##gff-version 3
##sequence-region Gordonia_phage_Tolls 1 44786
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	1	1998	205.3	+	0	ID=Gordonia_phage_Tolls_CDS_0001;transl_table=11;phrog=3123;top_hit=NC_021063_p56;locus_tag=Gordonia_phage_Tolls_CDS_0001;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	2231	2554	18.9	+	0	ID=Gordonia_phage_Tolls_CDS_0002;transl_table=11;phrog=22617;top_hit=MG770215_p61;locus_tag=Gordonia_phage_Tolls_CDS_0002;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	2711	3013	33.7	+	0	ID=Gordonia_phage_Tolls_CDS_0003;transl_table=11;phrog=19638;top_hit=NC_031234_p61;locus_tag=Gordonia_phage_Tolls_CDS_0003;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	3044	3505	37.8	+	0	ID=Gordonia_phage_Tolls_CDS_0004;transl_table=11;phrog=16564;top_hit=MG770215_p67;locus_tag=Gordonia_phage_Tolls_CDS_0004;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	3618	3857	3.4	+	0	ID=Gordonia_phage_Tolls_CDS_0005;transl_table=11;phrog=24250;top_hit=MG770215_p68;locus_tag=Gordonia_phage_Tolls_CDS_0005;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	3817	4065	35.8	+	0	ID=Gordonia_phage_Tolls_CDS_0006;transl_table=11;phrog=25464;top_hit=MG770215_p69;locus_tag=Gordonia_phage_Tolls_CDS_0006;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	4062	4370	18.2	+	0	ID=Gordonia_phage_Tolls_CDS_0007;transl_table=11;phrog=19800;top_hit=NC_015720_p55;locus_tag=Gordonia_phage_Tolls_CDS_0007;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	4431	4655	10.8	+	0	ID=Gordonia_phage_Tolls_CDS_0008;transl_table=11;phrog=26569;top_hit=MG770215_p70;locus_tag=Gordonia_phage_Tolls_CDS_0008;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	5207	5683	43.8	+	0	ID=Gordonia_phage_Tolls_CDS_0009;transl_table=11;phrog=226;top_hit=p289398 VI_04112;locus_tag=Gordonia_phage_Tolls_CDS_0009;function=tail;product=minor tail protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	5774	6025	24.1	+	0	ID=Gordonia_phage_Tolls_CDS_0010;transl_table=11;phrog=34392;top_hit=MG770215_p2;locus_tag=Gordonia_phage_Tolls_CDS_0010;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	6269	7948	126.1	+	0	ID=Gordonia_phage_Tolls_CDS_0011;transl_table=11;phrog=19179;top_hit=p289399 VI_04112;locus_tag=Gordonia_phage_Tolls_CDS_0011;function=head and packaging;product=terminase large subunit
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	7945	9399	124.2	+	0	ID=Gordonia_phage_Tolls_CDS_0012;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0012;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	9437	10033	39.1	+	0	ID=Gordonia_phage_Tolls_CDS_0013;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0013;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	10083	10544	68.1	+	0	ID=Gordonia_phage_Tolls_CDS_0014;transl_table=11;phrog=1793;top_hit=NC_022054_p8;locus_tag=Gordonia_phage_Tolls_CDS_0014;function=head and packaging;product=head scaffolding protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	10563	11519	137.4	+	0	ID=Gordonia_phage_Tolls_CDS_0015;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0015;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	11587	12096	41.8	+	0	ID=Gordonia_phage_Tolls_CDS_0016;transl_table=11;phrog=1290;top_hit=MG820634_p7;locus_tag=Gordonia_phage_Tolls_CDS_0016;function=connector;product=head-tail adaptor
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	12093	12434	36.6	+	0	ID=Gordonia_phage_Tolls_CDS_0017;transl_table=11;phrog=763;top_hit=p385448 VI_04150;locus_tag=Gordonia_phage_Tolls_CDS_0017;function=connector;product=head-tail adaptor
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	12427	12699	31.5	+	0	ID=Gordonia_phage_Tolls_CDS_0018;transl_table=11;phrog=387;top_hit=p385449 VI_04150;locus_tag=Gordonia_phage_Tolls_CDS_0018;function=connector;product=neck protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	12686	13096	23.6	+	0	ID=Gordonia_phage_Tolls_CDS_0019;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0019;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	13105	13950	115.6	+	0	ID=Gordonia_phage_Tolls_CDS_0020;transl_table=11;phrog=117;top_hit=NC_005822_p38;locus_tag=Gordonia_phage_Tolls_CDS_0020;function=tail;product=major tail protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	14053	14346	35.0	+	0	ID=Gordonia_phage_Tolls_CDS_0021;transl_table=11;phrog=8595;top_hit=MF140397_p15;locus_tag=Gordonia_phage_Tolls_CDS_0021;function=tail;product=tail assembly chaperone
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	14415	14807	15.4	+	0	ID=Gordonia_phage_Tolls_CDS_0022;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0022;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	14797	19584	450.5	+	0	ID=Gordonia_phage_Tolls_CDS_0023;transl_table=11;phrog=4197;top_hit=p189664 VI_00038;locus_tag=Gordonia_phage_Tolls_CDS_0023;function=tail;product=tail length tape measure protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	19581	20552	104.7	+	0	ID=Gordonia_phage_Tolls_CDS_0024;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0024;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	20549	22246	167.3	+	0	ID=Gordonia_phage_Tolls_CDS_0025;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0025;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	22266	22655	27.6	+	0	ID=Gordonia_phage_Tolls_CDS_0026;transl_table=11;phrog=8122;top_hit=JF704115_p20;locus_tag=Gordonia_phage_Tolls_CDS_0026;function=tail;product=minor tail protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	22652	23248	34.2	+	0	ID=Gordonia_phage_Tolls_CDS_0027;transl_table=11;phrog=1512;top_hit=NC_028860_p6;locus_tag=Gordonia_phage_Tolls_CDS_0027;function=lysis;product=endolysin
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	23250	24200	81.1	+	0	ID=Gordonia_phage_Tolls_CDS_0028;transl_table=11;phrog=3084;top_hit=NC_015720_p19;locus_tag=Gordonia_phage_Tolls_CDS_0028;function=lysis;product=endolysin
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	24197	24478	42.6	+	0	ID=Gordonia_phage_Tolls_CDS_0029;transl_table=11;phrog=3428;top_hit=NC_031233_p23;locus_tag=Gordonia_phage_Tolls_CDS_0029;function=lysis;product=holin
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	24531	25019	29.1	+	0	ID=Gordonia_phage_Tolls_CDS_0030;transl_table=11;phrog=5552;top_hit=MH020246_p71;locus_tag=Gordonia_phage_Tolls_CDS_0030;function=moron, auxiliary metabolic gene and host takeover;product=membrane protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	25024	25332	19.0	+	0	ID=Gordonia_phage_Tolls_CDS_0031;transl_table=11;phrog=20118;top_hit=MG770215_p24;locus_tag=Gordonia_phage_Tolls_CDS_0031;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	25332	26411	91.7	+	0	ID=Gordonia_phage_Tolls_CDS_0032;transl_table=11;phrog=7719;top_hit=MG770215_p25;locus_tag=Gordonia_phage_Tolls_CDS_0032;function=tail;product=minor tail protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	26423	26764	39.2	+	0	ID=Gordonia_phage_Tolls_CDS_0033;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0033;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	26766	28169	156.2	+	0	ID=Gordonia_phage_Tolls_CDS_0034;transl_table=11;phrog=21962;top_hit=NC_030941_p27;locus_tag=Gordonia_phage_Tolls_CDS_0034;function=tail;product=tail protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	28175	28624	27.5	-	0	