAGGCGACGTCCGAGTCCTCCCAGAACTCATCGAAGTCGT
CGCTGGTGTGGGTCCACGGGATGGAAGCTGCGGTCACGGGTTGTTCCTCAATTCAGAGAG
TAGGGTGAAATAGGAGGGAGCATCGGTGTAGTCGTACACGAGAACCCGCCCGGGGTATTG
CACTACGCGGATCATGTAGGCTTGATAGATGCGATCGATGTGCTCGGCGACACCGGACAT
CTGCTCTTCGGCCTCCAGGTTCGCCCGTACGCGCTCCAACGGCGGCAAACACACAACCAC
CGTCGTTGAGCTCGCCATCGCGTCAGCGAGCTGCCTGGCGCTGGGAGTGAGGAAGCCCGG
GGCAATGTCGCGTCCGAGCTCCTGTGAGTAGATGTACTCGGACCACATCGGGTGACGATC
GTAGATCAGCTTGGAAGAGATCAAATCGAGTGCCCCGGTCATCACCTCGACCCAGAGGTT
CTCAACGGGACCCCCAGTCGATGTGCAGAAGCGCGGCGCCGGCTTCATGTCGGGGAGGTC
CTCGAGCAGACTCTTGAGGAGCATGGACTTGCCCGCTCCGTCAGGTCCCTCAATGATGAT
GCTCATGACTTGCCTCTCAGTAGAGCACGTGGGTTCTTCAGGACTTCCTCGGCCACGTTA
CCGTCGTTGTGGAGAGTCCTGTACAGAAGTGTATCAACAGTGCCCTTGGCGAGAAGGTAG
GTGTACGTCGTCGCTTTCTTGCTCAACGCGATTCGGTCGCACGCCTGTGAGTAATCCACC
CATGAGTTGGTCAGTGAGTACCAGATCATGTGGCTGGCGGTGGACAGGTCGATACCCACA
CCACCCGCCTGGGGATTCATCGCAGCCACGGCACAGCCGTTGTATTCCTTGAAGTTCTTG
ATATTGGTGGTGGTCTCCTCACGCTTCTGCTTGCCGCGAATCTCGTAGCACGGCACTCCC
TTGGATCGAACCATCGCAGCGACCGCGTCGAGCTCAGCACGGAACCGAGCACACACAACC
ACCTTCTCGTCGTTCTCGATCGCCTCGTCGATGTAGCCCTCCAGCAGCTTCAGCTTGTCG
TTGCCTACCGGAATGACTTCCTTGTCTGGTGTGGTAGCGAAGCCACCCGTCACCTGCATG
AGTCGCAGGGTGAGCACTAGCGGGATCGACGCCTCGACTGTGTGGGTCTCCTTCATGTGC
TCAATCTCAGCAATCATCTGCTCAGCGAGCTCGTCGTACACGGACCCAGTCTCATGCGAC
AGCGAGAAGCGAACCTCGTTGACAGTCTTCGGGGGGAGGTCGAAACACTCGGATCGCTTC
ACCCGATACGCGTCTCGGTGGATCATCGCGTTCAGCTGCTCGGTGTGCTGCACACGAATG
AGCTGAGGGTACCCGTTGCGCTCGGTCCACTTGCCGAAGTGTTCCTTGAAGTCCTGACTG
GTCGGCCACTTGGCGAACCGGTCAGGGTTGAGGAACTTCCACTGCATGTAGATGTCGAAG
ATTCGTGTCGCCTTCGTGACCGGCGTCCCCGTCAAGATCAGGCGATAGTCGAACCACGAT
CGCATGGACACGAGCATGGACGCTGCACGACCGGACGGGGACTTGATCTTGTGCGACTCG
TCGAGGATCATCGCGGCAGGGTTGCCGTCAAGCCACTTCTCGATCGACGCACGGTGGGCG
AATCGACCGCGTGTCTTGCTGCGTCGACCGGATGGCAGCTTCGGCCCGCTGACCGCGAAG
GCCTCGTAGTTCACGAGGATCACGGACAGGTCGTAAGCCGGGTTCACCTTGGGCAGTGTC
GACTTGCGAGCATCCTTGTCCCAGATGTGCAGGTGATAGTTGACCGGACAGTGGACGTGG
AACTCCTGCACCCAGACGTCGAGCACACGAGCCGGTGCGACGATGACCGCACGGTCGAGC
TTGCCGGCAAGCGCCAAAGCACTCAGGTAGTCGATAGAGACCTTGGTCTTGCCCGTTCGA
GGTTCCATGAGCAACGCGCACCGTTTGAGCTTCAGCGCTCGCTTGAGAGCCTGCCGCTGA
TGAGCGTAGGGCTCCGTCTTGAACGGATAGGGTCTGCTCACGCCTGGTGAGCCTTTCCCA
TCTTGAAGCCGTACCGCTTGAGTCGAAGCACGTAGTCGATCTTGCGCTGTTCCTGCACGA
CTCGCTGAAGACGCTCACGCTCGGCGGCAATCGCCGGATTCTGCAGCCCCGGGTCCTCGG
GGAGCGACCACGTGACCGGCTCCTTCAGCTCCTCACGGAAGCCGACGAAGTCACCTTGAT
CGTTGTACGTGGGAAGGTGCTTGACCTTCGATTCCTGCTGCAGCTTCTTGTTGCGGCGAC
GGACGCTCATTACTTTACCTCGATTGGGTTGGTGGACATGAACTGGCGGCCGATCGCTGT
CTCGTACAACGCGACCAGGGCCAAGCGTACGATATCCGCGTCTCCGGAATCGTTTGCGAT
GGATACGAGAGCGAGCAGCAGAGCGGTCACATCATCCGCGTCTACTGTGACGGTGTCAGC
CATTGAGGGTACCCCCGTTATCGAACGAGAGGGGCGGGACGAGGTAGCCGGAAAGCTTGC
GTCCGCTGGGAAGCTCGATATCAAGGTGCGGAGGCTGTCCGACCTGAAGCTCGATACTGC
CGACGAATGTCCGTTCCCGGCGCACATACCCGAACCTTTCAAGAGTGAAGTCAGCGATGG
ACCTGATTGCTCCACCGATCATGCTACCACCTTCCTCGACACGTACTCCAGCGAGATGCC
GCAGAAATAGCAGCGCCTCATATGCTCAACGATAACAGGAGCGTCCCGCAGGGCGGGATG
GGTCTTGCCGTACAGCTTGAACACACTTGGCCTGCGGCAACGACCGCACCAGTCTTCGGC
GGGAGACATGAGCTCGTGAGCGAACACGGGCACGGGAGCGATGCGATTCTTGCAGAAGAT
CGAGATGTCTCGAATCTCGTCCCGAGCGAGCAACTCCTTGCCCTTCTTGAACGCTTCGGG
GAACGAGTCACGGAAGACCTTACCGTACTTGCCCTCATGCGAGATGGCGACGATCGCCCA
CTGCGGTGTGGATGAGGTGAACGGCCGCGGCGCCCGTTTGAAGTACTCCTTGTAGTGCTC
GTGTGAGAGTAGATCGCGTAGTGTGATAGGTGTGATCGACATACAACGATCATATGAGAA
AGGAGCTCG