Genomic Resources - Ricebean Portal

Integrated genomic strategy for accelerating domestication of
ricebean (Vigna umbellata) under genetic enhancement of minor pulse

Gene Details:

Gene ID	Chr. No.	Start Position	End Position	Function	View on
Vu_12044	LG3	9494609	9542981	PREDICTED: proline-rich receptor-like protein kinase PERK8	Map

Annotations

category		relationship type		keyword

SNP	Position	Effect	Amino acid change
A/T	9494673	missense_variant	p.Phe381Tyr
C/G	9494775	intron_variant
G/A	9494792	intron_variant
G/C	9494920	synonymous_variant	p.Gly342Gly
G/C	9494983	intron_variant
T/A	9494988	intron_variant
T/A	9494993	intron_variant
T/G	9495009	intron_variant
G/A	9495010	intron_variant
T/A	9495117	intron_variant
T/A	9495489	intron_variant
A/C	9495498	intron_variant
A/G	9495649	intron_variant
A/C	9495654	intron_variant
G/A	9495660	intron_variant
C/T	9495668	intron_variant
T/A	9495684	intron_variant
A/T	9495686	intron_variant
C/T	9495687	intron_variant
A/G	9495703	intron_variant
G/A	9495718	intron_variant
T/A	9495729	intron_variant
T/C	9495750	intron_variant
C/A	9495789	missense_variant&splice_region_variant	p.Lys254Asn
T/A	9495790	missense_variant&splice_region_variant	p.Lys254Met
C/G	9495793	missense_variant	p.Cys253Ser
C/G	9495830	missense_variant	p.Asp241His
G/A	9496016	intron_variant
C/G	9496026	intron_variant
A/T	9496102	intron_variant
A/T,*	9496536	intron_variant
T/C	9496582	intron_variant
T/C	9496691	intron_variant
T/A	9496693	intron_variant
A/T	9496698	intron_variant
T/A	9496720	intron_variant
G/C	9496729	intron_variant
G/A	9496730	intron_variant
T/A	9496796	intron_variant
T/A	9496877	intron_variant
T/A	9496881	intron_variant
A/G	9496888	intron_variant
C/G	9496903	intron_variant
G/A	9496909	intron_variant
A/T	9496917	intron_variant
A/G	9497118	intron_variant
A/*,T	9497141	intron_variant
A/C,T	9497144	intron_variant
A/T	9497321	intron_variant
T/C	9497325	intron_variant
G/A	9497326	intron_variant
A/T	9497356	intron_variant
T/C	9497358	intron_variant
T/A	9497359	intron_variant
C/T	9497361	intron_variant
C/A	9497369	intron_variant
T/A	9497370	intron_variant
G/A	9497395	intron_variant
G/T	9497411	intron_variant
C/A	9497419	intron_variant
G/A	9497421	intron_variant
C/T	9497425	intron_variant
G/A	9497446	intron_variant
A/C	9497460	intron_variant
A/C	9497483	intron_variant
C/T	9497495	intron_variant
T/C	9497505	intron_variant
C/T	9497513	intron_variant
C/A	9497514	intron_variant
A/T	9497532	intron_variant
A/G	9497534	intron_variant
C/G	9497561	intron_variant
G/T,*	9497583	intron_variant
A/C	9497626	intron_variant
T/C	9497639	intron_variant
T/C	9497689	intron_variant
T/C	9497940	intron_variant
C/T	9498020	intron_variant
A/G	9498075	intron_variant
T/A	9498079	intron_variant
A/G	9498216	intron_variant
T/C	9498257	intron_variant
A/G	9498289	intron_variant
C/T	9498298	intron_variant
A/C	9498305	intron_variant
G/C,*	9498360	intron_variant
T/*,C	9498367	intron_variant
C/*,T	9498385	intron_variant
A/T	9498406	intron_variant
C/T	9498408	intron_variant
T/G	9498417	intron_variant
C/T	9498436	intron_variant
T/C	9498455	intron_variant
T/C	9498510	intron_variant
A/C	9498557	intron_variant
A/T	9498575	intron_variant
T/C	9498582	intron_variant
G/T	9498584	intron_variant
G/T	9498620	intron_variant
T/A	9498656	intron_variant
A/G	9498659	intron_variant
G/T	9498680	intron_variant
C/A	9498737	intron_variant
C/T	9498739	intron_variant
G/A	9498893	intron_variant
T/C	9498908	intron_variant
T/C	9498910	intron_variant
G/A	9498922	intron_variant
T/G	9498934	intron_variant
G/T	9498937	intron_variant
G/A	9498941	intron_variant
T/G	9498945	intron_variant
A/T	9498948	intron_variant
G/T	9498949	intron_variant
G/T,A	9498972	intron_variant
G/A	9498986	intron_variant
T/A	9498989	intron_variant
A/T	9498995	intron_variant
G/A	9499008	intron_variant
T/C	9499110	intron_variant
C/T	9499111	intron_variant
C/T	9499139	intron_variant
A/T	9499193	intron_variant
A/G	9499195	intron_variant
A/G	9499228	intron_variant
T/A	9499233	intron_variant
G/C	9499249	intron_variant
T/A	9499257	intron_variant
A/G	9499274	intron_variant
G/T	9499275	intron_variant
A/C,T	9499306	intron_variant
T/G	9499313	intron_variant
T/C	9499337	intron_variant
T/G	9499416	intron_variant
A/G	9499437	intron_variant
G/A	9499527	intron_variant
C/T	9499593	intron_variant
A/G	9499619	intron_variant
C/A	9499635	intron_variant
G/T	9499707	intron_variant
T/A	9499827	intron_variant
G/A	9499925	intron_variant
C/T	9499936	intron_variant
T/C	9499990	intron_variant
G/T	9500080	intron_variant
G/C	9500086	intron_variant
C/A	9500123	intron_variant
A/G	9500139	intron_variant
T/G	9500156	intron_variant
T/C	9500158	intron_variant
G/A,*	9500279	intron_variant
T/G	9500290	intron_variant
G/T	9500305	intron_variant
G/C	9500357	intron_variant
T/C	9500426	intron_variant
A/G	9500498	intron_variant
C/T	9500499	intron_variant
T/C	9500695	intron_variant
C/T	9500768	intron_variant
T/C	9500975	intron_variant
A/G	9500992	intron_variant
T/C	9500999	intron_variant
T/C	9501009	intron_variant
G/A	9501086	intron_variant
T/C	9501088	intron_variant
C/T	9501126	intron_variant
A/T	9501144	intron_variant
T/C	9501156	intron_variant
C/G	9501162	intron_variant
G/A	9501180	intron_variant
G/A	9501206	intron_variant
G/C	9501244	intron_variant
T/C	9501271	intron_variant
G/C	9501288	intron_variant
C/G	9501322	intron_variant
A/G	9501357	intron_variant
T/C	9501366	intron_variant
G/A	9501413	intron_variant
T/G	9501432	intron_variant
A/G	9501521	intron_variant
C/T	9501533	intron_variant
T/C	9501543	intron_variant
T/A	9501553	intron_variant
G/A	9501569	intron_variant
A/G	9501590	intron_variant
T/G	9501600	intron_variant
G/A	9501621	intron_variant
T/A,C	9501689	intron_variant
C/T	9501697	intron_variant
C/T	9501707	intron_variant
T/C	9501755	intron_variant
C/T	9501757	intron_variant