ID=Gordonia_phage_Tolls_CDS_0035;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0035;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	28693	28875	11.5	-	0	ID=Gordonia_phage_Tolls_CDS_0036;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0036;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	28994	29296	33.5	-	0	ID=Gordonia_phage_Tolls_CDS_0037;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0037;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	29489	30025	37.1	-	0	ID=Gordonia_phage_Tolls_CDS_0038;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0038;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	30086	30685	60.5	-	0	ID=Gordonia_phage_Tolls_CDS_0039;transl_table=11;phrog=18656;top_hit=NC_030941_p30;locus_tag=Gordonia_phage_Tolls_CDS_0039;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	30870	31232	51.3	-	0	ID=Gordonia_phage_Tolls_CDS_0040;transl_table=11;phrog=16498;top_hit=NC_030941_p31;locus_tag=Gordonia_phage_Tolls_CDS_0040;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	31447	31839	48.4	+	0	ID=Gordonia_phage_Tolls_CDS_0041;transl_table=11;phrog=15118;top_hit=NC_030941_p32;locus_tag=Gordonia_phage_Tolls_CDS_0041;function=DNA, RNA and nucleotide metabolism;product=HTH DNA binding protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	31836	31931	-9.1	+	0	ID=Gordonia_phage_Tolls_CDS_0042;transl_table=11;phrog=26548;top_hit=NC_030941_p33;locus_tag=Gordonia_phage_Tolls_CDS_0042;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	31987	32274	28.1	-	0	ID=Gordonia_phage_Tolls_CDS_0043;transl_table=11;phrog=93;top_hit=NC_028826_p5;locus_tag=Gordonia_phage_Tolls_CDS_0043;function=DNA, RNA and nucleotide metabolism;product=endonuclease
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	32415	32963	77.3	-	0	ID=Gordonia_phage_Tolls_CDS_0044;transl_table=11;phrog=14876;top_hit=NC_030941_p37;locus_tag=Gordonia_phage_Tolls_CDS_0044;function=DNA, RNA and nucleotide metabolism;product=DNA polymerase
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	32964	33776	82.2	-	0	ID=Gordonia_phage_Tolls_CDS_0045;transl_table=11;phrog=124;top_hit=KY554773_p62;locus_tag=Gordonia_phage_Tolls_CDS_0045;function=DNA, RNA and nucleotide metabolism;product=Sak4-like ssDNA annealing protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	33825	34859	109.4	-	0	ID=Gordonia_phage_Tolls_CDS_0046;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0046;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	34935	35144	16.5	-	0	ID=Gordonia_phage_Tolls_CDS_0047;transl_table=11;phrog=37625;top_hit=NC_031061_p77;locus_tag=Gordonia_phage_Tolls_CDS_0047;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	35157	37535	221.5	-	0	ID=Gordonia_phage_Tolls_CDS_0048;transl_table=11;phrog=2573;top_hit=NC_028962_p70;locus_tag=Gordonia_phage_Tolls_CDS_0048;function=DNA, RNA and nucleotide metabolism;product=DNA polymerase
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	37546	38001	16.7	-	0	ID=Gordonia_phage_Tolls_CDS_0049;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0049;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	37994	38833	79.8	-	0	ID=Gordonia_phage_Tolls_CDS_0050;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0050;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	38976	39830	66.6	-	0	ID=Gordonia_phage_Tolls_CDS_0051;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0051;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	39827	40699	53.3	-	0	ID=Gordonia_phage_Tolls_CDS_0052;transl_table=11;phrog=13667;top_hit=NC_030941_p46;locus_tag=Gordonia_phage_Tolls_CDS_0052;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	40720	40983	11.6	+	0	ID=Gordonia_phage_Tolls_CDS_0053;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0053;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	40952	41410	37.2	-	0	ID=Gordonia_phage_Tolls_CDS_0054;transl_table=11;phrog=12184;top_hit=NC_031234_p49;locus_tag=Gordonia_phage_Tolls_CDS_0054;function=other;product=nucleotide pyrophosphohydrolase
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	41407	41919	44.5	-	0	ID=Gordonia_phage_Tolls_CDS_0055;transl_table=11;phrog=761;top_hit=KX397370_p104;locus_tag=Gordonia_phage_Tolls_CDS_0055;function=other;product=thymidylate kinase
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	41916	42236	39.4	-	0	ID=Gordonia_phage_Tolls_CDS_0056;transl_table=11;phrog=23484;top_hit=NC_015720_p43;locus_tag=Gordonia_phage_Tolls_CDS_0056;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	42233	43711	115.0	-	0	ID=Gordonia_phage_Tolls_CDS_0057;transl_table=11;phrog=No_PHROG;top_hit=No_PHROG;locus_tag=Gordonia_phage_Tolls_CDS_0057;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	43708	43911	17.5	-	0	ID=Gordonia_phage_Tolls_CDS_0058;transl_table=11;phrog=24818;top_hit=NC_030941_p52;locus_tag=Gordonia_phage_Tolls_CDS_0058;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	43911	44084	26.7	-	0	ID=Gordonia_phage_Tolls_CDS_0059;transl_table=11;phrog=17534;top_hit=NC_030941_p53;locus_tag=Gordonia_phage_Tolls_CDS_0059;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	44077	44319	11.2	-	0	ID=Gordonia_phage_Tolls_CDS_0060;transl_table=11;phrog=25068;top_hit=NC_030941_p54;locus_tag=Gordonia_phage_Tolls_CDS_0060;function=unknown function;product=hypothetical protein
Gordonia_phage_Tolls	Pyrodigal-gv_0.3.2	CDS	44316	44786	8.1	-	0	ID=Gordonia_phage_Tolls_CDS_0061;transl_table=11;phrog=13148;top_hit=NC_015720_p46;locus_tag=Gordonia_phage_Tolls_CDS_0061;function=unknown function;product=hypothetical protein
##FASTA
>Gordonia_phage_Tolls rotated=True rotated_gene=repA
ATGACCCCCGACGAACAGCTCAAGCTTCTGAGCCGTATCTGGTCGAACACGAAGCGCGGC
TACGTCTTCCTGCCGTGGATTCCCAAGGACGCTGCACGGACCAAGGAGCGGCGTCAGTCA
TGGCACGAGGATCAAGCGTTCCGGTGGCCTGACGACCGGGAAAAAATCAGGCAGCACCTC
GTACAACACCGCGATGATGACCTCTACTTCGCTCCCATGATCTTCTCCGAGCCCGAGCGC
CGCAGCGAGTACGCAATGGACGGGTCTCGTCTGTGGGCCGATCTCGATGAAGTCAACCCG
GAGGATATCGCGCCGCACCTGCAGCCCACACACGCCTGGGAGACGTCGCCGGGTCGATAC
GCAGCGATCTGGGCCCTCGGTGAAGAACGGTCGAACGTCACTCGTCCGGGCGGTCCCAAC
CACCGCCTCACCATGTTCATTGGTGCGGACAAGAGCGGGTGGGATACCACTCAGCTGTTG
CGAGTGCCCGGATCCGCGAACAACAAGGCCGCTTACAAGGAGGGCACTCGCGGCAAGCTG
GTCTGGAAGAATCGCGGCCTGCACACGTGGGATGAGTTCGATAACCTGCCGCCTGTCGAG
GTTCACAGCGTCGAGCACGACATGGACGAGCAAGTCCTCGAGGGTATCGACCGGCACAAG
GTCATGACCCGAGTGAAGCTCAAGGTCAATCGTCAAGTACGCGAGTACCTTCGGCTTCAG
GACAGCGGCGACCTCGACCGATCTGAGGTGGCGTGGCAGATCGAGCGTGAGCTTGCTGAC
GCGGGTTGCTCCCTCGCTGAGATTGTCGCGGTCATGCGCCCGACGGTGTGGAACAAGTTC
GCCGGCCGTCAGGATGAGCTCAAGCGCCTGATGACTGAGGCGTCCAAGGCAATCAGCAAG
CGTGGGGAGGATGGCGATCCGGTCATTGAAGAGGAGCCCAAGCCGGATAAGCTGGTTCCT
CACTACCTGGACGCGGACTACCAGAACGTGCCTGAGCCGGAATGGTTGGTAGACAACATG
ATCCCGCGAGGAGGTTGCGGGTTCGTCGCCGGCATTCCCAAGTCGATGAAGTCCTGGCTG
TCGCTCGACCTTGCCATCTCGCTTGTCACCGGCGCACAGTGGTTGGGCGTACGCACTGCC
CCGCAGAACGTGCTCTACATTCAGGAGGAAGACCCCGCGTCCCTCGTGAACAAGCGGCAC
CAGATCATCGCCGGCAGCAAGGTCCCCCCGTGGCAAATCAACGAATCCACACCAGGCAAC
CTGTACATGAAGATCTACATGGGGTACGACGGCACGGACTTGGCTTGGCAGTCATGGCTG
AGAGATATCATCGAGGAGTATTCCATCGACCTGGTCGTCTTCGACACGCTCGCGACTATC
GCGCCTGGTGTGGATATCGACAGCGGCCGCGAGGTCAAGGGCGAACTGCTTGATCCGGTG
AAGGACATTGCTCGAGCAACGGGCGCCACCATGCTGATTGTTCACCACATGACCAAGAGC
GCGGTGTCGGATCGGGCGGGACAGAACATGGCCGGGTCCGGTCAGATTCACGCTTGGGCG
GACTTCGGCTTCTACATCACGAAGAAGGAGGAGAAGACCGGGACGGCGACAGTCACCTTC
AGCCACGAGACCAAGTACACCGGCACCAACGTCATGAAGTTCATTGTCGAGGGTATCGAC
GAGGGACGTTGGGACCCTGTAGTGCAAGACGCTGATACAGGCGCTGAGGTGTCCGGTAAG