G/A	9501784	intron_variant
G/A	9501852	intron_variant
T/C	9501861	intron_variant
A/G	9501882	intron_variant
T/C	9501886	intron_variant
A/G	9501898	intron_variant
C/T	9501903	intron_variant
C/T	9502044	intron_variant
C/T	9502140	intron_variant
G/T	9502141	intron_variant
G/A	9502154	intron_variant
T/G	9502193	intron_variant
A/G	9502203	intron_variant
T/A	9502369	intron_variant
A/G	9502385	intron_variant
T/A	9502391	intron_variant
A/G	9502408	intron_variant
A/G	9502425	intron_variant
C/T	9502443	intron_variant
C/T	9502470	intron_variant
T/C	9502484	intron_variant
T/C	9502510	intron_variant
T/G	9502528	intron_variant
G/T	9502529	intron_variant
T/G	9502543	intron_variant
A/G	9502550	intron_variant
G/A	9502559	intron_variant
C/T	9502579	intron_variant
C/T	9502592	intron_variant
C/T	9502597	intron_variant
T/C	9502614	intron_variant
A/T	9502627	intron_variant
T/G,*	9502637	intron_variant
T/C	9502639	intron_variant
A/C	9502655	intron_variant
C/T	9502663	intron_variant
T/C	9502689	intron_variant
G/A	9502713	intron_variant
C/T,*	9502715	intron_variant
G/C,T	9502716	intron_variant
G/A	9502717	intron_variant
T/G	9502736	intron_variant
T/C	9502765	intron_variant
T/A	9502777	intron_variant
C/G	9502780	intron_variant
G/C	9502786	intron_variant
G/A	9502819	intron_variant
G/A	9502825	intron_variant
G/A	9502835	intron_variant
A/C	9502905	intron_variant
C/T	9502932	intron_variant
G/T	9502941	intron_variant
T/G	9502965	intron_variant
C/T	9502986	intron_variant
T/C	9503005	intron_variant
G/C	9503020	intron_variant
A/G	9503056	intron_variant
G/A	9503101	intron_variant
T/G	9503113	intron_variant
T/G	9503117	intron_variant
G/A	9503121	intron_variant
A/G	9503122	intron_variant
G/T	9503138	intron_variant
T/G	9503180	intron_variant
G/C	9503181	intron_variant
A/T	9503191	intron_variant
A/G	9503354	intron_variant
G/A	9503467	intron_variant
C/T	9503473	intron_variant
G/A	9503475	intron_variant
C/T	9503479	intron_variant
C/T	9503506	intron_variant
C/T	9503527	intron_variant
C/G	9503627	intron_variant
T/G	9503748	intron_variant
A/G	9503765	intron_variant
C/T	9503778	intron_variant
A/G	9503836	intron_variant
A/G	9503838	intron_variant
A/T	9504044	intron_variant
C/T	9504103	intron_variant
G/A	9504105	intron_variant
T/C	9504163	intron_variant
G/A	9504199	intron_variant
G/A	9504370	intron_variant
T/C	9504372	intron_variant
G/A	9504392	intron_variant
G/C	9504445	intron_variant
A/C	9504540	intron_variant
A/G	9504572	intron_variant
T/A	9504581	intron_variant
G/A	9504613	intron_variant
T/C	9504649	intron_variant
G/A	9504691	intron_variant
G/T	9504700	intron_variant
G/A	9504701	intron_variant
G/C	9504702	intron_variant
A/G	9504703	intron_variant
C/A	9504716	intron_variant
G/A,*	9504721	intron_variant
C/T	9504722	intron_variant
T/A	9504728	intron_variant
C/T	9504736	intron_variant
A/G	9504740	intron_variant
C/T,*	9504749	intron_variant
G/A	9504757	intron_variant
A/T	9504758	intron_variant
T/C	9504767	intron_variant
C/A	9504787	intron_variant
A/C	9504788	intron_variant
T/A	9504794	intron_variant
C/T	9504801	intron_variant
A/T	9504805	intron_variant
G/A	9504812	intron_variant
T/C	9504815	intron_variant
T/C	9504818	intron_variant
G/T	9504820	intron_variant
T/C	9504835	intron_variant
T/C	9504836	intron_variant
A/G	9504862	intron_variant
G/C	9504865	intron_variant
T/C	9504866	intron_variant
G/A	9504871	intron_variant
T/G	9504895	intron_variant
T/C	9504910	intron_variant
G/A	9504940	intron_variant
T/A	9504959	intron_variant
A/G	9504967	intron_variant
A/T	9505010	intron_variant
T/G	9505090	intron_variant
G/A	9505097	intron_variant
T/C	9505158	intron_variant
A/C	9505230	intron_variant
T/C	9505247	intron_variant
G/A	9505260	intron_variant
A/T	9505281	intron_variant
C/G	9505300	intron_variant
A/G	9505308	intron_variant
A/T	9505333	intron_variant
T/A	9505413	intron_variant
A/C	9505422	intron_variant
C/A	9505484	intron_variant
A/T	9505503	intron_variant
C/T	9505515	intron_variant
T/C	9505523	intron_variant
C/T	9505524	intron_variant
C/T	9505584	intron_variant
A/G	9505605	intron_variant
T/A	9505609	intron_variant
T/C	9505647	intron_variant
G/T	9505799	intron_variant
C/T	9505816	intron_variant
C/T	9505825	intron_variant
T/C	9505861	intron_variant
G/C	9505881	intron_variant
G/C	9505887	intron_variant
G/T	9505993	intron_variant
G/T	9506052	intron_variant
A/C	9506054	intron_variant
A/C	9506173	intron_variant
A/G	9506174	intron_variant
G/T	9506176	intron_variant
G/A	9506207	intron_variant
A/T	9506229	intron_variant
G/A	9506314	intron_variant
C/G	9506321	intron_variant
T/A	9506344	intron_variant
G/C	9506392	intron_variant
C/T	9506423	intron_variant
T/G	9506425	intron_variant
G/T	9506446	intron_variant
T/A	9506562	intron_variant
T/C	9506692	intron_variant
G/T	9506780	intron_variant
A/G	9506787	intron_variant
T/C	9506789	intron_variant
T/A	9506857	intron_variant
G/T	9506858	intron_variant
A/T	9506866	intron_variant
A/T	9506872	intron_variant
G/T	9506873	intron_variant
T/C	9506876	intron_variant
G/T	9506881	intron_variant
T/C	9506909	intron_variant
G/T	9507010	intron_variant
T/G	9507024	intron_variant
G/T	9507043	intron_variant
T/C	9507047	intron_variant
T/G	9507050	intron_variant
A/G	9507057	intron_variant
C/G	9507069	intron_variant
G/T	9507076	intron_variant
T/C	9507079	intron_variant
G/T	9507084	intron_variant
G/A	9507089	intron_variant
G/A	9507095	intron_variant
G/T	9507108	intron_variant
G/A	9507111	intron_variant
T/A	9507125	intron_variant
T/G	9507128	intron_variant
T/C	9507131	intron_variant
A/G	9507132	intron_variant
A/T	9507139	intron_variant
A/G	9507152	intron_variant
C/G	9507153	intron_variant
T/C	9507157	intron_variant
G/A	9507160	intron_variant
T/A	9507167	intron_variant
C/A	9507169	intron_variant
G/A	9507172	intron_variant
C/T	9507185	intron_variant
C/T	9507186	intron_variant
G/A	9507189	intron_variant
C/T	9507199	intron_variant
C/A	9507202	intron_variant
A/G	9507218	intron_variant
C/A	9507225	intron_variant
A/G	9507233	intron_variant
A/C	9507237	intron_variant
T/C	9507250	intron_variant
T/C	9507263	intron_variant
G/T	9507265	intron_variant
C/A	9507283	intron_variant
A/C	9507284	intron_variant
C/T	9507294	intron_variant
C/T	9507296	intron_variant
G/A	9507307	intron_variant
C/T	9507329	intron_variant
A/G	9507339	intron_variant
T/C	9507354	intron_variant
C/T	9507364	intron_variant
T/C	9507372	intron_variant
C/A	9507375	intron_variant
C/T	9507378	intron_variant
G/A	9507380	intron_variant
G/T	9507383	intron_variant
C/T,*	9507390	intron_variant
C/T,*	9507418	intron_variant
A/T,*	9507422	intron_variant
A/G,*	9507432	intron_variant
A/G,*	9507438	intron_variant
G/A,*	9507439	intron_variant
G/A	9507456	intron_variant
G/A	9507464	intron_variant
G/A	9507469	intron_variant
A/C	9507476	intron_variant
C/A,*	9507484	intron_variant
T/A,*	9507492	intron_variant
G/C,*	9507493	intron_variant
A/C,*	9507495	intron_variant
A/G,*	9507498	intron_variant
T/C,*	9507501	intron_variant
G/A,*	9507502	intron_variant
C/T,*	9507509	intron_variant
T/C,*	9507517	intron_variant
C/G,*	9507531	intron_variant
C/T	9507556	intron_variant
G/T	9507562	intron_variant
C/G	9507563	intron_variant
C/T	9507578	intron_variant
T/G	9507580	intron_variant
G/A	9507583	intron_variant
G/A,C	9507598	intron_variant
A/G	9507600	intron_variant
C/T	9507604	intron_variant
C/T,*	9507608	intron_variant
T/C,*	9507609	intron_variant
C/A	9507615	intron_variant
A/T	9507621	intron_variant
G/A	9507627	intron_variant
A/T	9507630	intron_variant
C/T	9507633	intron_variant
T/C	9507636	intron_variant
G/A	9507638	intron_variant
C/T	9507641	intron_variant
T/C	9507651	intron_variant
A/T	9507653	intron_variant
C/T	9507656	intron_variant
C/T	9507659	intron_variant
T/C	9507661	intron_variant
T/A	9507663	intron_variant
G/A	9507669	intron_variant
G/T	9507670	intron_variant
T/C	9507711	intron_variant
T/C	9507714	intron_variant
T/G	9507720	intron_variant
T/A	9507725	intron_variant
A/T	9507736	intron_variant
T/G	9507773	intron_variant
G/A	9507783	intron_variant
T/G	9507792	intron_variant
T/C	9507840	intron_variant
A/T	9507843	intron_variant
A/G	9507891	intron_variant
C/T,*	9507972	intron_variant
T/A	9507974	intron_variant
T/G	9508001	intron_variant
G/A	9508007	intron_variant
A/G	9508010	intron_variant
T/G	9508021	intron_variant
G/A	9508029	intron_variant
G/T	9508047	intron_variant
T/A	9508057	intron_variant
T/G	9508069	intron_variant
A/G	9508095	intron_variant
T/C	9508098	intron_variant
A/G	9508106	intron_variant
T/C	9508120	intron_variant
C/T	9508165	intron_variant
C/T	9508175	intron_variant
G/C	9508182	intron_variant
C/T	9508213	intron_variant
A/G	9508214	intron_variant
G/T	9508219	intron_variant
T/C	9508226	intron_variant
A/C	9508242	intron_variant
A/G	9508244	intron_variant
T/C	9508405	intron_variant
G/T	9508504	intron_variant
G/A	9508560	intron_variant
G/A	9508566	intron_variant
C/T	9508594	intron_variant
C/T,G	9508631	intron_variant
A/T	9508654	intron_variant
G/T	9508674	intron_variant
T/G	9508763	intron_variant
A/G	9508811	intron_variant
A/G	9508847	intron_variant
T/G	9508891	intron_variant
G/T	9508938	intron_variant
G/A	9508942	intron_variant
A/G	9508956	intron_variant
T/C	9508957	intron_variant
T/A	9508965	intron_variant
G/A	9508967	intron_variant
C/A	9508968	intron_variant
C/T	9508974	intron_variant
A/T	9509006	intron_variant
G/C	9509027	intron_variant
A/T	9509038	intron_variant
G/A	9509047	intron_variant
G/T	9509087	intron_variant
C/T	9509103	intron_variant
G/A	9509160	intron_variant
C/A	9509168	intron_variant
A/C	9509196	intron_variant
A/G	9509201	intron_variant
G/A	9509202	intron_variant
G/A	9509258	intron_variant
G/C	9509264	intron_variant
C/A	9509279	intron_variant
G/A	9509284	intron_variant
T/G	9509325	intron_variant
T/A	9509351	intron_variant
C/G	9509357	intron_variant
G/C	9509365	intron_variant
C/G	9509388	intron_variant
G/A	9509440	intron_variant
C/G	9509468	intron_variant
C/G	9509484	intron_variant
A/G	9509512	intron_variant
T/C	9509513	intron_variant
C/T	9509549	intron_variant
G/A	9509551	intron_variant
C/G	9509562	intron_variant
T/A	9509637	intron_variant
C/G,A	9509640	intron_variant
C/T	9509645	intron_variant
C/A	9509662	intron_variant
C/A	9509698	intron_variant
A/C	9509776	intron_variant
T/G	9509783	intron_variant
T/C	9509839	intron_variant
T/C	9509947	intron_variant
G/T	9509948	intron_variant
C/A	9509992	intron_variant
A/G	9510000	intron_variant
T/A	9510007	intron_variant
G/A	9510055	intron_variant
A/G	9510095	intron_variant
A/T	9510096	intron_variant
G/T	9510104	intron_variant
G/A	9510122	intron_variant
T/C	9510165	intron_variant
A/T	9510197	intron_variant
A/T	9510205	intron_variant
G/T	9510268	intron_variant
G/T	9510303	intron_variant
G/A	9510308	intron_variant
C/T	9510309	intron_variant
G/A	9510313	intron_variant
A/T	9510315	intron_variant
T/C	9510324	intron_variant
A/G	9510326	intron_variant
A/T	9510329	intron_variant
C/G	9510330	intron_variant
C/T	9510352	intron_variant
A/C	9510358	intron_variant
C/G	9510402	intron_variant
C/T	9510415	intron_variant
T/C	9510448	intron_variant
A/G	9510505	intron_variant
A/G	9510529	intron_variant
G/T	9510601	intron_variant
C/T	9510616	intron_variant
G/A	9510627	intron_variant
T/A,C	9510631	intron_variant
T/A	9510635	intron_variant
G/T	9510642	intron_variant
G/A	9510669	intron_variant
C/T	9510673	intron_variant
G/C	9510685	intron_variant
G/T	9510715	intron_variant
C/T	9510721	intron_variant
T/C	9510787	intron_variant
C/A	9510798	intron_variant
C/T	9510804	intron_variant
G/A	9510805	intron_variant
T/C	9510826	intron_variant
G/T	9510840	intron_variant
C/G	9510858	intron_variant
G/T	9510869	intron_variant
C/T	9510870	intron_variant
T/A	9510885	intron_variant