GCGGCCAATGTGCTCATCGCACGTATACGTGAGGCAGTGCCCAATCCGGACGCTGTGGAC
CCGCTGGGGGCCGATCTGAACATGTCCGGCCACACACGCCTGAAGCGTGCATACGTCAAG
CACGTCATGGACTCAGGGCAGGCGAGTATCGTGGACCTGTGCGAGGAGACAGGCCTGGCC
AAGAAGGGCATGATGAAAGTCATCTCCTTCCTGATGAATGACTATCCGGACTTGAACGAC
TGCTCGATCACGTACTGACGGAATAGCCCCTATCGCCTGGTAGGGGTATATTTCGATCTT
CGACAGGAGGCGTCACATGTTACGATCACATACGAGACACCATCCGGTGCTCCTCTTCCG
ATTCATGCGAACAGGCCGAGCGTCGGTGTGCACAGCGTTCATACGCATGTGCACATCCAG
GCGTCCGGCCGTGTTGGGCGTGAACATCGGAGGGTGAATCGTTACGGGTATCCTAGTAGA
AAGACAAGATATGGAAGAAAGAACACGTGCTCACGCAGTCATTCGAGAAGCCTTCTCTAC
TACCCCGTACGACATCTCCGCATATGATCTCTTCGATCTTGTGGTCAATCGGCGGGGTAT
TTCTGAAGCGGTATATCGCCGAGCCAAGAAAGACATGGGTCTCAAGAGCTACCGGGTAGG
TAAGAAGTGGTGGTTCAAGAACCCGGAGAAGGAGATTGTCTCATCGCTCGAGGATGACCT
GGAGAAGGTACTCCTGCCCCTCGCTGCTGGTGTGGACTGGACTACCTTCCTCGCTGCTGT
CAAGGTAGCACTCAAGAGAGTTAAGAAAGTTTGAGAAGTCGCGGATGTGCGCTTGCGCGC
CTATCGGCGCACGCGCACCCCGCGCCACCATGATGTGCCGCTCGATTCGCTCCGCTCGCT
ATCGCTCGACTCCGCTCACTCGCTTGAGGTTGTTGGGTGTGGTCGAGCCATCAGGGAATA
GGATATTTGTATGAGTCAATCATCACAGGCAATCAAGCAGGCACTTACTTACCTGCTCGT
TGAACGCGGGAACCACATGCACCCGCTCAGTGACGAGTTCGCCGAGGCGGTCAATCAGCA
CCTCATGTCTCAGGGCTGGTTGCTCTCGCAGCACGACTCGCCGTTGTCGCCGTTCGCACA
GGGCGCCATCGAACTCGCCGAGATGCAGAAGCAGTTAGAAGACAAAGGCTTCCGGTCGGA
CCACGCGTTCGAGCTCGTCAAGATGATCTTCTCCATGAACATTCAGGCTATGGGATTGGG
TGGGGGCCAGTGAAGCTCGGGATAGCAGAAAGGATGAGTGCGGATGGCACGCAAGAATAA
CGTCGAGGATATCGAGCGGGAGCTCCTCGGTTACTTCCCTCGCGCATTCGTTCTCTACTA
CTACGATCTAGTGGAACGGGCGTATGTGCAGTACACCTCTCCGCTCGGTCATGCAGGTGA
GAGTGGGGGATCGCCGAAGAAGCGGTTCAACACTCACAACGGTGGGCTGAAGGACGAAGC
TGCTCAGAAAGAGAAGCGAGCCATCGACCGACTGCTGAGGTCGCTCGTGCGCGATGGTGG
CTCTCAGACCCGGTCGGCCGAGGAGGTCAAGTGTTCGGTGTGCACCAAGCGCATGGGGGT
TACCTGGCTGTATTGCGCCTGGTGTGGAGCGATGAAGGGCGAGACTCGAGCGGAGCTCGC
TCAGCGCGTTGAACGTCGTTCGGCTGAGGGTCAGGTACTCAAAGTGACGCCTGAGCCGGT
TGTACACGCTCCACGAGTGCGGTGACATAGTTGTGAGTAGGCGAGGCAAACCAAGGCGTC
TGAAGGGCTCTCAGGCGACCGGACACAGCGCCACAGACAATGGCTGGTTCATCCCGTCCG
GCAAGAGCGTCGAGGCGGTGCAGAACAAAGCTCGTGAGTTGTGGGAGAAGGTCAAGGATA
ATGAGCCCCCCGCGAACGAGTACGAATACAGGCCGGCGCTGAAGAACGCACGCGCGGTTG
GCCGTGTGGAGGGAATGGCCATTGCGCTCGCGATCTTGAAGGGCAGTCCAGATGGTAAGG
TCCGGAAAGCAAGTGACGAGTTGAGGAGAATCAAGTATGGGAAACCAGGAAGCGCAGAAG
ACAGGGCCGGAACCTAATGCTACCGCTGAGGACCTTAGGCAGTTCATGGTCGGCATGGGG
ATCAAACCCGCTAAGGATGAGCACTGCAATGTGAACTACGTGGCTATGCAAGCCCTTGCT
GCCATGGAGAAAGCATTCAAGGACTTGTCCGCTCACATTGAAACGATGTTCGGTGACAAC
GGGGGTGGTGTGAAGGCAGGAAGCACGAAGGGGAAGAAACGATGACCGTTCCATATCTTC
GAGTTACTGCTTCTCAAGGCGCTGATGTGCCGGACAGTATCGAGCTGCATAATCGACAGA
CTACGATGCAATGGGAAGTCGAGTTGCTCGAGAAGCTTCAAGCAGCGGGTGTCGTAGTAC
GCCGGCAGGATAGTGGAGGTAGCGGGGAGAAAGAGCCCGTTATCTATGACTTGTTCTTCA
AGAATGGCTCATGGGTATATCAGGCTGTCGGATACTCGGAGGGTGTCTCGGGTAGTATCG
TGATACTGCAGGAGGTAGAGGAGAGGGAGGAGGCAGGGAATGAATCGTGATATGGGTATA
TTGTAGAAGATGGTATTGGGGTTAATGATGTAGCTAATCCCAATAGTATTATGCAGGTAG
TATTATCTATCTTCGCTGAATCAGTTGAGATGATAGATAACTATGTCCCGCGTGTAGATG
CAGGTGTAGATGCAGCAGGTAATACTACTGTGCAGATAGGTACACACGCAGGTATAGATA
CTGATGCTGTAGGTGTATGCTATCTGGCATTACCCACAATGAACAGGGACATGGCAGGTA
AGGTGATTGGCATGACTCATGATGAGGCACGGTGATATCGATGATCTGCCATGGGTTAAA
CTTGCAGGTCACACGCGGTTAGCTGGATACATGGCCGCACTCGTGTAATGTAATGTCTGT
AATACCCACCGGGAGCAATGTTCCTTTCGACATTGGGTGGTGCCGCGTTCGACGTGTGTT
GCTCTCGGTGGGTATCCTGGTAGGTGCAGGTTTGAGGCGGGTGAAGGTTGCAATGGCATG
GTCTGGATGGCAGGGTGATCGCACACCCGGTTGGATCGTTCGTCGCGTACGCGCTCGCAG
ATATTGTGAGTGTTGCGGCGCGGACGGTGCCCGTCAGGTGGACCACATTGTTTGTCGTGC
GGAAGGTGGAAAGAATGAGCTCTCCAACTTCCAGCTGCTGTGCGATGACTGCCACGACAG
GAAGACACGGAGCGAGCATGCTCGAGGCCAACAGCGCAGATCAGCCCGGGGGAAGTATGA
CCCAGGGGGCCACCCCGCATACCTCTAGTCCGGCCGCCCGGTAGGCTTTGACGCTAAGGC
CGTGCGTGAATCTGGGACTTTTTCAAGAAAGGAGCGTGAACCAACCATGGCAGGACGTGG
AGCTGCCCCGAAGGACCCTGATAAGCTCTCTCGTGTGAGCGATCAGAAGCGGGAGAAGAA
CAGAATCAGGACAGTCACCGATGAGCCGTGTGACGCTCCCGAACTTCCGGAGTTCATGCC
CGATGGCAGCGAATGGCCGGATCACACTATCTTTTGGTGGGACAGTTGGGTGGAGAACCC
GCTGACCAACGACTACCGCATGAGCGACTGGCTGGACCTGCTCGACTGCGCGGCCATTCA
CGGCCGCTTGTGGCAGGGCGACTACAAGGCCGCTTCAGAACTTCGCCTTCGGATGGCTCG
ACATGGCGCGACTCGCGAAGACCGCGCCCGCCTGCGAATCGTGTTCGCAACGGCTGACGA
GACCGAGCGCAAGGCGAAGGCAGGAGCAGCGGGCCTGGGCAAGAATGCCACCACCGATGA
TTCTGCACGAGCGCGACGCGGTGCACTTAAGGTGGCTAAGTGATCGGCGACCAACTCACC
CTCTTCGAGGTAACCACTGAGGTGTTCCGGTCCTGGGGCGGCTGGTACAAGAAGTTCTAC
CGATTTGAGTATCATGACGCCGCTTGAGAAACTCGAAGAAGCAATCCGTGAGTTCGCTGC
TTCGCAAGCTGACGAAGACGGCGTGACACTCGCCGATTGGTTCCTCGGGTACAGCCAGCA
GCAGATCGACTCTGACGGCAGCATTCAGTACTCACACGGCTACGCTGCCTCAGAGAACGT
CTATGGCGGTGTGGGTGTGGCAGGTGTCACACTCGCCGAAGCCAGAGGGGACCTACAGGG
TGGCGAAGAAGAAGAGGGGCTTTAAGTCCAAGAAGCAATGGCGCTGGGCCTTCGCTACTA
AGCAGCCCTGGGCTCGCCGATGGGCACATGCGACCAAAGGCGGTAAGAAGACTCGTTACC
GTCGACTCCCGAGGAAAGTGAGAAAGCGGTAATGACCAAGAGAAAGCGCGGAACGCCGAA
GCCGGGCGGTAAGAAAGACCGTCGCTTCAAGCGTAACAAGAAGAAGTAACACCGGGGAGC
GACTCACCGGTGTGGGAGGATAGGTGCGATGCCTTGGAAGCCTTCTGAGCCTGGTGAGAT
TCCTACACTCGGCTTCATCATGATCGACTGGTACCACGAGATGTTGGCACGACCCGACAC
GGGCGGTGTCTTCGAGCCCCTTCGCTTGTACATCGAGCAGGAGGACTTCATTCTCAACTG
GTACGCCATAGACCCTCAGCGGGGCCGGCGCATGTACACCCGCGGTGTACTAGGTCGGCC
CCGAGGTTGGGGCAAGTCACCCCTCCTAGGGATGATCGCCTTAGGTGAGGCCTTGGGTCC
CGTGGTCTTTGACGGATGGGACGCGGACGGACAGCCCGTCGGGCGTCCTTGGTCAGAGAC
CAGGACTCCCATCGTCAATATCTCGGCTGTGTCTGAGGAACAGGTCGATAACACGTGGTC
GCCCATGCTTGAGATGCTGCACGAGGACGCAGCGATCCACGACCATTATCCGGGCCTCGA
GCCGATGGAAACCTTCATCTCTCTCCCGCGCGGTCGAGGTCGAATCGACAAGCTCACCGC
GTCGCCTCGTACCGTCAAGGGTAAGCGCGCCGTCTTCACGGTCATGGACCAGACCGAGGA
GTGGGTGGATAGCAACGGCGGCAAGAAGCTGGCTCGTGTGCTTCGGTCGAACGCCGCGAA
GGTCGGCGGCACGGTGCTTGAATCGCCTAACGCATTCATCCCCGGTGAGAACTCAGTTGC
GGAGGGCTCAGCCGCCTTCTGGGACGATATTCGCGCCGGTCGCGTTCGTGATACGTCGCT
GCTGTACGACACGCGAGAAGCGCCGCCAGAGACGGATATGTTTGACAGGAGCTCGCTCCT
GGCTGGGCTCCGTGTGGCGTACGGTGACAGCTCGGGCCATCCTGATGGCTGCGTGATCCA
TGACCCACCATGCCCGCCCGGCCATGTAGACCTTGATCGACTCATCGCAACCATCTGGGA
CCCGGAGCAGGATATTCAAGAGTCCCGCTCCGACTTCCTGAATCAAGTTGACGCCGCGTC
TGACTCCTGGGTCTCCCGGGTGCAGTGGGCGGGCTGTTTCGACATGGATCAGTACATCGA
GGACGGTGACGCCATTGTTCTCGGCTTCGATGGGTCGAAAGGCCGCAATAAAGGAAAGGC
GGATGCTACTTTTCTGGTTGGTATGCGCGTATCTGACGCTGCAGCTTTTGAGATTGGTTG
CTGGGAGGCTCGCAAGGGAGAAGAGCGAGACTTCGTTACTCCCCTGATGGAAGTCGACGG
TGCTCTCGCTCGCGTACATGAGCGATACAACGTCATTGGCTTCCTCGGCGATCCTTCCGG
TTGGGAAAGCCCCATGGCTACCTGGAACAGGAAGTACGGGCGCAAGTACCGAATCAAGGC
CTCTTCTAACGACGCCATCGCTGCTTGGCCGCGAGGCAAAGACTCGAAGGTGTCGGATTA
CGTCGAGAGCCTGAGAAAGGCAATCGTCAATGGAGACATGACGCATGACGGTTCTCCGAA
CTTGACTCGTCATGTCCTCAACGCTCGCAAGCGAGCAACACGCTCAGGGTACTTGCTGTA
TAAGAAGTATCCTGACTCCCCTGACAAGATAGATGGCGCGTACGCGCTGACGCTCGCATG
GCGAGCGCGGAACATGGCCCTCGGTCGAGGAGCCCCCACACGTAATAAGGCTGACCGGAA
ACGGAGAGGAAGGGTGATGATCTCGTGAGTTCGACTTACATCACGCTCATGAACGAGCTG
AGCAAGCACCGCAACTCCAACGAGCTCACGGATCGTTACTACGAGGGAACTCGTACCACA
CGTCCAGGATTCTCGATCCCGCCGACGATTCGGCGAGACGTCATGGACCTCGTGTGTGGG
TGGCCGGCAACAACGGTCGACGTTCTCCATGAGCGTATCGACTGGCGAGGCTGGGACACG
GACGCCAAGTACATGTCCATTCTTCAATCGGTCTACGATGACAACGAGCTGGCCTATGAA
TCCGAGCTCGGTCATCTCGACTCTCTGCTGTACGGCGTGTCTTTCGGCGTCATCGGCACG
GGAGATAAGAGGGTCGGCGAGCCCGAGATTCTCGCCACCGTCGAGTCCGCCAAAGACATG
ACCGGCTACTACAACCGTCGCAAGCGGCGGATCGAGGTTGCCGCGCTGAAGGGGTACGTC
AACGGGGAATGGCTGCGAGGTACTCTCTACGAAGAGAACCAGACTACGTTCTACGAGCGT
GCTACCGAGACCAGTCGCTGGAAGGTGACGGGAGTCGACAAGCACAACCTCGGCCGCTGC
CCGGTCGTGTGGTTTCCCAATCGCGCCCGCGCCGGACGCCGACAGGGTAAGTCTGAAGTG
ACGAAGGCAGTTCGTGCCTATACGAACATGGCTGTCCGCACGCTCATGGGCATGGAGACA
AACCGTGAGTTCTTCTCCGCTCCTCAGCGATACGCGCTCGGCGCTCGTGAGGACGCGTTC
ACGGATGAGAATGGGAATCCCCTTCCGGGGTGGCACGCGCTGATCGGGCATTTCTGGAAT
CTCGAGCGAGATGAGGAATGGGTCGAGGATCATCCGGACTCCAAGTCCGAGGGTATTCCT
CAGGTTGGTCAGTTTCCGACGAACCCGCCCGGACCGTACATGCAGCAGATCGAGGGTCTG
TCCAAGATGTTCGCTGCTGAGGTGGGTATCCCGCCTTCGTACTTGGGCTTTGTCACTGAG
AACCCGCCGTCGGGTGACGCGATCCGCGCGCTCGAAGCTCGACTCGTCAAGCGAGCTGAG
CGGCGCGTGTCTGGGTTCAACCCAGGTTGGGTGGAACTCGGCCAACTGGCGGTATACCTC
AAGACCAAGGAGATTCCGCCCAAGGGTGACATAGTCACCGTCTGGCGGGACCCGGGGACA
CCCACTGCCGGTGCCGACGCGGACCGCGTTGTCAAACTCACCGCCGCGGGAATCATGCCG
AAGGACTCGGACGTGACTCGCGAGATGGTAGGCCTCACCCCATCCCAGGCGAAGCGCGTT
AAGCGCGATCTCGCCAAGGAGCAGATGATGGCGATTCTGCGAGGAGGTGACAATGCAGGA
GGCGCTGAGCCCGACAGTTCTGGGGAATCTGCTGGCTCCAATCAGCAGGGCGGGACTCAG
GGCTCTCGGTCAGGTGTGGAAGAATCCGCCACTGCTTGATGACCAGAAGTTCTGGGAGTA
CATGCAGGACGCTTACGTGGACCTCGCTGAGCCCGTGCTCACCCTCGCCGCTGAAGCGGG
TGCGTCATATTACGAGATGGCCGGGGGAGACCCGGTCGTCGCGGATATCACGCCGGAAGA
AGCACTACGCAAGACAGCGCGCTGGGCGATGGCGAAAGGCAACGCGACAACCGGCCTTCA
GCTCCTCTCTGGGAGCCTAGAGGGTCATGTGTACAGTGCCGCTCAGGACTCAGTGCAACA
GAGCGCTGAGGCCGAACCAGGCGCCACTTGGGCGCGTCGTGCGCGTCCGAACGCGTGCGG
GTTCTGCAAGATGCTCGCCACCCGGAAAGATGTCTATGCCTCGGCTGAGTCGGCCCTCCG
TGTGGTCGGCCGCAAGCAGACCCAGACGCAGAAGCTCAAGGGCGAGCCCGGGCGTACCCG
AGGGAAGGGCCAGATCGGCGACAAGTACCACGACTGCTGTCGTTGTCTTGCTGTCGCCGT
ACGACCCGGCCAAGTCTACCGACCTCCTTCCTACGTGGAACGGTGGGAGGAAGAATACCA
GTCGATTACCCGCGAGGTGGGTACCGACAACCCAGACGCCATCGTGGCGGCCTGGGATCA
ATTAGCTTCCTGATTGCACGAGGCAGTTAGGAGACACCGATCCGCGATGGAAAGGAACCA
CAATGGCGGACGATAACAAGGACCTTGACAAGCCTCTCGGTGAGGCGGGTTACCGAGCGC
TCGTAGACGAGCGTGCGGCCAACAAGGAACTGAAGGCAGAGGTCGCTTCCCTCAAGCGAG
AGCTCGAGGTGGCGAAGGGTGAAACCGAGACCTGGAAGCAGCGTGCTTCCGATTACGAGT
CGAAGCTCAAGGAACGCGAAGAGGCGGACGCCCTCACCAAGCTTCGTGAAGACGTGGCCA
AGGCGAAGAGCACCGATGATCGCGCTATTCCTGCTCACTTGCTCCAGGGCAAGACCAAGG
AGGAGCTCGAAGCTTCCGCGGATCAGCTCCTGGAATACCTCGGTGCAACCATCGGGCCTC
GTTCGCCACAGCCCGATCCAAACCAGGGCCAGAACCATGGTGCCGGGGAAGGCGCGTCTG
ACGACGCAACCGCTTTGGCCATCCTCGGCTTCAGCGAAGAATAACACTAGAAAGGAGCCA
TCGTGGCTACCAAGTCCGTACTGCCGGGAGGCAGTAATTCCATCGTGGGCGGTGCCGGCG
GGCAGCAGCTGCTGCCTAAGTCCATCTCCAACGAGTGGTGGAAGAAAGCAACTGCCGAGT
CCATCATCCCGACCCTCTCGAAGTCGACTCCGGTCATCCTGGGAGACAACGTCATCCCGG
TCCTGACCAAGCGTCCGGCTGCGTCGATCATCGGCGAGCTGCAGAACAAGGTCGATAGCG
ACCTCGAGGCTGGCGCGGTGAACTTCAAGACCATCAAGGCTGAGGTTGGCCTTGAGTTCT
CGATGGAGACCGTGCTCACCAACCCGTCGGGTATCCTCGATATCATCGGGGATGAGATGG
CCGGTGCCCTCGCGCGTCAGATCGACGCTGCGGTCATCCACAACCGCCAGTCCTCGAACG
GCGCGACGCTCACCTCGGGCACCAAGGGTATCACCACTGAGGCGCCCGTGATCGAACTGC
CGACCACTCCCGGCGTCGATATCGACCCGCTCCTGTGGGAGGGCTACAACCTGGTCACCG
ATACGGCGGGGAACAACTTCAACGGCTTTGCCGTTGATCCCCGCCTGACCTACGTGCTCG
CCACCGCGCGAGACGCGGACGGCCGTCGCCTCAACCCGGATATCAACATGGGCCAGACCG
TTGCTTCGTACAGCGGCCAGCCCATGGTGAACTCGCGCACCGTCGGCGGCGACGTGGACG
GGGGAACCGACACCGGCATCCGTGCAATCGGTGGCGACTGGAACGCGCTGCGCTTCGGCT
ACGCGCACCAGATCGGTCTGCGCAAGATCGAGTACGGCGATCCGTTCGGCAACGGCGATC
TCCAGCGCCGGAACGCGGTCGCGTACCTCATGGAGGTCATCTTCGGCTGGGTCATCCTCG
ACCCCAACGCGTTCGTGGTGTACAAGCTCGCCGAGGAAGAGGCTCCCACCGAGCCCTGAC
AGACCCTGGCCGGTGTGGGTAGTGATCCGCCTCCCACACCGGCCGGCCTTATGGGAGGAC
GTACCCATGGCTGACGAGCTTCCAGAAGCTCCGATAACCGCCGCCGACTTGCAGAAGTTC
GACGGGGACCTGGAGACAGCAACCGCTGAGGACATGATCCGTACAGCCTGGGTCCGTGCT
CTTCGGTTGGCTCCCTGTCTCAAAGAGCCAGACTTCGATGACCCCGCCGATCTCGAGATT
GTCAAGGACGTTCTACGCGGAGCGATTCTGCGGTGGAGCGAACGAGGTTCTGGCGCAGTC
ACTCAGCGTACTGCCGGCGAGTACGGTGAGACGCTCAAGGCGAGTGACTCAACTCTCTTC
CGTCCCCAGGAGATTCGTGATCTCCAGTCTCTATGCTCGGGATATCGTAAGCGTGGCCGT
GCGTCGACCATCTCCACGATTCCTACTGCTCAGGGCTATGTGCAGCACGCGGAGTGGTGT
GCATGGAACTACCAGGAGAACCCGACCTTCTGTGACTGCGGGGCCTTGCTTTCTGGCGAC
GGATTACCGATCAACGGAGGAGCAACTCAACTATGAAGGCCCGTTACCCGATTGGCTACG
AAGCCTACACGGGTGAGGGCTCTGACGGCTATGGCAACACGGAAGACAGCTGGGCACCGA
GTGTCGAGCGAAAGATCTACGGTGCCAATCCCCCGGTATCCAGCGAGGACATTAGCTCGG
GTCCTAATCGTCTCGTTGTGACCCGCCTCCTGCTTATTCCTAAGAATCAGTCGTGGACCC
CGCGTGATCGAGTCACCCTACCCGATGAACCGGGCTTCACGTACGAGGTCGAAGGAGTAG
CCGGCGACGGCCGACGGAACCCATATCGTTGGAATCCGGGCGGCACTGTGACTGTGAGGA
GAGTCGATGGCTAGCAGGGTCCGTCTGAACCGTAGGGGCTTTCGAGAGATTCGTTCCGCC
CCCCGTCTGGTGGCGAAGATCGACAAGATCACGAGTGGTATTGCCGACCGCGCCAACCAG
AACCTTGACGAGCCGGGCTACAAGACCTCATCTGTCGAGGGTGCTGCCCGGCCTCAGGGC
CGTCACCGCGGTACCGTCATCACCGCCACGCAAGAGGCGAAGGAAGACAACGCCGCGAAC
CACACGCTACTGAAGGAGTTCTACCGTGCTAGGGGTTAGTGAGCATGAGCCGCTGCCTCC
GGTGCTGTTGTCGATGATCGGCCTCCTGAGAGAGCTCAATCCGGGCCTGAGCGTGTCTCA
GGACCGCCCAAAATCCCGTCCCCAGTCATTCATCGTGGTCGACCTCGTTGGAGGCTCTGA
GGACGTAACAGGCACCCTTACGGAGCCTGTGTTCGCCATCCAGTGTTACGCGACGAACAC
CGGAGATGCGGAATCGCTGTGTGGGCTCGTGCTCGCACAGTGCAAGTCGTCCCAGTTCAC
ACTGAGGGGTGACACTCAATTCCGGGGCTGGCGCACTGAGTCAGTCCCATACCCGTTCCC
CGATCCGCTCGTCGCGGACCGTCGTCGGTGGCAATTCACTGGCGCATTCGGGATATCCAA
CCGCAAGAAAGGATAACACCAACCATGGCTTCCAAGGTTGAGAATGTCTTTGCCGCGATG
CCCCGGGCGACCGGTGCACTGCTGCGAGGCAAGAAGGGTGCCGGCCAACTGCCGACTTCC
GCGAAGACCGATATCACCGCTCCCGAGTACGAGTGGCTGGTCGATCAGGGTTACATCGGC
GAGGACGGGTTCACCCAGTCCGAGTCGCGTGACACCGACAAGAAGAAGGCCTTCGGCGGC
AAGGTGGTCAAGGTCCTCCAGACCGACTACTCGCTGACCATCCAGTTCGCCTTCCTCGAG
TCGATCAATGCCGAGGTGCTCAAGAGCATCTACGGTGAGGAGAACGTCGAGATTCGCGAG
GATGACGAGATTGTCGTCCACAAGAACTCGAAGCAGTCTCCTCACGCCTCGTGGGTCATC
GACGTCTACGATGGCGACGCCCTGAACCGCTCCACCATTGCTGACGGTCAGATCATCGAG
ATTGATGATATTGTCAAGGTTCACTCGGACACGATCATGTACACCGTCACCATGGAGTGC
TTCGAGGACGAGAACGGTGACAACATGGTCGAGTACTTCGCGGTCGCGGGGTCCGAGGCC
GTGCTCACCGTGTCGACTGCGACGCTCGCGCCAGCAACCGTGGACACCGCCTACTCGGCG
ACGCTCGCGGCCGTCGGTGGCGAAGGGACCAAGACCTGGACCGTCACCACCGGTACACTG
CCGGCCGGCGTCACTCTTGCCGCAAACGGTACTCTCGCTGGTACCCCGACCGAGACGGGC
TCGTTCAACTTCACCGTGAAGGTGACCGACTCGGCCTCGCCGACGCCCGCCGAGGCAACC
AAGGCTCTGACGCTCGTCGTCAACGAGTAACAGGTCCCGCCCGCTAGAGGTTCTCCTCCT
GCACCGGGCCTGCCTCTGGCGGGCGGGCTTCGGCCCGGTGCAAACCAACAAGAAGAAAGG
CCTGGTGCAACCATGGCATTCGAGAAGTTCCATCACAAGATCGTTACCGGCTTCGACTCG
GACGGCGAGGCAATCAAGGAGCGCGTGACCTTGCCGAAGTTCTCGGCAATCCCGTTCGGC
CTCATCCGCAAGAACCGCAAGCTCCCACAGGAGGAGCAGTTCTTCGCGCTGCTCGAGCAG
GTCGCTTCCGAGGAAGACCTCGAGAAGATGGACAAGGCTCCGCAGTCCGAGATGGAGAAG
CTGATGGAGGCCTGGCAGGAAGACTCCGGAGTGAGCGCGGGGGAATCCGAGGCCTCCTCG
AGCTAGCCCTTCATCCCAAGAAGGGTCCCGCTCTGGAGGCGGACCTAATCCGCAACGGGA
CCAGGTTGCGCTGGGTGGGGTCTGACGACTTCACCTGGCGCGACCTAAAGGTCTTTGTCG
AGCATGCCGACGAACGAGACGCGATTACTCGGGTGAGCCACCCGGAGAATGCGGATTGGA
TCGGCATCCAAGGCCGTACCAACATGCTCCTCGCCACTGCAGCCGACGCACTCAATTGGC
TGGTGTGGGCGAAGACACGCGACGGCCAGAAGAATCGGAATCAGCCCCAGCCGATCACGC
GCCCAGGCGTTGAGCCTACGTCGAAGCGTACAAAGGGCGAGGCTATTCCGATTGACCAAT
TCAAGGAAAAGATGGCTCTTCTCCGCGCTCGCATGAAGTCGAGTACGGCGGAAGAGAGGG
TCACGCGCACCAGCGTTCGAAGGGAAAGGGAAGCTCGTGGCAACTGAGCTCGCGTCCGGG
TATGTGTCCGTCGGCGGCGACACGCGCCCACTGGCAAGGGATATCCGGGCTGCGTTCCGC
GGCTCCTCGAAGGACGCTGGTGTGGAGGGCCAGAAAGCAGGTTCTGCTTATGGCTCTCGA
TTCAGTCGGGGAATGAACTCTGACAAGCGAGGCAAGGACGAAGGCCGGAGGTTCTCCCGC
GGGTTTACCTCTGGCCTTCGGTCCGGCATTCGTGGCACCATGAGTGCCTTCACAATGATC
GGTGCAGCGTCGGCGGTCATCATCAAGAACATTGACGCGGTATCTCGAGGCATGATCCAC
GCGTCTCGAATGATCCGCGCATTCAGCGCCTCTCTCATGGTGGGCGCTAGTGGTCTACGA
CTCATCGCCTCTACCGGCCTTGCGAAGCTCGCGGGATGGCTGAAGGTAGTGGCTCGACTT
GCCAGTGCGCTAGCGCGAGATATCGCGCGCGTCACGGCGGCAGTCATGGTCCTGTCTGCT
GTAGCCAAGCTAGTCGGTACGCTCACTCGTGTGGGCAAGGCGCTGGGCATGGTCACCGTC
GGATCGGCAGTCGCGCTCGGCGCGCTCGGTGCAGTGACCTCGGTCATCTTGAACTTCACG
TCCGGCCCGATGGTTCAGGGACTCCTGGCTATCGGCTCGGCTATGGGTTCCGTTGCTGCT
GCGGCAGCGGGCATTCTTGGCCCCGCCCTTGTGGTGGCGAAGATCGGATTCTCCGGTCTC
GCTGAGGGTGCCAAGGAGTTCATGGATCAGTTCAAGGAAGCCGATAAGGCTTTCAACCAG
ATGATCGGTCAGCGCATGGCGCCGCTGCTGACTGCATTCCGTGATCTTCGCCAGGAGATC
GTCGGCAACTTCAGTCAGGCGCTTGTTCCCGCATTCGAGAAGACCGGCGGTCTGATCTCG
AACCTGCAGGGACCGCTCGGGGGTTTATCGACTACCCTGGGCCGGATCGGTACTCAGATC
GCTCAGTCGATCGCTGGGCCTGCAGCAATGCAGGGCTGGCGGAACATGATCGCCGGATCG
AACACGTTCTTCTCCTCGCTTGCTGCGGGAGAGAATGGACTGGGCTCGCTGTTCAGTGGG
CTGATCTCTGTGCTCGGTACGGCGGCTCGTGAGTTCGCCGGCACTGGGGCCACCATTAAT
GAGGTTCTGCTCGGGTGGGGCGAGAAGCTTCGGAATATCAACGGCGAGCAGCTCAGGGCT
TCCCTCACCGGAATTACCACTGCTTTCCAGAACGTTATGGCCGTTGCTGGCCCGGCGTTT