C/T	9510892	intron_variant
G/A	9510911	intron_variant
C/T	9510912	intron_variant
T/C	9510967	intron_variant
C/T	9510970	intron_variant
G/C	9510978	intron_variant
C/T	9510993	intron_variant
C/A	9510995	intron_variant
G/T	9510996	intron_variant
T/C	9511016	intron_variant
C/G	9511086	intron_variant
C/T	9511097	intron_variant
G/C	9511099	intron_variant
C/T	9511102	intron_variant
C/G	9511132	intron_variant
T/C	9511145	intron_variant
A/C	9511155	intron_variant
A/T	9511171	intron_variant
C/T	9511206	intron_variant
G/A	9511207	intron_variant
C/T	9511211	intron_variant
G/T	9511227	intron_variant
A/G	9511235	intron_variant
T/C	9511238	intron_variant
T/C	9511242	intron_variant
C/T	9511245	intron_variant
T/A	9511273	intron_variant
G/C	9511284	intron_variant
G/T	9511288	intron_variant
C/T	9511296	intron_variant
G/A	9511351	intron_variant
C/T	9511364	intron_variant
G/C	9511441	intron_variant
A/G	9511460	intron_variant
C/T	9511463	intron_variant
T/C	9511480	intron_variant
G/T	9511486	intron_variant
T/A,*	9511496	intron_variant
T/G	9511499	intron_variant
G/A	9511516	intron_variant
T/A	9511521	intron_variant
G/A	9511524	intron_variant
G/T	9511548	intron_variant
A/T	9511586	intron_variant
A/C	9511605	intron_variant
A/T	9511615	intron_variant
G/A	9511625	intron_variant
G/T	9511632	intron_variant
T/A	9511640	intron_variant
T/C	9511670	intron_variant
C/T	9511708	intron_variant
G/C	9511717	intron_variant
C/G	9511722	intron_variant
A/C	9511752	intron_variant
A/G	9511762	intron_variant
G/A	9511780	intron_variant
G/A	9511785	intron_variant
C/A	9511794	intron_variant
C/T	9511808	intron_variant
A/G	9511810	intron_variant
T/C	9511828	intron_variant
C/A	9511837	intron_variant
T/G	9511843	intron_variant
G/T	9511855	intron_variant
C/T	9511905	intron_variant
G/T	9511924	intron_variant
A/G	9511998	intron_variant
T/A	9512027	intron_variant
G/A	9512044	intron_variant
G/A	9512119	intron_variant
C/T	9512151	intron_variant
C/G	9512173	intron_variant
G/A	9512236	intron_variant
T/A	9512305	intron_variant
T/C	9512354	intron_variant
T/C	9512380	intron_variant
C/T	9512393	intron_variant
A/C	9512399	intron_variant
A/G	9512403	intron_variant
A/G	9512409	intron_variant
T/G	9512419	intron_variant
C/T,*	9512431	intron_variant
C/T	9512448	intron_variant
C/T	9512454	intron_variant
G/A	9512465	intron_variant
A/T	9512495	intron_variant
T/C	9512520	intron_variant
G/A	9512523	intron_variant
C/G	9512527	intron_variant
G/A	9512544	intron_variant
T/C	9512584	intron_variant
T/A	9512658	intron_variant
T/C,A	9512710	intron_variant
G/A	9512712	intron_variant
G/T,*	9512748	intron_variant
G/A	9512764	intron_variant
A/G	9512794	intron_variant
A/G	9512800	intron_variant
C/T	9512808	intron_variant
G/A	9512871	intron_variant
G/A	9512932	intron_variant
G/T	9512936	intron_variant
C/G	9512956	intron_variant
G/A	9513002	intron_variant
G/A	9513007	intron_variant
C/T	9513052	intron_variant
A/G	9513053	intron_variant
C/T	9513057	intron_variant
C/G	9513073	intron_variant
C/T	9513075	intron_variant
T/C	9513112	intron_variant
G/T	9513130	intron_variant
C/T	9513188	intron_variant
T/C	9513217	intron_variant
G/A	9513244	intron_variant
G/A	9513250	intron_variant
A/T	9513272	intron_variant
G/A	9513296	intron_variant
G/T	9513301	intron_variant
G/T	9513304	intron_variant
G/A	9513324	intron_variant
T/C	9513365	intron_variant
G/A	9513366	intron_variant
G/A	9513367	intron_variant
T/C	9513370	intron_variant
C/A	9513387	intron_variant
A/G	9513396	intron_variant
C/T	9513404	intron_variant
A/T	9513411	intron_variant
A/G	9513413	intron_variant
C/T	9513416	intron_variant
G/A	9513417	intron_variant
C/T	9513421	intron_variant
A/G	9513433	intron_variant
G/A	9513436	intron_variant
C/T	9513437	intron_variant
G/A	9513462	intron_variant
C/G	9513463	intron_variant
C/T	9513469	intron_variant
A/G	9513470	intron_variant
T/G	9513476	intron_variant
A/C	9513536	intron_variant
C/T	9513594	intron_variant
A/G	9513604	intron_variant
G/A	9513615	intron_variant
T/A	9513623	intron_variant
A/C	9513753	intron_variant
A/G	9513806	intron_variant
T/C	9513823	intron_variant
C/T	9513869	intron_variant
C/T	9513870	intron_variant
G/T	9513894	intron_variant
A/G	9513936	intron_variant
T/C	9513948	intron_variant
T/A	9513949	intron_variant
A/G	9513978	intron_variant
C/T	9514001	intron_variant
G/T	9514043	intron_variant
T/C	9514057	intron_variant
T/C	9514085	intron_variant
G/A	9514086	intron_variant
C/T	9514107	intron_variant
G/A	9514110	intron_variant
T/A	9514150	intron_variant
G/C	9514154	intron_variant
T/C	9514156	intron_variant
A/G	9514164	intron_variant
A/T	9514188	intron_variant
C/T	9514257	intron_variant
A/G	9514259	intron_variant
A/G	9514260	intron_variant
C/T	9514270	intron_variant
G/A	9514281	intron_variant
C/T	9514286	intron_variant
C/T	9514322	intron_variant
C/T	9514344	intron_variant
C/T	9514358	intron_variant
G/T	9514372	intron_variant
T/C	9514376	intron_variant
C/T	9514384	intron_variant
G/A,T	9514386	intron_variant
C/G	9514478	intron_variant
C/A	9514524	intron_variant
C/T	9514534	intron_variant
T/A	9514541	intron_variant
T/C	9514544	intron_variant
C/T	9514545	intron_variant
C/T	9514562	intron_variant
T/C	9514621	intron_variant
C/G	9514642	intron_variant
T/A	9514699	intron_variant
T/C	9514701	intron_variant
A/T,*	9514751	intron_variant
A/T,*	9514752	intron_variant
G/A,*	9514773	intron_variant
T/A	9514844	intron_variant
T/C	9514847	intron_variant
T/A	9514885	intron_variant
A/G	9514888	intron_variant
A/G	9514903	intron_variant
C/T	9514942	intron_variant
T/A	9514943	intron_variant
T/C	9514955	intron_variant
G/C	9515002	intron_variant
G/A	9515028	intron_variant
G/A	9515074	intron_variant
C/T	9515091	intron_variant
C/T	9515093	intron_variant
G/A	9515157	intron_variant
G/A	9515179	intron_variant
G/A	9515185	intron_variant
G/A	9515200	intron_variant
C/G	9515211	intron_variant
A/G	9515227	intron_variant
C/T	9515265	intron_variant
G/*,C	9515276	intron_variant
G/A	9515278	intron_variant
C/A	9515317	intron_variant
A/G	9515394	intron_variant
A/G	9515405	intron_variant
C/G	9515410	intron_variant
G/A	9515434	intron_variant
T/A	9515519	intron_variant
A/T	9515542	intron_variant
G/A	9515586	intron_variant
T/G	9515589	intron_variant
T/G	9515637	intron_variant
A/G	9515701	intron_variant
A/T	9515715	intron_variant
A/G	9515718	intron_variant
A/G	9515723	intron_variant
T/C	9515731	intron_variant
T/C	9515758	intron_variant
C/T	9515773	intron_variant
G/A	9515774	intron_variant
A/T	9515801	intron_variant
T/C	9515825	intron_variant
A/C	9515836	intron_variant
G/A	9515853	intron_variant
G/A	9515855	intron_variant
C/T	9515880	intron_variant
C/A	9515952	intron_variant
G/T	9515974	intron_variant
C/A	9516097	intron_variant
G/T	9516134	intron_variant
C/A	9516218	intron_variant
G/T	9516241	intron_variant
G/A	9516308	intron_variant
A/G	9516370	intron_variant
C/G	9516397	intron_variant
C/T	9516447	intron_variant
T/A	9516454	intron_variant
A/G	9516462	intron_variant
T/C	9516474	intron_variant
G/A	9516482	intron_variant
G/A	9516502	intron_variant
C/T	9516603	intron_variant
C/T	9516618	intron_variant
A/T	9516661	intron_variant
A/G	9516701	intron_variant
G/A	9516759	intron_variant
C/G	9516760	intron_variant
T/A	9516762	intron_variant
G/A	9516778	intron_variant
T/G	9516787	intron_variant
G/A	9516818	intron_variant
A/G	9516863	intron_variant
A/G	9516868	intron_variant
G/A	9516874	intron_variant
T/G	9516901	intron_variant
G/C	9516902	intron_variant
G/A	9516910	intron_variant
T/C	9516916	intron_variant
G/A	9516956	intron_variant
G/C	9517058	intron_variant
T/C	9517060	intron_variant
A/T	9517100	intron_variant
G/T	9517130	intron_variant
T/C	9517136	intron_variant
T/A	9517140	intron_variant
G/A	9517152	intron_variant
G/A	9517171	intron_variant
C/A	9517290	intron_variant
T/C	9517395	intron_variant
A/C	9517467	intron_variant
T/C	9517496	intron_variant
A/G	9517607	intron_variant
T/A	9517642	intron_variant
C/A	9517648	intron_variant
T/A	9517652	intron_variant
A/T	9517845	intron_variant
G/T	9517847	intron_variant
G/A	9517885	intron_variant
A/G	9517886	intron_variant
C/T	9517922	intron_variant
G/A	9517964	intron_variant
C/G	9517991	intron_variant
A/C	9518023	intron_variant
G/T	9518044	intron_variant
C/T	9518088	intron_variant
T/C	9518093	intron_variant
A/G	9518097	intron_variant
A/T	9518166	intron_variant
T/A	9518180	intron_variant
C/G	9518270	intron_variant
T/C	9518305	intron_variant
G/C	9518369	intron_variant
G/A	9518395	intron_variant
C/A	9518422	intron_variant
A/G	9518429	intron_variant
A/G	9518433	intron_variant
A/T	9518509	intron_variant
T/C	9518545	intron_variant
C/A	9518702	intron_variant
C/T	9518721	intron_variant
T/A	9518739	intron_variant
A/G	9518755	intron_variant
T/C	9518766	intron_variant
T/A	9518767	intron_variant
C/A	9518773	intron_variant
A/T	9518778	intron_variant
T/C	9518803	intron_variant
C/G,T	9518816	intron_variant
A/G	9518916	intron_variant
G/A	9519000	intron_variant
G/A	9519079	intron_variant
A/G	9519086	intron_variant
C/T	9519089	intron_variant
A/G	9519116	intron_variant
C/A	9519136	intron_variant
G/A	9519140	intron_variant
T/C	9519144	intron_variant
G/A	9519146	intron_variant
A/G	9519179	intron_variant
G/A	9519287	intron_variant
G/A	9519288	intron_variant
G/T	9519313	intron_variant
G/T	9519357	intron_variant
T/A	9519391	intron_variant
T/C	9519445	intron_variant
G/C	9519479	intron_variant
A/C,*	9519537	intron_variant
A/T	9519539	intron_variant
T/A	9519567	intron_variant
C/A	9519613	intron_variant
G/A	9519628	intron_variant
A/T	9519639	intron_variant
A/G	9519644	intron_variant
A/G	9519712	intron_variant
A/G	9519714	intron_variant
G/A	9519743	intron_variant
C/T	9519813	intron_variant
C/T	9519830	intron_variant
G/A	9519832	intron_variant
T/C	9519838	intron_variant
T/C	9519860	intron_variant
A/T	9519884	intron_variant
C/T	9520019	intron_variant
A/T	9520035	intron_variant
T/C	9520075	intron_variant
G/T	9520136	intron_variant
T/C	9520154	intron_variant
C/T	9520159	intron_variant
G/C	9520162	intron_variant
G/A	9520195	intron_variant
T/A	9520200	intron_variant
T/C	9520203	intron_variant
A/T,C	9520209	intron_variant
A/G	9520211	intron_variant
G/C	9520218	intron_variant
C/A	9520219	intron_variant
G/A,T	9520235	intron_variant
T/A	9520245	intron_variant
C/T	9520265	intron_variant
C/T	9520268	intron_variant
C/T,G	9520271	intron_variant
G/C	9520273	intron_variant
G/T	9520276	intron_variant
G/A	9520285	intron_variant
A/G	9520316	intron_variant
G/A,C	9520324	intron_variant
G/A	9520325	intron_variant
A/G	9520371	intron_variant
G/A	9520402	intron_variant
G/A	9520409	intron_variant
A/G	9520460	intron_variant
G/A	9520494	intron_variant
G/A	9520504	intron_variant
A/G	9520563	intron_variant
T/C	9520620	intron_variant
G/A	9520633	intron_variant
G/T	9520670	intron_variant
C/T	9520697	intron_variant
G/A	9520716	intron_variant
G/A	9520764	intron_variant
G/A	9520772	intron_variant
C/T	9520778	intron_variant
T/A	9520787	intron_variant
T/G	9520788	intron_variant
T/G	9520801	intron_variant
G/C	9520842	intron_variant
G/A	9520857	intron_variant
A/G	9520870	intron_variant
C/T	9520880	intron_variant
T/C	9520883	intron_variant
G/A	9520888	intron_variant
C/T	9520897	intron_variant
G/A	9520906	intron_variant
G/A	9520910	intron_variant
G/A	9520915	intron_variant
C/T	9520919	intron_variant
C/T	9520922	intron_variant
T/G	9520924	intron_variant
C/A	9520932	intron_variant
T/C	9520934	intron_variant
G/T	9520937	intron_variant
T/C,*	9520980	intron_variant
G/T,*	9520981	intron_variant
A/G	9520991	intron_variant
G/A	9521747	intron_variant
G/A	9521748	intron_variant
C/T	9521920	intron_variant
C/T	9522073	intron_variant
C/T	9522096	intron_variant
T/A	9522117	intron_variant