ACGATGTTCCGCGAGTTCGGCGCTCGCGCTGCGTCGGGGCTGGCTCCCGGGTTCCAGGCT
GTCGGCCAGGCTATTCGCGAGTCCATTCCCGGACTCATGCAGATGGCCGACCGCCTCATG
CCCGCGCTTGGTCAGGCACTCGCCAATCTGGCCCCGGTGCTTCCCGCGTTGGTCCATGCG
TTCAGCCCGTGGGCTACCACGCTGTCGATTCTGGCGCCGCACCTCGCGACCATCGTGTCC
AAGCTGGCACCGCTTGCCCCGTACCTCCTGACTGCTGCCCTAGCGGTCAAGACTATCAGT
GCAGCGATGACTGCATGGAACGCTGTGATGTTTGCCTCGTCTGTCGCACAAGGTGTGTTC
GCCGCGGCGACTGGGCGCTCTGCGGCGTCGCTGGGCACCAATACGATTGCCCTGGCCGCG
CACCGTGCCGCGCTCATCGCTGGGTCGGTTGCCACGGGAATAGCGACAGCTGCGACAACT
GCCTTTGGTGTAGCCCTGACCATTGCGACTTCACCTATTACGTGGATTGTCGTCGCTATC
GGCCTGCTTATCGGTGCACTCGTCCTGCTGTACAAGAAGAACGAGACATTCCGCAACTTT
GTGAATGCTGCATGGAACGGGATCAAGGCCGCTATCGGTGCGGTCTGGACGTGGCTTTCC
ACGACCGTGTTCCCGCTCTTCAAGCAGGCGCTGCAGGTCATCGGTCAGGCAATGACTTGG
CTGTGGCAGAACGTGATGATGCCTGCCTGGACGGCAATCAAGTTCGTCATCTCGTTGTGG
TGGGCTTACGTTCAGATTGTCTTCAAGGTCTTCATGGCTGTGCTCAAGGCTGTTGGCGCG
GTAGTCATGTGGCTCTGGCAGACCGTCATCGTTCCTGCCTTCAATGCCATCAAGTTCGTC
ATTGCCCTATGGTGGGCCGGTGTACAGATCTACTTCAAGGTTTGGCAGACAGTCCTCAAG
GCTGCCGGTCAGGTTGTGATGTGGCTCTGGCAGAATGTGGTTTCTCCCGCGTTCAGCGCT
ATCGGCTCGATCATCTCAGGCATCTGGAACGGCGTCATCAAGCCTGTCTGGGACGGGTTC
CAAGCGGCAATTCAGACGGTCGGCAACGCGGTCACCTGGTTGTGGCAGAACGCTATGGTC
CCGGCATGGGAGGGGATCAAGACAGCGATCTCTGTTGTCTGGAACATCGTCAAGCCCATC
TTCGAGAACATCGGCAAGGGCTTCCGGACCATCGGCTCGATTGCCTCCACGGTCGCTGAC
GCCATGCGCAGTGCATTCTCCGGTGTGGTCGATATCATCAAGGCGCCGATCCACGCAGTT
GGTGCCTTGCTTGCGAAGCTCCCGGGCTCAATCATGGGAGTGGATATTCCAGGTGTCTCC
ACGATCAAGGAGTGGGGCCAGACCCTGCAGTCGCTGCGTTCGGGCGGCTTCATCAATGCG
GCGCCTGGCGGCTTCGTCGTCAACGCGGCCGCGTCGAGGAAGCATAGGAGCTTGCTTGCC
TCCATGGGTGGGCAGCGAATCAGCGGCCCTGGATCGGGTACGTCGGACAGCATCACGGCA
CTGGGCCCTAACGGGCGCCCTATCGCAAACGTGAGCAACGGCGAGACATACTTCACGCCG
GCACTCGCTAGCATGTTCAGCTCGACGCTGGGCGCCATTAATGGCGGCATGGGCGATGGG
ACTGCGAACTTCGTCAAGGGCGGTATCGTCACTAACGACGAACTGAAGCGGTTCGCTCAA
GGCCAGCTTGTCCGGGGACAGAAGGCGAGTCGGTCGCTCGACGGTGCCCCGTACGTGTGG
GGTGGATCGAACTGGGGTGACTGCTCGGGTGCCATGTCTGCACTCGCTGCGTTCGCGCTG
GGGCTGCAGGCCTTCCCCCGCAAGTTCACTACTGGGTCTCAGGAGCAGTGGCTGCGTCAG
AACGGCGGCGGAATTGGCAAGGGTCCCGCGGGCTCGTTCCGTATGGGTTGGTCGTCGGAG
CACACCGCCGGCACACTCGGCGACGGCACAAACGTCGAGATGGGCGGCAACAACGGCGGT
GGCGCGATTGGTCGAACTGCCGTGGGTTGGAACCATCCGCAGTTTACGAACTGGGGCTGG
GTCAACCTCAAGGCAGCTGGACCTACCACACCGCAAGACGGCACGGTTGTTGGGATGGAT
GGCGGGAGCGGGTCGACCACCGCAGGTGGCGATCCCCTCATCACTACCCAGAACATCGAC
CAGTCGGGAATGCCCGGAACGCCGACAGAAAAGAAGGAGCCGTTCTCGGCTGTCAAGACC
ACCCGTGATCTTGTGGGCAAGTGGGGGCAGATCACGGCGGAGTCGCTCTTCGATATCTTC
ATCCCGTCGCAGTTCTCGGACAGCATTGATCCGGTGGCTATCGCCAACCGCTACATGCTG
CGCGGGGACGAGGAAACGACAACGACCGGAACCTACGGTCAGACGCCGGGCACAAAGTCG
ACCACGACTAAGACGCCGGAGCAGAAGGCGGCTGAGCGTGCTGAAGACCTGAAGCGAAAG
CAGGACTTCGACGCTGCTCAGACGAAGCGGAAGCGCAAGTATCAGGACGACGTGGCTGTG
CTTGAGGACAAGTACCGCAAGAAGCAGATCACTCGTGAAGCGTACGAAGCGCAGAAGAAA
AAGCTCCAGCGTCAGTTCGAGGATGACAATACGAAGGCAAAGGCCGCTTACGATCAGGCC
ACGCTGGATATCAAGAAAAAGCGTGAGCAGTCCACCACCGTCAACGGCAGCACTGCTGGT
ATTGACGAGGGATGGAACCCGCCCGCAACGGGTGGTGTGGTCACTGGTCAGCCTTCCGTT
GATCCCACGAAGCCGACAAACGGTCGAGGTCGAGACAACTACATCAAGGATACGGTGGCC
GCCACTAAGTCCTTGCGGTTGCCTCTTGACGCGGCGATCATCGCGGTTGGTACTCAGCTC
GTTGAGACGGGCATCAAGATGTACGCCAACTCGACAGTGCCGGAGTCGCTGAAGTTCCCG
CATGACGCGGTGGGCTCGGATCACGACTCGGTTGGTCTTTATCAGCAGCGTCAGGCAGGT
TGGGGAACTCTCGCGCAGCGTATGTCTGCATTCGAGTCCACCAAGCTATTCCTGAATGCG
ATGACGACCAAGTTCCCGAACTGGGCGTCCATGCCGAAGGGTGAGGTCGCTCAAGGAGTT
CAGGCCTCCGCCTTCCCGGATCGCTATGCGACCAGGATGGAGGAGGCGCGCAAGCTGCTT
ATCGGCAAATTTGACCGAGGTGGCGTGGTTCCCCCGGGAGTCTCGCTGGTCGAGAACAAG
CTACGTCGATACGAGCAGGCGGCGGTGTTCACTCCGTCCCAGTGGGAGACGCTCCAGCAG
CTTCCTTCGGCGGGAGGCGGAAACATCGACGCTCGGACCATCATCGAGTCACTGGTGGTC
AAGGACTGGCGCGAAGCACAGCGCGAGCTCAAGCAGCTCGGCATCCGTAATCAGATGCGA
TACTCGAGGAGTCACACGAAGTGAGCAACTGGAAAGTAACACTCACCTCTCCCGACGGAG
AAGAGATGGTTGTTCACCCCGAGCACATGGCAACCCACGGCGTGTATCTCGCCGAGGACC
AGGTGAAGGGTGACATTATCGACGCTCCGGTAAAGACGGAGTGGGACTCCACGGTGAAGC
AGGAGGGCGGAACACAGCGCGGTGTGGACTGGGAATACCGAGACATTGACTTGGGGTTCC
ACGTCACCAATAACAAGATCACCGCAGAGGAAGCTGACTCCATGCTGCGGATGATGTTCG
ACTACGAGGAGGATGAATGGGACCCCAACCCCAATCGTCAAACTCGTATGGATCTCGAGG
TGATCGGAGGGCCCTTCTCAGGGTCTCTCCGGTCCCTCGACCTCCTCATGCACGATACGC
CAGAAACGGAATTCGCGCGTGACCCGTTCAAGGACCAGTACATCAATCCGCAGCTCCACC
TGCGCGCTGGTCAACCGATGTGGTATCAGGACCCGGTCATTACCGCATTCGAGTGGACCG
ACGATGACGTGGAGCCCGGGGCAGTTGTTCACGGGTTTGTGGAGGTTGAGAACCCGACTG
ATCGGGCCATGCGTCACTCATGGGTAGTGTCCGGACCACCGGGACTCAGGGTCTCGCTTC
CGGACGTCTCGTGGGTTGGCAAGCGCGGTGAGCGACAGATTGCCGGCCCTCACCCGGACC
GCATGATTCCCCTCCCCGAGGTGACTGAGGCCGGAGGCTCTGGCTTCCGCGTCACGCTTG
AGCGGGGCAAGGTGATGGTCGAGAACAAGAACGGCACGAACGCTATGGGCGAGATGCCCA
TCCCGGGCATGACGTTCCTCTACCGCATTCCGCCCTACACTCGCAAGACGCTCCTCCCGG
TTCGTGTGGATCATGCCCCGTACGGTGGGGGGCGGATTGAACTTCGCGCGCCTATGCTCT
GGTCGCGTCCTTACGGATTGGAGATGTGGTGACCACCCCGACGATTACCGACTGGGCGGC
CGAGTGTGAAGCGATCTGGCAAGCTACGCTGGACCGCGAACGCGAGTATGAGCGGATTCG
TAAGCAGGACATGCTCATCCGTGTGTGGGACGGTGATTACAAGCTCAAGCATGTCATCAC
TGACTTCTATTCCGCGGACTTCAACCCGCTCGATGGCGACACCGGTACTCACGAGCTGGT
GCTTCCGTGGGAAGACCCCTGCGCTCAGTGGGCCTTCAACGAAGAGCAGCGTCTCGCTGA
CGGCGATAAGCAGATCATCAATGTGACGTGTGACTACGTCGGAGCGCGCATTAGTGGGCG
CCTCAGTCAACTCACAGTCGATACTGACGAGTATGGGCGTCAACGCGTCACAATGACGTT
TGAGGACGACTACGAGACGCTTAAGGGCTATGACGTATGGTCCAATCCGTTCTTGCCGGC
AGCGTTCCAATTCCCGCGGGTGTTCATCCTGCCCGGGCCGCTGCGGTGGGTGTTGAAGAC
CACGCTGTTCCTACAGGTACTGCGTGAGCAGACCAATCTCTGGTCTCTGCCCGATGACCC
GATGGACCTGGGCTCGTATGCGTCCGGATTCGATATGTCCAACTGGATGGTGCTCATCAA
GCCTACTGGGTTGGTGGAGGACCTGGCTGCTGGGTCTATCTGGGGAGTTGCGTGCTCGCG
GTGGAAGAACTTCCACGACATGCAGAAGCCCATGACCGAAGACGCTGAATACTCGTGGAA
GCTGCGTCGGTGGCTGGAGGGTGATCCGGTCCCTGACTGGTGTGCTCAGCTTGGCTTCAC
TCCCGCTCACGGCGCGCTGATCGTTGACCTAGTCGATGAGTCGGGTACATACGTCGGCAC
GTCACACGGCGGAACGATGTTCGACGGTCTCTTCCGTACCATCGGTGACTTCACCGAGGA
CTTCATCGAGACTGACTACGTCGCTATCGCTGATGCTGAGATTCCTGAGGAGTACAAGCA
GGCTAACCCGCTCTCACGCTTCACGCGTAAGGAGCGGCCCTTCGTTGTGTACTCGCCGGA
CATGCCCGGCGTCAAGTCCATGCAGTACCTCTACAAGCCTGCGAAGTTCATTCAGATCAA
TACGGGCGGACACTCTATGCCGGGTGTCAATGAGGCGATATCTGCAGGCATTCAGGCACT
GGGCGATATCATCGGCAATCAGCTGCAGATCGGCTCTATCGGTGGATCGGTAGACACACT
GCTCAAGCCATTCTACGAGGATACCGTTCTCGCATGGATGAGCGTGAAGCTACTCATGCG
GTCGATGAAGCAGGGCAAGTCGCGCCTTTTCGAGTACTTCCAGGAAGGTGCGGATAAGGC
CTACACCATCTCGGCAATGATGGTTATGAGAACGGGTGTGTGGGCAACTCGTACAATCCG
GCAAAATACCATCGAGATCACCGACGAGGGTCCGTGGCTGCTGGGCGACCAGGGAGTCGG
GCACTACTGGCTATCCTCCCGTGTGGGAGCGATGGTTCCCGGCGACACGCGCAAGCAGAT
CTATATGGATCGCGTCCGTGCGCTCAAGCTCCATCAGGAACGCGGGCAGCGTCCTCGGTT
CGATATCACGGTCGGGGACAACACCGCGGACGAGGACCCTGCAACCGCTGCATGGGGTCG
GATCGAGTCGCTGATCAGTTCGGTCAAGGACCTCGGAGTATTCTAAGAAAGGGAAGGTGC
AGAGAATGAAACGAGGAGACTTTCCGGTACAATCGGAATGTGACCCGAAGAACCCCAAGG
AGTTCGCTGCTTGGGCATTGGTGGCGCTGCCTCACATGAATGGGGCGGCGCTGCCAATGT
CGTCGGAGTACATTCAGCTGGTGTCTGAGCACTTATGGAACGCGGGCTTTCGCTGGCATC
GCAAGCATCAGAAGATCAAGTGGCGCCCGCCTGCCGCTGGCGACAAGCATTGGCTGACCA
ACCCGGGTCGGTGGGTTCCGGTGAATGAGCCGGACCCCGAGCCCAAGGATCAGTCCGTCG
ATATGCTCACCGTTCTCCGAGCGATGAAGCAGGCCGATGAAGGGGACTTCTTCAAGGCCA
TCGAGATGCTCAACACGAAGGGAAAGAAAGAGTGAGTTTCCGCACCGTCTACGGTTACGC
GTACTCCGAGAACGGTTGGCGAATGGTCAACCGAGACGAGTGCGTGCTCATCAACGTTCC
CGGTCTGCTGTACATGGACACCGCGCCTGTCCGCAAGGGTTACGCCGCTGAGGCGCTCAG
CGCCTGGGCCGCGTGGTATGACCGCAACGTGCCCGGCGAGATTGTTTCGCCGACGTGGGG
ATGGTCGGCTACCAACGACGTTGCCAATTCCAACCACCTGTCCGGCACTGCGCTCGATAT
CAATGCGCCGCAGTACCCATGGGGAGACTCCCGAATGCACCGGGTCTACCCGGACCGTGT
GGCTGCTATTCGCCGCGGCCTCAAGGAGTTTGAGGGGATCATCTTCTGGGGCGCTGACTG
GTCGCGTAAGGACGAGATGCACTTCCAGCTGAACAGCGGCACAGCGAGCGGTGACGGCGC
TTCTGAGCGACTGATCGACTTCTGTCGTCGTCGTGTCGTGGACGGCCAATTGAGGGGCTC
AGCGTCGAGCTCAGGGACGGTAGTGAGCTACTCTGCCGCGACCATCGACGCGTACAAGCA
GGTGTCCGAACGATTCGGGTGGATGTGACATGGGAACTTACTGGAGCGATGTTTCGCAGT
ACAACAGCGCGATTCTGGACGACAGCTACCCACACCCGTTCTTCTGCTTCCGAACGAACT
CGGGTAATACCCGCGATACGGCCGCGCTCGCAAACGCGAAAGCAGCCAAGCGGATGCTCG
ACTCGGGGAAGTTGAAGGGAGTCTTCGCGTACTACTTCTTCCGTCCTGGTCAAGCGAACT
GTGACCTTCACAAGCAGATGCTTGAGGAGGCCGGTCTCTGGGGCCACCCGTTGCTTGCAA
CGATGGTCGACGTGGAGGACGCGGGTGGCCAGATTCGTGGTGACCAATCCGCGGAGGTGA
ACGACGAAGTCGCTCGGCTGCGTCGCTGGTACGGCGATGATCGGCGAGTGTTCGGGTACC
TCAACGGGGTGGCGAATGGCGGGCTCTGGGTGACTCGTCCCCCGGGACTCAAGTTCGTCA
CGCCTTCGTACTCGGGACGCCCGGGCGTGTGGGCGATTCCGAATCCGCCGGCTTGGTTGC
AGAAGGCCGCGTTCGGTCATCAATTCACAGACTCTGCGGTCACGAAGCCGTGGCCGCTGG
GAACCGACCTCAACTATTCCTCGTTGTCGGTCGAGGAGATTCAGGCCCTGTTGGGGCTCA
AGAAAGGAGGCACCGTGGGTGCAGTAGAGGATGGAGCGGGCCAGCTCTCCGGTCGCTTCG
GCAATGTCCGGAAGCCTGTGAACGAGGATTCCATCAAGTTCCTTCCCAAGTCGTTTAATC
CCAAGACCGACCCGAACGGCCCGGCTGCCAACGATATGTGGGCCGCTATTGTGAACGAGG
TGGTCTGGGACGGGTACTCCGCAAAGCCGGAAGACCTCGACTCGATGGTCGATGACGGCC
GAACCCACACGCTGGTGGGGCTCGTGCAGATTCTGATCGCTCGCGTCGCTCGACTCGAGC
AGAAGCTGGAGGCGAAGTGATCGAGCAGCAGGAGGTCGCTGACGTACTGCAGCAGAAGCT
GGAGGAGCAGCCCTGGTACCGCACGGTCGCTAACACGGTGGTCACTCTCGTGACTCTCGG
TGTGAACATCGTGTGGGTACTGATCGGTCTCGGCGTCGATGTTCCCACGGAGGTACTCAT
CGGTGTTGCCGGCGTGATTCAGGCACTCGGCGTGATCGGCGTCAAGTTCACCCCCAACGG
GGTGACTCAGCGTCAGATCAGAGAGATCGAGCAGTACGTCGGAAAGCACCGAGCGTAACC
CTTGGCAGGCTGGGCCTTCGGGCCTAGTCTGTCACCACCCAAGGAGCAATATGCTTGACT
GGCTAAGGGAGTGGCGAGATCGGTTCTACCGGGTCGTTGACTCCGACAACGTCCGGGTGT
TCCAAACGATTGTCTACCTCGGCATGTTCGTGTCGGGTGTCTACATGATCGCGTACGGGG
CACCAACGACGGTGAAGCGAGAACTCGGCGACGAGATGCACGCTGTGTGGGTTTCATTGA
CTATCGTTGGTCCACTCATGGTGACCATCGGTGATCGGATGGTGTACGCAGGTAAGAATC
GTGTACTGCACAGCCGAAAGCCTGGCGGCGGTGGACGTATCTACTGGGGGTGGTACCTTC
AAGCCGGAGGAGACTTCGCGGTGTGTATGGTGTACCTCACCTACATCATCGCGGCATTCT
CATCCGCTTGGTTGCAGAGGGGCATATTCGCAGCCTTTATTACTACGTCTCTGATGATCT
GCGCAGTAGTGCTGGTCATTCGAGACCTAAGGCGTGTCCGAGCAATAGAGAGGCTGTAGT
AGAATGTTCACCGCCGCGTCCATGCCCATGTGGGTGGCGATCCTAGCCCTTCTCGGGACT
GTGCTATCGCCAATCATTCAAGGGCGGATAAATAAGAACTCCCCGGTGAACAAGGCTGAC
GCGGCAGAGCGATTCACGCGGATAGCTGCTGGTGTGGCAGACGATTACGAAGAGCTCCGA
GCGGAGCTTCGTGAACTGAAGCCCCTCCTACAGGAACTCATCAGGCTCCTCGACCAGGTC
CAGTGTGGCGAGGGTCCTCTCACTAATCAGATTCGAGCGATCATCGCGGAGCTACGAAAG
AAGATGTATTGATGACTACGCCCAACCACTTGACCCCTGACGGGTCGATCACCAATTATG
GTTCTTGGTCCACCGTTCAGCACCGGACTCGGGAAGAGTGGGAAGCGGGCGAGTACCAGA
AGTGGGCCACCGCCATGGCGGGAATCCCGAAGATCGGCGACAAGCTCGCTGAGATTCCTG
TCATCGGCGGCGCCCTTTCTGACTTCTGGGAGATTATCACCGGCATTCCCGACTCAGATG
AGAATGACGCTGGGTCCATGATTCGTGGGTTCTTTGACAGCATCTCCTCGGCTCTCTCGG
GAACTAGCAACCCAAATCCGGGTGATTCCTTCCTCACGAATATCTGGCAGCTCCTGGGAG
GATTGTCCACTCAGTCCGCTAATAATGCCGCGGCGATTCAGCAACTGGAGAACCTGCTGC
AGTCGGCAGCTCCCACGCCGGCCTGGGTGTCGAACCTAACCGACATGGCCACGGTTCCCC
GTGCGCTGTTGATCCCGCTTCCCACCGCGTCGGCTGACGGCGGCGAGGGGTCGCGCTTCG
CCGGGTCGTTCCGCACCCATGGGCTGGTCATGCCGAGCTACAAGCCCGTGGCCAATAACT
TTTTCGGTAACTCAACGGGAACTATCTACTTTACGCCCATTGTGGCTGATCGTACGGGAC
AGCTGGACAAGCTCCGGTTCATCACTGGTGCGGACTCGCTGCTCTACTCGATTGACGAGT
ATTACCTCGCACTGTTCGGGTACAACCCGATGAATGGCAATATTGAGAAGCTTTGGCAGA
GCAGCAACCTCAAGGGGATCATTGGCTCAGATCGAGCCGAGATCGAGATCAGTATGGGCC
TGAGTGCGACCGTGCAGCCCGCACAGGTTCTCTTCGTTGCACACATGCAGCGACAGCCTG
CGCTCGGCGGATCGACCCGTACCGTTGCAGCAGTTCCCCAGGGAGGCGTGTCTCGGCCGT
CGTCCGTGTTGTTGCGCGCAGCGTGCTACGAGCTGCCAGGACAGACTGGGATCGCCGCTT
CCTATGCCTTGTCTTCTCTGTCCCTGAACAACAACTACATTCCGTGGTACGCCATCTCGG
TTACTAACTAGGAGGAAGTCTAATGTCCGGATTTGATCCCAACGAGGATAACCTCATTCT
CTCCGAGGGAGCTGACTACGTCGCCACGTTCGTGGAGCGTGGTGTGGTGTGGCCGGAGGG
TACCACTGCTCAGATTCTCTTCCCCGACCTCGACGACGTAGGACCGTTTGACGCTTCAGT
CACGCTCAATGGGTCGATTACCACGAAGGACGGCCAGACTGTCACAGGTGGGTTGGCTGC
CTTTGTAATCCCGAAGGCCTCGACTGGTGCGGCGACGCTGCCGAAGAACACCAGATACCG
GCTCATGCTCAGCAAGGAGCACACGTACTGTTGGTTCCGGGGCAAGGTAGAAAGGCAGGA
CTGATATGGCTATCGTGAGTGGGTCGGTTATCGTTGCTGATCCCGCAGCGCCGGCAACGA
AGGTTGTTCAGCCGACCAGCGGTACGGTGTTCACATCACCCGGGCCTGGCGGTCCTCAAG
GACCCGCCTCAGAGGTCCCTGGGCCTCCTAACGTGCTCACCATCGGCAGTGTAACCAGCG
GCCCCACACCAAGCGCTGAGATTGTCGGTGAGAGCCCGGAACAGGTGCTCAACCTCGTAC
TGCCGAAGGGTGACAAGGGCGACACTGGTGATGTCGGCCCGCAGGGTCCTCAGGGAGATC
AGGGTCCGCAGGGTGAGATCGGTCCTCAAGGCCCCAAGGGAGACAAGGGTGACAAGGGCG
ATCCGGGCGAGGTGTCCCAGGCGGCTCTTGACGCAGCCTTGGAAGGCTATGTTGCGCGCG
CCGACGGCAGCTCACTTGTGTATGTGACTGACTCTGACGGAGATGATGACGCGGTGCCGT
ATGGCACCGCAGCGACGGCTGGGGATATTGTTCAGCGCGCTTCCGGCGGTCAGGTTGTTG
TTCCTTCCGCGCCGACTGATGCCTCTCATGCTGTTTCGAAACAGTATGTTGACAATCAGG
TTTCGTCCCGCCAAGCAACCTCGGAGAAGGGGCAGGCGAACGGCTACGCATCCCTGGATG
GTGGCGGGAAGGTTCCTGTTTCTCAGCTTCCGTCGTCGGTGATGCAGTACCTGGGTGTGT
GGGATGCCTCCACGAACACCCCGACGTTGACTAACGGTACGGGCGACGTCGGCGACGTGT
ACCGCGTAAGCGTGGCAGGCACCCGCGACCTGGGGTCCGGGAGCATCGAGTTCGTGGTCG
GCGACTACGTGATCTATAACGGCACCGTCTGGGAGAAGTCTGACACGACGGACGCGGTGG
CGTCGGTGGCCGGGCTGACCGGAGTCATCACCGGCCCGGCACTGAAGACGGCGCTCGCGC
TGGGGGTCTCGGATGTCTCAGGGTTGCAGGGCGCTTTGGATGGCAAGGCGGCGGCGTCCC
ACGTCCACGACATTGACGACGTAGACGGCCTTCAAACTGCGTTGGACAGCAAGGCATCGA
CGGCAGCCCTGGCCTCGGCACAGTTGGTCGCAGTCAACTCGCAGTCCGGGACCAGCTACA
CCCTGGTCGCCACGGATGCGACCAAAGCTGTCGAGTGCGACAACGCCTCAGCGATCACGG
TCACCGTGCCGCCGAACTCTAGCGTGGCGTTCCCGGTCGGGACGGTGATCGAGGTCGCCC
AGATCGGCGCGGGGAAGGTGACGATCGCGGCTGGGAGTGGGGTGACGTTGCAGTCGGCGG
CTACCACGATTGCCACCCGCGCACGGTACTCGACGGTGGTGCTGCGTAAGCGGGCCGAGA
ACACCTGGCTGGTATCGGGGGACATGTGATGGCGCTACCCGCGAACAGGTTCCGCGCCGC
GCGGCGGGCGGCGATCACCCTTACCGGCCAGAAGATGACAAAAACGACCAGCCAGAACTT
CTCCGGCACGATGCCGGTCCAGTTCACCGGATTCGCCCCCGACCCAACCACCCCCGACAC
GATCGTCGTCTCCGACGCCCTGCAGGTAACCGGCACCGGCCTGGCGGACATCGTCGTCAA
CTTGACCGGCGGTACCGGCAACGCCACCCTGACGGTCGAGGTGAGGGTGAACGGAGTGTC
CAAGACGCCGACGGGGACGATCTCGACCGGCACGACGTCGTTCACCTTGCCAAGTGTGGC
GCTGTCGCACGGTGATCTCATCACCCTGTGGTGCATCGCGCGATCGAGTACGCAGCGCAA
CATCACGGCCGCGTCGGTTGAGGTTGTGCCACTCAGCTGACGCAGTACGCAGTACCCCCG
GCATAGTTTACTGGCAGACTAGAAAAAAGGGCCTCAGCGGCGATGCTGGGGCCCTTTTTC
TGGTAGATGCGATCACATAGCAGCGTTGGCCTTCTGTCGACGTTCGCATGTCTTGAAGTG
GGGTCCGGCGAGTCGTCCCCGCGAATCGATGTCAGCGACGTACCACTTACCTGCCTTGTT
CTGGGCCCAGCGAACGTTACTGCTGTGGCAGACGGTGCAGTGGGACATGCCGTTCTGCGT
GACGATCTTGCTCATTGGTTCTGCTCCTGTCGTGTGAGTCGGGCGAAGGTGCGGGTTCGT
GTGTTCATGAGAAAACTATAACATGAGAAAAGCCCCCGACCCAACAGGTGGGCGGGGGCA
ATTCCTCGGGAGGTCAGAAGCAGACATCCCCATGGGGCGGGACGACGGTACGACGGACCC
CGTTCTCGAGGACGACCTCGATGCTGTTGTCCATGAACCTCTGGACGTCAACGATCTTCG
CGGTGCGCTCTTCCCACTGGTCGTAGCACTTCGGGCAGCTGTAGTTGCGCTTGCCGGGCG
AGCATTCGCGGCCTTTCTGGAACCCGAGGATCTTGTGCCCGGGCTTATTGCCCTTTGCGA
ACCAGTAGTCGGCTTCGCTGACGATGACCTCGTAGGTGAAGTCGTCGCCGACGCGGGGGA
AAGAGGTATTCGACATGATGTGCTCCTTCGGTGTGGGTGGTTGCGGGTTGAGCAAGATGA
ATCTACCACGCCCACACCGAGGTGCGCAAGGGTTTGTTTTCCGGGCCTCAGCGCGATGCT
GACGCAGCAGGACTTCACGGGGTAGACGTTGCTCAGCAGACCAGAAGAAAAGCCCCCAGC
GTGTCGCTGAGGGCGTTTCTACGGGTGGTCAGTGGGCTGCTCGGTATCGTCCCTTGCCGA
GGTCGATGATGAGTCCCCGCTTCCTCAGTTGGTGTACCTGCGAGGAGATCGCGGGCTTTG
ACTTCCGCAGTTGTCGAGCCAAGGCATCCAAGGTAATCCCCGGGTGGCCCTTGATCAGCT
CATAGACTTCCCGAGCGGCGGAACCCAACCGTAGCACCTCTTCAGGGCTTTCCTCGGAGA
AGGACAACGGGGCGTAACGCCCTTCACTCAATCGCCGGATGGCCCCCTTGGCGGTAGCAG
CGATGAGTCGCTGAGATGCTGCTCCCCGATGGATCCCGAGTAGATCACCGAGTTCGGTGG
GGGAGATGACATCTCCCCAGCTGTTGACTGCTTCGACTGTTTCGAGTTGGGCGTCGGTTA
GCTTCCCATTTAGAGACCCCGAGTAGACGAGGGGTTCCTTCGTTTGACGGGACAGAGGAA
CAACGGGGGAGGAGGTGAGTCGGGTGTACTCGGCCAGCTCTTGAGGAGTGCCCTCGAGCT
CACCGGTGACAGGGTTGAGTTTCATTGCGCGGGTCCTAACAGGGAGGAGGAAGAGGGGGG
CCGAAGCCCCCCTCCCGAGCGGTGGTCAGAGAGCGTCGACGATCGAGCGAACGTCACCCT
TCGACAGCTTCGCAACGGTGGTCTTCTTGGCGCGTGCGCGTTCGACGAGGGCGAGGGTGA
GCGACATAACGAGCTCCATATCCATGTCGGTGATCCCGTGAGCATCGAGGGCAATCAAGC
TCTGCTCGCGCTGCTTGTCGGTCAGAAGGTCGTACGCACCTTGGAGCGGGCTGACGTTTG
TCGTTGCCGGCGCAACGTCGGCAGGAGCGTCAGCGTTGACCTCAGGAGCCGGGGCGGCCC
CCGCCGCGCGGGCCTTGCGGCACTTGGCGCGAGCGGCGGGGGTCTTCGGGTGATCGCAGT