C/T	9522154	intron_variant
G/A	9522186	intron_variant
A/T	9522215	intron_variant
T/C	9522223	intron_variant
C/T	9522299	intron_variant
C/G	9522432	intron_variant
G/C	9522463	intron_variant
T/A	9522480	intron_variant
T/A	9522481	intron_variant
A/G	9522487	intron_variant
G/A	9522490	intron_variant
C/A	9522502	intron_variant
C/T	9522507	intron_variant
A/G	9522539	intron_variant
A/G	9522567	intron_variant
G/A	9522583	intron_variant
G/A	9522704	intron_variant
C/A	9522755	intron_variant
G/C	9522757	intron_variant
G/A	9522776	intron_variant
G/A,*	9522801	intron_variant
G/A,*	9522819	intron_variant
G/A,*	9522824	intron_variant
C/T,G	9522830	intron_variant
T/A,*	9522842	intron_variant
G/A,*	9522848	intron_variant
T/C,*	9522853	intron_variant
G/T,*	9522860	intron_variant
G/T,*	9522861	intron_variant
C/G,*	9522862	intron_variant
C/T,*	9522868	intron_variant
G/A,*	9522874	intron_variant
G/A	9522903	intron_variant
G/A	9522933	intron_variant
T/C	9523013	intron_variant
G/C	9523030	intron_variant
T/G	9523031	intron_variant
T/C	9523059	intron_variant
G/A	9523061	intron_variant
C/A	9523081	intron_variant
T/G	9523109	intron_variant
G/A	9523199	intron_variant
A/G	9523277	intron_variant
C/T	9523312	intron_variant
A/G	9523315	intron_variant
C/A	9523332	intron_variant
C/G	9523363	intron_variant
C/G	9523381	intron_variant
C/T	9523382	intron_variant
G/A	9523384	intron_variant
C/T	9523389	intron_variant
C/T	9523391	intron_variant
G/A	9523416	intron_variant
C/A	9523420	intron_variant
G/T	9523493	intron_variant
G/A,T	9523501	intron_variant
G/A	9523505	intron_variant
T/C	9523584	intron_variant
C/T	9523932	intron_variant
G/C	9523978	intron_variant
C/T	9523993	intron_variant
G/A	9524019	intron_variant
G/A,*	9524044	intron_variant
A/T	9524100	intron_variant
G/T	9524102	intron_variant
C/T	9524107	intron_variant
G/T	9524126	intron_variant
G/C	9524166	intron_variant
G/A	9524341	intron_variant
G/T	9524385	intron_variant
T/A	9524398	intron_variant
G/T	9524402	intron_variant
G/A	9524403	intron_variant
G/T	9524627	intron_variant
C/T	9524663	intron_variant
C/T	9524666	intron_variant
C/T	9524673	intron_variant
C/T	9524711	intron_variant
T/C	9525131	intron_variant
C/T	9525197	intron_variant
G/A	9525198	intron_variant
T/C	9525202	intron_variant
G/C	9525205	intron_variant
C/G	9525207	intron_variant
A/T	9525215	intron_variant
A/G	9525218	intron_variant
G/T	9525227	intron_variant
G/A	9525242	intron_variant
C/T	9525246	intron_variant
G/T	9525248	intron_variant
A/C,G	9525273	intron_variant
A/C,T	9525275	intron_variant
A/G	9525276	intron_variant
G/A	9525282	intron_variant
A/G	9525291	intron_variant
C/A	9525301	intron_variant
G/A,*	9525306	intron_variant
G/A	9525309	intron_variant
T/C	9525313	intron_variant
T/C	9525316	intron_variant
G/T	9525320	intron_variant
G/A	9525321	intron_variant
A/G	9525332	intron_variant
G/A	9525336	intron_variant
G/C	9525364	intron_variant
C/T	9525371	intron_variant
A/G	9525378	intron_variant
C/T	9525379	intron_variant
T/A	9525403	intron_variant
T/C	9525415	intron_variant
A/G	9525436	intron_variant
T/A	9525440	intron_variant
G/C	9525443	intron_variant
G/C	9525444	intron_variant
G/A	9525448	intron_variant
G/T	9525544	intron_variant
G/T	9525548	intron_variant
T/A	9525564	intron_variant
A/C	9525590	intron_variant
A/C	9525602	intron_variant
C/T	9525623	intron_variant
T/C	9525625	intron_variant
C/T	9525631	intron_variant
G/A	9525633	intron_variant
C/T	9525676	intron_variant
C/T	9525687	intron_variant
A/C	9525695	intron_variant
G/T	9525711	intron_variant
C/T	9525729	intron_variant
A/T	9525752	intron_variant
C/A	9525757	intron_variant
C/T	9525802	intron_variant
A/G	9525824	intron_variant
G/A	9525826	intron_variant
C/T	9525833	intron_variant
T/A	9525837	intron_variant
C/A	9525871	intron_variant
G/A,T	9525874	intron_variant
T/A	9525877	intron_variant
C/T	9525879	intron_variant
G/A	9525880	intron_variant
G/A,T	9525883	intron_variant
G/C	9525889	intron_variant
T/A	9525899	intron_variant
G/T	9525901	intron_variant
T/G	9525903	intron_variant
C/T	9525907	intron_variant
T/C	9525914	intron_variant
T/C,G	9525918	intron_variant
C/G	9525919	intron_variant
A/G	9525925	intron_variant
G/T	9525935	intron_variant
C/T,G	9525937	intron_variant
G/A	9525938	intron_variant
G/A,C	9525943	intron_variant
C/T,*	9525949	intron_variant
T/A,*	9525950	intron_variant
T/C	9525952	intron_variant
T/C	9525954	intron_variant
C/A	9525961	intron_variant
C/T	9525962	intron_variant
C/T	9525963	intron_variant
T/C,*	9525975	intron_variant
C/T	9525980	intron_variant
C/T	9525982	intron_variant
A/G	9525984	intron_variant
G/A	9525989	intron_variant
G/A	9526001	intron_variant
G/C	9526006	intron_variant
G/A	9526016	intron_variant
G/A	9526028	intron_variant
A/C	9526030	intron_variant
G/T	9526031	intron_variant
T/C	9526033	intron_variant
G/T	9526043	intron_variant
A/C	9526064	intron_variant
T/C	9526072	intron_variant
T/C	9526094	intron_variant
A/T	9526114	intron_variant
C/T	9526135	intron_variant
C/G	9526180	intron_variant
C/T	9526181	intron_variant
G/T	9526183	intron_variant
T/C	9526192	intron_variant
C/T	9526203	intron_variant
G/T	9526210	intron_variant
C/A	9526217	intron_variant
G/C	9526269	intron_variant
T/C	9526373	intron_variant
T/A	9526379	intron_variant
T/C	9526387	intron_variant
C/A	9526394	intron_variant
A/G	9526398	intron_variant
T/G	9526480	intron_variant
A/G	9526504	intron_variant
A/T	9526506	intron_variant
A/C	9526669	intron_variant
T/C	9526671	intron_variant
G/A	9526737	intron_variant
T/A	9526760	intron_variant
G/A	9526772	intron_variant
A/G	9526782	intron_variant
A/T	9526790	intron_variant
G/A	9526791	intron_variant
C/G	9526815	intron_variant
T/C	9526822	intron_variant
A/C	9526845	intron_variant
G/T	9526865	intron_variant
T/A	9526886	intron_variant
C/T	9526888	intron_variant
G/A	9526901	intron_variant