CAGCGTGGGAGCGGTGGACCTGCTTGGTACCCTTGGTCTTGGTGTGGCCCTGCTTGGTGC
GCGGATCGTACGTGCCGCACAGGGGGCAGTCAGCGACAGCCTCGTCGTGGCCGTTGTCGT
TGTGGTCGTTCTCCATCATCCAAGCCTCGAAGCACTTCAGGCAGACAGCTTCGTGGCCGG
AGACCTGGTTCTTGGGGGCGGCCTTGCGGTTGCAAGCGACGGTCTCCCCGTTGGCGAGGG
TGAAGGTTTCGGTGCAGTTCGACATGGTGTGTACCTTTCGGGTTCGTTTCGGTGGTGTGC
TTCAAACCTAACAGACCTCACCCACGACCCGCAAGGTTTGGCTATGTGACCTGGGTCACA
TGACTCTGATGACCCTACCGGAAGGGCCCTGTATTCCGGTAGTGGGGAGATACAGGGCCC
TTCGGGGAGGGAGCCGACGAAGCGGCGAATCAGTCGAGATCGAGCTCGTCGTCTTCGAGC
ACGTCCTCATCGTCCTCGACCTCCGGCTCGGGGGCGGCCTTCTTGCGCGAGCGGCTGGCA
CGCTTCGCGGAAGCCGGCTTGGCATCCTCGGTCTTGGGCTTCGGCTTGTCGGCGGTGGCG
CCCTCCTTGATGGCCTTGAACACCGCGACGACCGCGGGGTCCTTCAGGCCCGTGAACGAC
CAACGTCCCTCGCCTCGCTCGATCTCGCCGTCGGCGACGAGCTTCCGGAGGATGACGCGC
AGCTTGGTCTGCTCGACCGTCTGACCGAGCTTGGCCTCGACCTGCTCCGCGAGCCAGGCA
ATGCCCTTGGTGACTTCATCCTTGGTAGCCATGTTCTGCACCTTTCGTGTGGGTTAATCG
ACGCCGCGGGTTGCGGTCGTCGGAAGATGACGTGAATACCGTACCACATTGCCTCTCCAC
CTGTCTATGACCTGCGTCTTTTGATCTAATCGGCGCGTTGTTGTTGTGAACCTGTGAAGA
TGTGATAGTGTTTCTCGTGTCACCACCCAACGACCCACCCGGGTCACAACGAAAGGGCAC
CACACGATGAACACTCGTTCCGCTGCAAACCTCGTCGGGATCACCCCGAAGCAGCTTCGT
TCCTACCTCCGGTCACGTACCGACCTCATCCCCGCCCCCGCAACGGGGAAGCAGTACGAC
CTCACGCTCGAGCAGGTCGAGCAGGTGAAGAAGGAGTACTGGGAGCTCAAGGATCGCTTC
ACCAAAGCCGCCGACGATTGGCAGGGCAGCGATGACCCTGGCATGTCGCTCGAGGACCTC
GCCAACCCGTCCGCTCGGGAGCAGTTCGTCGCACTTCGTCGCGAGCGTGCTCAGCGTCTC
GACGCGCTCATGCGCAAGGCGGGCATGACGCTCGGGCAGATGGGCGATGATCGCCTGCTC
GCCAACGGTCGTATCCTCGCGCTCGAGGCTGCCGAATGAAGGGCGATGACCGGGCCATCC
TGCTCGGCTGGCTCCTCATCCTGTTCTTCATCGCGTACATGATCGCGCAAGTCGTGCGCG
TTATCATCTGACACAACCACCAAGAGAGGGCCTCAGCGACAAGCTGGGGCCCTTTCTCAG
TAGTCGCTAGTCACGACGCGGCCGAAGCACCTCGAGGGCCTCAGGGACCGAATGAGCGAC
GACTACGCGCCCGCCCGCTTCACGGATTCGATCCATCACTCGCTCCTGAATCTTGGAGGG
CCCGTTGCCGGGCATCTTGACCTCCACCGCGATGAAGCGTCCGTGCCATACGCCGATGAG
ATCGGGAAGGCCGGCCATCATCGTTGGGCCGCCGTGAATCTTGAACATGAACGCGCCGCG
CTCCTCGAGCGCCTTGCGAATCTGTCGCCCCAGCCTAGCTTCAGGTTGGCTCATGTGTGG
TCCTCCCTATCGAACTGAGCGGCGAGGTCTGCCTCGTCGTCCTCGTGTGGGTCGGTCATT
GTTGGCTCCCTATGGGAAGAGGCGGGGCCCATGCGCTTCCCTTCGCACGAGACCCCGCCT
CAGGTTGGTGTGGGTCAGAGGTCGTCGAGGTCCAGCTCGTCGTCCCCGTCCTCGTCCTCG
TCGTCGTCCGTCGGGGCGGGCTCGTCCTCGTCGCTGTCGTCCTCGTCGTCGGCTGCGGGA
GCGTTACCCTCGTCCACCTCGGCGAGCGGGATCAGCGAGTCGATGACCGACTTGAGCTTA
CCATCGTACTCGTCGTCTTCGAGGATGATCCCGAGGTCCTTGCCGATGAGCTTGGACGCG
TCGATGGTCTTGACCGACTTGGGCACCGAGACACCCACAGCCACGAGGACCTGACGAATC
TTCCACGCCTGCTCAGCGGTCAGCTGGCAGTAGTACGGGTAGGACGCTCCCGGGTGTGAC
TTCGGCACGATGATGAAGCACCACTGCGGGGTGCCCGTCTTCTTGCTGTTGCCGGCCTTC
ACATCCTTGATGGTCGCGGCGTACTCGCCGGCGGGGAGCTGCTTCGGGCGGATACCCGAG
CCCTCCGAGACATTCGAGAAGTCGATCTTGGCGACGAGCGGCTTCGCCTTGGACACGGTG
ACTCCCTGAGACTTCTCAGCCATTTACTTGCCTTCTTTCTTGGGTGGGTTGGGATCGCCT
GTCCGGATGGCCCGGATCAAGCGGGGTACTGTTGGGTTGGAAAGGTATTGCGGCAGAACG
TATTCCGACCGGTAACCCGTGTCGTAGATGGCCGACGGTTCGAGCCACAGGCGGCGACGA
ATCACCGGCTTGTCCCCGCTGTCATCCTTGACGGTGTAGATTCGCCCGATCACGTCCACC
AGCGCGTTGACGGTCGAGCGTACTCCCTTCGGGAGGTCCGGAACGTATTGGACGGCAGCC
TCTTCCACATCCTCGTCCTCTTCACCGTACCCGCCGGCTTCGATCATGCGCTCCTGCGCG
GTGTAGATCGTTCCAATGGGTAGGTTCTGGAAGTTGTGCAGCATGCCTTTCATGAGCTCG
CCGGCCTTGCCGTAGTCGCGCTGTTGCACCATGCCCGGCTTACGACTCAGGTCATGCTCC
TCAGCCTGCTCCATGACGAAGCGGAGAGCCATGTTGCTGAATCGCGTGAGTCCGTCGAAG
GCCACATAGCGGTACTCATGGTCTCCCGAACGAAGGAACTTGTAGACCTCATCGAAGTCC
TCCCAGCGTTCAATCGGCCACACGTCCGGGTCCACCTTGGTGAACTCGTCGGTACCGTGC
TCGGTAGTGGGATCGAGGATCAACACTCCCGGGGCAGTGGTGCAGAATCGCGTCTTGCCC
TTCTTGTTACGGGCATAGACAAGAATCGACGGCAGCCGCTGCTTCTGCTGTGACGGCTTC
TTGATCTTGGCCTTTGCGATGGCGCTGTAGTCCTTCGTGGTTGCGGCCCGAGTCACTGCC
AATTCCTTACCTCCTTTCACTTATCTATATTACCGGATGATGGCTCAGGGGAGTTCGCCG
TCTACAGTGTTGCCACCTTCGTAGTACGCGAACGGGTCATGGGACTGGAACTCGCGACGA
CGTACGCCTTCAGCGTCCTGACCAGCGAGCTCAGCGATACACAGGGAGCGATACGAGCAC
CACTCACAGTTGCGCGATACCGTGCGCTCTACGGGCATCTCAGGGTCTTTCTCGAGCGCC
TCACGCCATCGCGCGTAACGGTCCCCGGTGCGGGAGATATCGTCAATGACGCGCTGGATC
ATGGCGTCGTTCTTTTCCATGAGATCACGACGGAACATGGGGGAGAGCTGAACCTTGTCA
CGGTCGTATCGCTCCTCTTTGAGGCGAGCGAGCAATGCGATCACATCATCGTCCTCGAGC
GCGTCATGAGCTTTCGCGTCAGCGTACGCAGTCGGATAGTCGGTGTGTGGTTGCTTCTTC
AGCAGCCGACCATCACGAACTCCCCACCTGAGGGGCTGGGGTGCCTTGGGGACGATGTAG
TTCCAGATGAACCCATCGACCGGAATTCCGCACTGACGAAACATCCAGATGTAGTAGGGA
GACTGGAAGTCGAGCAGTCGGTAGTCCGTTCGGGGCAGTCGATTGTGGGTCTTGTGATCG
ACCGCCCAGAGACCGTACTCGTCCTCGATTAAGAGGTCGGCCTTGCCCTGTCCCTGCATT
CCATTCGGAAGCTCAGCCTCGAGCTTGATCTCTACCTCGTGAACCTTCCACCCGGCGTCC
TTGCCGTAGTGCCACTGGTAGGCTTTGAACAGCTGAGCCATCTCGCGGGGGAGATCGCCG
AGAGCTTCCTTCTCCTCATCGAACAGCTTCCCGAACTTGGCCACCTCGGCCTTGTGAGCG
TCAGTGACGGACTCACCCTTGTACTTCGCCTCGAGTAGTGCGTGGAACCACGATCCGCGA
GTGAGCGGCTTGGCACGATTGAGCTTGGGCCCGATCAGGTCCACGTGCTTGTACTTCGTC
GCCTGCTGACAGCCCTTGAAGGACTTGATCAGCGAGTTGGTGATTACGAGATCAGTCATG
CTGTGCCTTCATTGATTGGACGGCTTCGAATGTTCCGCACTGGTCACATTTGTAACGATA
AGTAGGCATCAGTTTCACCACCGCCGATTTGAAAGATCGAAGGTTCCCACATCTACACCG
ATAGCATCGCCAACCATCCTTAACGCCCAATCAATGGACTCCTGGGTCACCTGATACCAG
TCCACGAGCGGGCAACGCTTATTCCAATACTCAACAATGTCGGCTAGACTTGCATCGGCG
GGTAGGGGTTTGTGGAGTAGTGGTACACGGTTAACGACCGTCATTCGCAGTCCTCTTCAT
GAGTGGTGCTCCTTAAGCCAGGCCCGTAGTTTTTGCGGGGATTCAACGATATCACCGGGT
ATCTCAGTCTTGTGACCCCAGTGCTGCCCGACTGCAATGTCGCTCACGATGGGCACCTTG
AAGTGGTACCCGAAGAGCTGTTGTGTGGGCGGGTTCTCCATTACCTCCTTGATAAGTGGG
ATGACCTCCTCGAGCTCGTCATCTGGACACTCGAAGTTGATGGCGTCGTGGACCGTGCCG
ATAGGCGCAGCCTTGAGGCCTCGCTTGCGGAACTCACGGTCGAGCAACACGAGCGACAGG
AGACACAGGTCCGAGGCGGTTGCCTGCACGGGTGAGTTGATTGCCTGACGCTGCGCTTCA
GCGACGACTCCCTCGTCCTGTGAGTCAACGTCCGGGAGGTGCCTAACGCGTCCCAGCGGG
CTCTGTACGCGCTTGTACTGAGTGACCAGGCGTCGCTGTCGCGCGTGCCAACGAACGAGC
ACAGGGAACTGCTCGAAGAACGCTTTACGAAAGTCCTGCGCTTCGCGTTCGGTGACCTCC
ACACCATAGTTAGTGTATGCGGTCTGGATGAACTTACGCCAGCCCATGCCATACAGGAAC
CCGAAGTTCACCGCCTTGGCTTTCTTGCGTTCTTCTTTCGTCACCTGATCGGCGGGCTTG
CCAGTCATCCTCATAGCCATGGCCATGTGAATGTCCTCGCCACGTGAGTACAGGCCGAGC
ATGGTCGGTTCCTGCGCGAGCTCGGCAGCGATACGCAACTCGATCTGTGAGTAGTCAGCC
TCGATAAATGTCCACCCCGGTGCAGCGCCGAATACGCCTCGGATGATCGGGTCACGAGGG
ACCTGCTGCAGATTCACACCGCGGACTTTCTTTGCACCCGTTACCTTGTCGGCATCCGCC
TTGCCCGAGGAGAGTCGACCAGTCACCGTGCCAGCGAGCTTGAATGTGGTGTGGAGTCGG
GACTCGGGCGTGAGCAGTTCCTGATACGGGATGATGAAGCTCGAGTTGAACTTCTGCCAC
TTGACCCGCTCGAGCAGGAGCTTGGCAATGTCGTGGTCCTCAGCGAGCCTCATCATCACC
TCTTCCTTGGTGCTCGGACCAGTCTTGCCCTCCTCGAGGACAGGGAGACCTAGATGCTCG
AACAGCAGCCATCGCAAGAACTTTGACGGGTTCCAGTTCACGGTCATGCCGTCGGGAATC
TCGTCGGGCACGTACTCGCTCAGTGCGGTGTGGATTCGATCAAGCTCGGCCGCCACCAGC
GTCGCAGATTCCTCGAGCTTCTCACGGTCGACGTAGACGCCGCGTCGTTCGATGTGGACG
AGGGACTGACTCGCCGGCATAACGAGCTTCTGCATGAGACGCAGGGCCGGTGGGTCCTCA
GTGAGCTGCTGGTGAAAGAGATGGTACAGGCGCATGGTGTGCCAGGTGTCGTACGCGTTG
TACTTGAGAATCGACTTCAACGGGTGCTGGTGATACCACGGCTGAGACGTTCGACCACCC
TTGATCTGGATATCCCACTCAGGTGCGTTGAGCAACACACGAGCCAACGGCTTGAGACCT
TTGGCACGGTTCTCATCAAGTAGGTGAGCGGCGAGCATAGTATCGAAGTTGACGGGCACC
GCGGCGTCGAACTGCACCATCCAACGGCAATCGAACTTGGCATTGTGAGCGATCCGCGTA
GGAACCTTGCGCATATCGCGAGCGATGATCTGGAGGACGCGCTCCCACTTCTGTGACCAC
ACCGAGGCGCGATGGCACAGCGGTACAGCCCAGCAGAGGTCGGGTCCTTCCTCGCGCGAG
ATCGTCAGGGCAAGAGACACGATGAAAGCGCCCTCAGCTCGCTCGTCGAACCCGGAAGTC
TCCAAGTCGAATGCGACTGCGTTGGCGCCGCGTAAGTCGCTCAGCAGGGCGCTGAGGGTG
CTCTTTGACGCTGCTACACGTACACGCTCGGGTAGCACACCGTCAGCAGGCTTCTCGCCG
GTCATCGTGCGAATGATCGCCGCAACGTCAGCGCGCAGCAGTGCACCCTGTGACGGGTTA
CGCTCGACGGCTGCCGGGGCAAGGGAGGCGATGAGCGGAATACCCTTCGCCTCGAGGTCC
TTGCCCCGCCACTTCATGATTCCCGAGTGACCGGTCGTTACGAAGAGGGCCTCGTTGCCG
AGAGCCAAGATCGCGTCCGGGCGTTCACCTACCTCGAGCAGTTCCTCGAAGTCCCCGCGC
AGCTCACGGAGGAGAGGCTTTGTGAAGTCCCCGCCCTCAGCGACCCGCCGGTGTGGGTCG
ATACCCACGAACCGCGGGACGACGGCAGAACCATGGAGTAACCCCTCGATGTACTCCTCG
CTCCTACCGCGGAGGCGATACTTGGACACGATCATGAGCTTCAAGTCAGACCCCTTTGAC
GAACCTTGGCGGGAAGGTGAATTGGACGGACGGTTGCACAACAGAGACGTTAACACCGGC