G/A	9526911	intron_variant
T/C	9526913	intron_variant
G/A	9526923	intron_variant
T/C	9526933	intron_variant
C/T	9526945	intron_variant
G/A	9526947	intron_variant
C/T	9526948	intron_variant
A/G	9526949	intron_variant
T/C	9527002	intron_variant
T/G	9527003	intron_variant
T/C	9527017	intron_variant
T/G	9527025	intron_variant
T/C	9527035	intron_variant
T/C	9527041	intron_variant
T/C	9527043	intron_variant
T/C	9527045	intron_variant
G/A	9527061	intron_variant
T/G	9527065	intron_variant
C/T	9527079	intron_variant
G/A	9527081	intron_variant
T/C	9527091	intron_variant
C/A	9527095	intron_variant
A/G	9527096	intron_variant
A/G	9527102	intron_variant
C/A	9527105	intron_variant
G/A	9527111	intron_variant
T/C	9527119	intron_variant
C/T	9527130	intron_variant
A/T,C	9527137	intron_variant
G/C	9527162	intron_variant
T/A	9527164	intron_variant
A/G	9527166	intron_variant
A/G	9527168	intron_variant
T/C	9527273	intron_variant
T/C	9527312	intron_variant
A/C	9527313	intron_variant
C/T	9527320	intron_variant
C/T	9527346	intron_variant
C/A	9527354	intron_variant
T/C	9527362	intron_variant
T/G	9527364	intron_variant
G/T	9527384	intron_variant
A/G	9527400	intron_variant
A/G	9527461	intron_variant
A/C	9527465	intron_variant
C/T	9527502	intron_variant
A/G	9527513	intron_variant
G/A	9527521	intron_variant
T/C	9527535	intron_variant
C/T	9527544	intron_variant
T/C	9527546	intron_variant
A/G	9527552	intron_variant
T/C	9527574	intron_variant
G/A	9527588	intron_variant
A/G	9527608	intron_variant
A/G	9527630	intron_variant
C/T	9527631	intron_variant
C/T	9527633	intron_variant
T/A	9527647	intron_variant
G/A	9527654	intron_variant
C/T	9527656	intron_variant
G/A	9527666	intron_variant
C/A	9527670	intron_variant
A/G	9527680	intron_variant
A/C	9527714	intron_variant
G/A	9527738	intron_variant
G/A	9527759	intron_variant
A/G	9527770	intron_variant
G/A	9527775	intron_variant
A/G	9527779	intron_variant
A/T	9527782	intron_variant
A/G	9527788	intron_variant
G/A	9527790	intron_variant
T/C,*	9527796	intron_variant
T/C	9527813	intron_variant
C/T	9527814	intron_variant
A/G	9527817	intron_variant
A/C	9527823	intron_variant
T/C	9527835	intron_variant
G/C	9527858	intron_variant
G/A	9527873	intron_variant
A/G	9527876	intron_variant
G/A	9527889	intron_variant
A/G	9527909	intron_variant
G/A	9527910	intron_variant
C/T	9527924	intron_variant
T/G	9527938	intron_variant
T/C	9527950	intron_variant
G/A,*	9527954	intron_variant
C/T	9527958	intron_variant
T/C	9527963	intron_variant
C/T	9528005	intron_variant
G/A	9528007	intron_variant
C/T	9528016	intron_variant
T/C	9528024	intron_variant
G/A	9528033	intron_variant
T/C	9528034	intron_variant
C/T	9528042	intron_variant
G/A	9528049	intron_variant
G/T	9528057	intron_variant
C/A	9528059	intron_variant
T/A	9528061	intron_variant
A/G	9528065	intron_variant
T/A	9528067	intron_variant
G/T	9528088	intron_variant
A/G	9528098	intron_variant
T/C	9528105	intron_variant
C/T	9528114	intron_variant
A/G	9528121	intron_variant
G/A	9528122	intron_variant
G/A	9528127	intron_variant
C/T	9528164	intron_variant
G/A	9528165	intron_variant
C/T	9528176	intron_variant
C/T	9528182	intron_variant
A/G	9528184	intron_variant
T/C	9528187	intron_variant
G/T	9528201	intron_variant
G/T	9528206	intron_variant
G/A	9528209	intron_variant
G/A	9528215	intron_variant
A/G	9528220	intron_variant
C/T	9528223	intron_variant
T/C	9528226	intron_variant
G/A	9528236	intron_variant
T/G	9528246	intron_variant
G/A	9528253	intron_variant
C/T	9528255	intron_variant
T/C	9528256	intron_variant
G/T	9528264	intron_variant
C/*,T	9528268	intron_variant
T/C	9528285	intron_variant
G/T	9528302	intron_variant
T/C	9528303	intron_variant
G/A	9528305	intron_variant
G/A	9528306	intron_variant
G/A	9528310	intron_variant
C/T	9528311	intron_variant
A/T	9528321	intron_variant
A/C	9528329	intron_variant
T/C	9528333	intron_variant
A/G	9528335	intron_variant
G/A	9528336	intron_variant
G/T,A	9528344	intron_variant
T/C	9528349	intron_variant
C/T	9528352	intron_variant
C/G	9528353	intron_variant
C/T	9528357	intron_variant
C/T	9528375	intron_variant
C/G	9528384	intron_variant
T/C	9528388	intron_variant
G/A	9528391	intron_variant
T/A	9528393	intron_variant
C/T	9528398	intron_variant
C/T	9528403	intron_variant
G/T	9528405	intron_variant
C/A	9528407	intron_variant
G/A	9528412	intron_variant
G/A	9528415	intron_variant
A/G	9528425	intron_variant
A/G	9528426	intron_variant
T/C	9528431	intron_variant
C/T	9528458	intron_variant
G/A	9528459	intron_variant
G/A	9528462	intron_variant
A/G	9528465	intron_variant
A/G	9528471	intron_variant
G/A	9528477	intron_variant
G/A	9528494	intron_variant
G/A	9528500	intron_variant
T/G	9528501	intron_variant
G/C	9528504	intron_variant
G/A	9528505	intron_variant
C/T	9528516	intron_variant
G/C,A	9528518	intron_variant
C/T	9528520	intron_variant
G/A	9528523	intron_variant
G/A	9528529	intron_variant
A/G	9528546	intron_variant
T/C	9528558	intron_variant
C/T	9528570	intron_variant
G/A	9528583	intron_variant
C/T	9528585	intron_variant
G/A,T	9528587	intron_variant
G/A	9528590	intron_variant
T/C	9528591	intron_variant
A/T,*	9528614	intron_variant
G/C	9528628	intron_variant
C/T	9528632	intron_variant
G/A	9528644	intron_variant
G/A	9528649	intron_variant
A/G	9528650	intron_variant
G/A	9528659	intron_variant
G/A	9528665	intron_variant
C/T	9528667	intron_variant
G/A	9528669	intron_variant
T/C	9528685	intron_variant
C/T	9528705	intron_variant
C/T	9528709	intron_variant
G/A	9528711	intron_variant
G/T	9528716	intron_variant
C/T	9528718	intron_variant
C/A,T	9528719	intron_variant
A/G	9528721	intron_variant
G/A	9528728	intron_variant
C/T	9528743	intron_variant
A/G	9528744	intron_variant
T/C	9528758	intron_variant
C/G	9528763	intron_variant
A/G	9528764	intron_variant
T/A	9528772	intron_variant
T/C	9528789	intron_variant