CTCCTCGAGCAGATTGATCCCGGCCTCGTCTCGAAAGGGAATGTAGAAAGTCACCTTCGA
GATTCCCGCGTTAACGAGCAATCCCGCGCAGGACACACAGGGCGAGTGAGTGACGTACAC
CTCAGCTCCGGCCAAGGAGACGCCGTACCGCGCCGCTGATGCTATGCAGTTCACTTCGGC
ATGAACCGCACGAGTGCATGGCTGCTCGTCCGTGTGGACACAGTGGGGCATTCCAGCGGG
AGCCCCGTTGTATCCCGCCGCGAGCAACTGGCCCGAGCGCACCGCGATAGCTCCGACGTG
CAGCCGTGAGCATGTGCTCCGCTGAGAGATGACGGTTGCGAGGTCGATCAGCCACTGTTC
TCTCCCGATTCGCTCAGTCATTGACCCAAGCCTCCGATGAAGCCAAGTGACCGACGAGCC
ACACACCGCTGACAGGTTTGCCGTCAAAGCTGAAGTTGCCTGGGTCGGTGTACGCGGTCG
TGTGGTGACCTCCCCGGATGTAGCGCAGCAAGTCGTCCGGGGCAGCGAACACTGCATCTC
GGTAACCGGGGTCCCAGAATCGCGTCCATGACCAAGCAAGCTTGCGGTCGATCTCGTCGC
GGACGTAGTCGATCCATTGGCCCGGATCATCGAGGTCGAGAGCCCATAGCCAAGGGGCGA
TGGAGCGCAGCGGTGACTTGGGGTGGAGATAGGCGATAGGGTCCCACGACCAGTTGATGG
TGTACGCGTCGAGCATGTCCTTGCCCGCCTCGAGCACGACTTCATCGGAGATTATCCCTG
AGACGATACCATCGTAGATGAACGGCATGCTAACTCGACGCCCGCCGCCGGTGTTCATCA
GGTACTTGGTACCTGGGTTGGCGAGAAGAATCATGCGGTCGATGTTCTTCTTGAGGTACT
CATCGTCACGGATGGCTGTGAGGAGCACGAGGCACCCGAGCGAGTATCCCGCGGTGATGA
TTCGAGCCGTCGGGTCGTTGCTGCGAATCGACTTAATGTGCTCCTTGAGGGACTTGACCC
CGGCACCGATGGACATAGCGAGCGAGGTACCGAAGAGGTCCCGTCCTTCATTCGCAATGG
CGATGGATGCCGGATAGGGGATATCCACGTAGGTCATCGGGACAGTGGCCTCGAGGTAGC
CCTTGTAGAGCATGTTGTTGGCGGAGCCCTGGGCTTCAGCCGTGCCTCGGAGAGCGAGAA
AGTAAGTGCTCATCGCTGGTCCTCCCCGAGTGCGACACGGTGCTTAGTCGACTTCGCGTG
ATCCTTGGCCCACTCATCGCGCTTGCTCTCATCCTCGAACGGCAGAGGTCGAGGGGGAGT
GCAGTCCAGACACCGAGCAAGGTAGTAGGTCTTCACTAGTTAGTCCCTTCATATCGCCAC
GCGTCCGCGGTGAACATGTGGAGGTTGGAGATGAACATGGTGAGGTCACCGACGACGGGC
AAGCCCATATCGCTGGATCGGCAACCTTCGAGATGGAGCACGACGTGCTGGAGCAGTCGT
CCAGCCATGTAGACATCATTCGGCAAGTGTCGAGTGAGGTCACACGAGCGGATGAAGTAC
TTCAGGTTTAGCTGGGCGCCGTACCGGATGAAGTGGTAACCGAGCGTGCAGGGAACTCGT
TGCCCATCAACGGAACCCGTGTCCTCGGGGAACCAGATGGGCAGGTATGCCTGCCTGGTG
AACGGGTCCCGCTTAAGCAGGTCGATCACGTCCTGGAGGTCGCCGTAGTCAAAGCGAATG
CCGCTCATGGGCTGGGGGAACTCAGGGGTCCCACCAGCGAGCTTCGGCCACATACGTTCG
GGGTAGGTGTGGTCGAAGGGGCTCTGCCGGTTATGGCGATTCTTCCAACCCACTCCCTTG
TACTCCTCCTTATACTTCTCGGAGTGCCAGGGCCAGTCAATGTACGAAGGAGCCGGGTTC
AGCGGCTGACCGGAGACACGTTCCTGGAAGTGAGCCTCGGCCCACCGGTAGTTTCGGACG
TTCTCGTCCTGCTCGGTCAGAGGATGGGAACCGATCTGATAGATCGACTCAGCCCAGAGA
GTCTCGATGGCGGGAACATCGAACTGAAGAATAGCGTCCTCGAGTTCGTACACTGGAGAG
GGAGCGACACCCGACTGCCACGAGCCTCGGTCCACTGGTGTGGTCAGGAGAAGCTCACGA
GCCAGAGTCTTGCGAAGAGAAGGGAAGTCGTTCTTCGTGAAGCGAATCATTCTAGTCCAA
TCTTCTTGAGGGTGAGGGAAGAGATCGGGGTCGAGGGCAACGGGCGAAAGGCCTTGTTAT
CATCGGTCTCGAACTTCTTAGCATGATCGTATCCGAGCACCTCCGAGTGGTATCGCTTCC
TCAGTCGTTGGTAACTCACGAACTTCTGCATGTCCCGATACAGCACGCCCTCAGCGTCCT
GCTGACGCCAGCGGTTGAAGTGCTTGAGTGATCGCGCATGACACACGCGTTCGGGCGTCT
CAGGGAAACTCAGGAACCGTTCTCGCTGCTCAGGATCGCCGAGCGCGAAGGCGATAGTCC
TGAACTGGTGGAACTGCGCGGTCTCGATGAACCACACGAACCGGAATGACTCGAGAGGTA
TGCCCACCACATCGGCGGCAAGGCGTCCCAGGTGATAGGCGACGCCCATATCCAGCGGGC
TCAAGTAGCCCACATAGCACGCACGAGAGTGCAGGGTAATAGTAGGCTTCGGGGTCAGAG
ATATGGACAGAGTCAACATGCAAGACCCCAGATTGCGGACCGTTGACTTGCCGCCCGTTC
GAGACGCCACCCGGTTCGTTCGGAGAACCGGTCGTCCTGGCTTGTTCGCTTTCACTAGAC
GCTTGTCTATCAGGTTTAGCCATTGAGTGACCTCCTCCGGGTCGAGGTACTGACGGACCA
TCATCGTCCACCGTGAGGGGGGGACCCAGACCCGCTTTAAGTCGTAGTTGAACATCATGG
AGTCAGCCTCGAGATAGACATGCTCCAGTACCCCGTCCATGCCCGTGGTGAAGTCGAGAT
GGTCAGCGGTCGAGTAGAGCAATCGCTCGGCCAACTTGTCATGCGCCTCGTGCATGGTCG
GGGCACTGATCTTTCTCACTACAGACACTCTCCTCGGTGATGAGTGAAGCAACCGGAGCA
CAGGTCTCCGTATGCGGTGGCGGGTACTTCGAACATCGGGCACTGAACGTGGACAAGGCG
CTTATACCCAGTGTAGTGCACGAGGTCTCCTACGTGGATACTTTTCTCGCAGTCGAGGCA
CTTCCCGCCGAATCTAGCTTCAAAGGTATGGGACCCGGAGTCCGTCAGCTCCTCGATATC
GTCCGGGTCATATTCGTACAGCATGCCCACGTCAGTACCCCGTGTCTCGTCTCTGTTGGT
TAATCAATGCTTTTCTAAAATACTGTCGGAACACTTCCTCGGGAGTCACGCCGGCGATGA
TGTGCAGCTCGATGAAGAAGTGCCACGCGTCGGCCAGCTCCTCGAGGAACGCCTCCTTCG
ACACGTCCTTGAAGCTCTGCTTCCACGGCTTGTTCTTCAGGTGCCCGATGGCCTCATACA
GCTCCTCGACCGTGTATCCCGCGTGTTCCCTGATCTTCGCCTGTACGAGCGGATGATAGA
GGTCTCCGTGCATGTGCTCGGGAACGGTCGGTGTGGTGTGCTGTTGCTCGTCGTACGCCC
GCATGTGCTGCTGCTGCTGGGCGAACATCGTGGACAGGATATCGGGCACGGACGAGACGT
TCGGGTCCTCTTCCCAGAACTCATCGAAGTCGTCGCTGGTGTGAGTCCACGGGATAGAAA
TTGCAGTCACAGAGTTTTCCTCAATTCTGAGAGTAGGGAGAAGTAAGACGGAGCATCCGT
GTAGTCGTACACGTACACCCGTCCAGTGTATTGCACCACGCGGACCATGTAGGCCTCGTA
GATGCGGTCGATGTGTTCGGCGACGCCGGGCATCTGCTCTTCGGCCCCTAGGTTCGCTCG
TACGCGCTCGAGTGGGGGCAGGCACACAATCACCGTCGTTGCCGCTGTCATCGCCTCAGC
GAGCCGCTGAGCGTCCGGCGTAAGGAAGCCCGGGGCAATGTCACGCCCGAGCTCATGCGA
GTAGATATACTCCGACCACATCGGGTGCCGGTCGTAGATCATCCCCGGCATGATGAGATC
GAGAGCGCCTGTCATCACCTCGGCCCAGAGGTCCTCCACGGGACCCCCAGTCGAAGAGCA
GAAACGTGGAGCCAGCTTCACCTGAGGGAGGTCCTCAAGCAGACTCTTGATGAGCGTGGA
CTTACCTGCGCCGTCAGGGCCCTCGACGATAATGCTCATGCGAGGATCGCCGCCTTGACA
CGCTCAGCCTGCTCCTCGTTGAGATACGGAAGCTCGGACTGAATGGTCTCGATGGTCACC
CGGTCGCGGGTGATGACTCCCTGGTCGAGGAACTGGCGAGCAGACTTGATGTAGCCCTGG
ATGATCGTCTCCTCAGCTTCGTCATCGCTGATGGGCGAAGTGTCCAGCTGGACCGTCGCG
GGAGCGGTGATCGGAGAGACGACGTTTGCAGCGGGCTCGGGCTCGGGCGGGCTCACGGAG
CATGCCGGCAGGGCGAGCAGTGCAGCAACGGGAAGGACGAGCAGGAACTTTCTCATGACT
TACCCCTCAGTAGAGCGTACGGATTCTTCAGTACTTCCTCAGCGACGTTGCCGTCGTTGT
GGAGAGTCCTATACAGGAGTGTATCAACGGTCCCCTTAGCGAGGAGATAGGTATACGTCG
TCGCCTTCTCGCTCAGCGCGATTCGGTCGCACGCCTGCGAGTAGTCGACCCACGAGTTCG
TGAGCGAGTACCAGATCATGTGGCTGGCGGTGGACAGGTCGATTCCCACACCACCTGCTT
GTGGATTCATAGCTGCGACAGCACAGCCGTCGTACTCCTTGAAGTTCTTAATATTAGTAG
TGGTCTCCTCCCGCTTCTGCTTGCCGCGAATCTCGTAACACGGCACTCCTTTGGACCGGA
CCATCGCGGCGATGGCGTCAAGCTCAGCGCGGAACCTCGCGCATACGACCACCTTCTCGT
CGTTCTCGATGGCCTCGTCTATGTAACCCTCGAGTAGCTTGAGCTTGTCGTTACCAACCG
GGATAACCTCCTTGTCCGGTGTGGTAGCGAAGCCGCCCGTCACCTGCATGAGTCGGAGGG
TGAGCACGAGAGGTATCGACGCCTCGACCGTGTGGGTCTCCTTCATGTGCTCAATCTCAG
CGATCATCTGCTCAGCGAGCTCATCATAGACAGACCCGGTCTCGTGTGACAGGGAGAAGC
GAACCTCGTTTACCGTCTTAGGCGGGAGGTCAAAGCATTCGGATCGCTTCACCCGATAGG
CGTCCTTGTGGATCATCGCATTCAGCTGCTCAGTGTGCTGCACACGGATGAGCTGCGGGT
AGCCGTTGCGCTCGGTCCACTTGCCGAAGTGCTCCTTAAAGTCCTGACTGGTTGGCCACT
GGGCGAAACGGTCCGGGTTAAGGAACTTCCACTGCATATAGATGTCGAAGACCCGTGTAG
CTTTCGTGACCGGCGTACCGGTGAGGATTAGCCGATAGTCGAACCACGAGCGCATGGATA
CGATCATGGACGCCGCACGACCAGAGGGAGACTTGATCTTATGTGACTCGTCCAGGATCA
TCGCCGCCGGGTTACCGTCGAGCCATTTCTCGATAGCCGCTCGATGAGCGAACCGGCCCT
TGGTCTTGCTGCGTCGACCGGAGGGAAGCTTCGGCCCACTAATCGCAAAGGCCTCGTAGT
TGACAAGAACCACCGACAGGTCATAGGCCGGATTGACCTTGGGCAGGGGGGACTTTCGCG
CGTCCTTATCCCAGATATGTAGGTGGTAGTTCACCGGGCAGTGGACATGGAACTCGTGGA
CCCAAACGTCGAGCACTCGAGCCGGGGCAACGATTACCGCACGGTCGAGCTTGCCGGCAA
GTGCAAGGGCGCTCAGATAGTCGATAGACACCTTGGTCTTGCCGGTTCGGGGTTCCATGA
GCAGCGCGCACCGTTTGAGCTTCAGCGCGCGACTGAGGGCCTTTCGCTGATGAGCGTAGG
GCTTTGTCTTGAAGGGGTAGGGTCTGCTCACGCCTTGTGAGCCTTCCCCATCTTGAAGCC
ATATCGCTTGAGGCGGAGAACGTAGTCGACCTTCTTACGTTTCTGCGACACGTGGGCCAG
GCGGTCGCGTTCGAGAGCCATAGCCTGCTCGAGCCCCGGGAGGTCCCGGGGAAGCCCTCC
GGCCGGACCCAAGTCCTTGCGCTCTCGCTTGTTGCGGCGTCGAACATTCATTACTTGACC
TCAATCGGGTTGGTGGACATGAACTCACGGCCGATGGCAGTCTCGTACAGAGCGACCATG
GCCAAGCGTACGATATCCGCGTCTTGGGAATCGTTCGCAATGGATACAAGAGCGAGAAGC
AGCGCGGTCACATCGTCCGCGTCTGCGGTGACTGTGTCACCCATGAGGAGTGCCTCCAGG
CGTGGTAGGTCCGCTGTCGTCAAGCAGCGGATTGATGGGCTCCCCGAGGGGTGGGACGAG
GAAGCCGGACAGCTTGCGCCCACTGGGAAGCTGGATATCCAAGTGGGGTGGTTGTCCGAC
CTGAAGCTGGACACGTCCAACGAATGTCCGTTCCCGGCGTACATACCCGAACCTTTCCAG
AGTGAAGTCGGCGATGGACTGAATTATTCCGCCGATCATGTCCCCACCTTCTTCGAGACG
TACTCCAGTGAGATGCCGCAGAAGTAGCAGCGCCTCATATGCTCTACGATAACAGGAGCG
TCCCGCAAGGCAGGGTGGCTCTTACCGTACAGCTTGAAGATACTCGGGCGCCGGCAGCGG
CCGCACCAGTCCTCCGCGGGTGACATGATGTGAGAAGCGAAGTCTGGCACGGGAGCGATC
CGGTTCTTGCAGAAGATCGAGATATCTCGAATGTCTTCCCGCGCGAGGAGTTCCTTGCCC
TTCCTGAACGCCTCTGGGAACGAGTCACGAAAGACCTTGCCGTACTTGCCTTCATGAGAG
ATGGCGACGATGGCCCACTGTGGTGTGGACGACATGAACGGGCGCGGAGCTCGCTTGAAG
TACGCCTTGTATTCCTCGTATGAGAGTAGGTCACGTAGTGTTATCGGTGTGATCGACATA
CAACGATCATATGAGAAAGGAGCTCG