G/A	9528843	intron_variant
G/T	9528857	intron_variant
G/A	9528873	intron_variant
C/T	9528879	intron_variant
T/C	9528880	intron_variant
C/T	9528913	intron_variant
C/G	9528943	intron_variant
A/T	9528966	intron_variant
G/A	9528981	intron_variant
G/C	9528988	intron_variant
G/T,*	9529001	intron_variant
A/G	9529024	intron_variant
T/G,A	9529032	intron_variant
G/C	9529035	intron_variant
A/G	9529036	intron_variant
G/A	9529043	intron_variant
G/A	9529047	intron_variant
A/T	9529055	intron_variant
C/T	9529064	intron_variant
C/G	9529076	intron_variant
C/G	9529080	intron_variant
C/T	9529081	intron_variant
A/G	9529085	intron_variant
C/G	9529089	intron_variant
C/T	9529092	intron_variant
G/A	9529094	intron_variant
C/T	9529098	intron_variant
C/A	9529111	intron_variant
G/A,T	9529112	intron_variant
C/T	9529117	intron_variant
A/T	9529118	intron_variant
A/G	9529123	intron_variant
C/A,T	9529127	intron_variant
G/A	9529144	intron_variant
C/A	9529145	intron_variant
A/C	9529149	intron_variant
C/A	9529154	intron_variant
A/G	9529168	intron_variant
G/C	9529169	intron_variant
A/G	9529171	intron_variant
C/T	9529173	intron_variant
T/C	9529178	intron_variant
G/C	9529185	intron_variant
T/A	9529194	intron_variant
G/C,T	9529209	intron_variant
A/G	9529217	intron_variant
C/A	9529235	intron_variant
T/C	9529236	intron_variant
C/T	9529237	intron_variant
C/T	9529243	intron_variant
C/A	9529267	intron_variant
C/T	9529271	intron_variant
G/A	9529272	intron_variant
G/A,T	9529275	intron_variant
G/A	9529282	intron_variant
G/A	9529289	intron_variant
A/G	9529290	intron_variant
A/G	9529295	intron_variant
C/T	9529302	intron_variant
A/C,T	9529303	intron_variant
G/A	9529304	intron_variant
G/A	9529325	intron_variant
A/T	9529327	intron_variant
G/A	9529329	intron_variant
C/T	9529342	intron_variant
C/T	9529343	intron_variant
G/T	9529344	intron_variant
C/T	9529345	intron_variant
G/A	9529351	intron_variant
A/G	9529356	intron_variant
T/C	9529359	intron_variant
A/G	9529360	intron_variant
A/C,G	9529367	intron_variant
G/C	9529370	intron_variant
C/T,A	9529371	intron_variant
T/C	9529374	intron_variant
T/C	9529389	intron_variant
A/T	9529390	intron_variant
T/C	9529391	intron_variant
G/A	9529403	intron_variant
G/A	9529406	intron_variant
C/T	9529417	intron_variant
G/T	9529418	intron_variant
T/C	9529430	intron_variant
C/G	9529434	intron_variant
A/G	9529435	intron_variant
C/T	9529439	intron_variant
C/T	9529457	intron_variant
A/G	9529458	intron_variant
G/A	9529459	intron_variant
G/A	9529471	intron_variant
A/T,G	9529472	intron_variant
G/A,*	9529476	intron_variant
G/A,T	9529477	intron_variant
T/A	9529480	intron_variant
A/G	9529482	intron_variant
T/C	9529486	intron_variant
G/A	9529488	intron_variant
T/C	9529510	intron_variant
A/T	9529522	intron_variant
T/G	9529524	intron_variant
T/C,*	9529528	intron_variant
T/G,*	9529529	intron_variant
C/T	9529533	intron_variant
T/G	9529535	intron_variant
G/C	9529537	intron_variant
A/G	9529541	intron_variant
T/C	9529547	intron_variant
G/A	9529549	intron_variant
T/C	9529550	intron_variant
T/G	9529560	intron_variant
A/C	9529571	intron_variant
A/G,*	9529661	intron_variant
C/T	9529663	intron_variant
C/G	9529671	intron_variant
C/A	9529688	intron_variant
A/G	9529690	intron_variant
A/G	9529692	intron_variant
A/G	9529701	intron_variant
G/C,A	9529702	intron_variant
C/T,*	9529707	intron_variant
G/*,A	9529713	intron_variant
C/*,A	9529724	intron_variant
T/*,C	9529728	intron_variant
T/C,*	9529732	intron_variant
T/C,*	9529740	intron_variant
G/A	9529775	intron_variant
T/C	9529777	intron_variant
G/A	9529778	intron_variant
C/T	9529779	intron_variant
G/A	9529780	intron_variant
G/A	9529781	intron_variant
A/G	9529801	intron_variant
T/A	9529823	intron_variant
G/A	9529832	intron_variant
G/A	9529838	intron_variant
G/T	9529847	intron_variant
T/C	9529853	intron_variant
G/A	9529854	intron_variant
C/A	9529862	intron_variant
T/A	9529867	intron_variant
T/A	9529872	intron_variant
C/T	9529880	intron_variant
A/T	9529886	intron_variant
C/T	9529891	intron_variant
C/T	9529892	intron_variant
A/G	9529895	intron_variant
C/G,T	9529914	intron_variant
G/T	9529925	intron_variant
G/A	9529930	intron_variant
G/A	9529945	intron_variant
C/T	9529951	intron_variant
A/G	9529966	intron_variant
G/A	9529969	intron_variant
G/A	9529974	intron_variant
A/G	9529997	intron_variant
T/C	9530006	intron_variant
T/A	9530009	intron_variant
T/C	9530010	intron_variant
T/G,A	9530017	intron_variant
A/G	9530019	intron_variant
T/G,*	9530039	intron_variant
T/G,*	9530042	intron_variant
T/C	9530064	intron_variant
T/C	9530067	intron_variant
T/A	9530070	intron_variant
G/T	9530071	intron_variant
C/T	9530079	intron_variant
A/G	9530085	intron_variant
C/G,T	9530086	intron_variant
C/G	9530093	intron_variant
A/T	9530097	intron_variant
A/G	9530101	intron_variant
A/G	9530113	intron_variant
A/G	9530114	intron_variant
G/A	9530122	intron_variant
G/T,A	9530129	intron_variant
C/T	9530131	intron_variant
C/A	9530135	intron_variant
G/A	9530144	intron_variant
T/A	9530150	intron_variant
G/*,C	9530162	intron_variant
G/A	9530190	intron_variant
A/G	9530197	intron_variant
C/A	9530208	intron_variant
T/A,G	9530210	intron_variant
T/C	9530214	intron_variant
A/G	9530217	intron_variant
A/G	9530218	intron_variant
A/G	9530219	intron_variant
A/T	9530233	intron_variant
A/G	9530242	intron_variant
C/T	9530255	intron_variant
C/T	9530264	intron_variant
G/A	9530266	intron_variant
C/G	9530272	intron_variant
C/A	9530275	intron_variant
A/G	9530278	intron_variant
A/T	9530279	intron_variant
A/T	9530284	intron_variant
A/G	9530286	intron_variant
G/A	9530298	intron_variant
T/C	9530306	intron_variant
G/A	9530322	intron_variant
C/T	9530326	intron_variant
G/A	9530333	intron_variant
C/G,*	9530347	intron_variant
C/T,*	9530355	intron_variant
T/C,*	9530359	intron_variant
A/C	9530367	intron_variant
G/A,*	9530375	intron_variant
A/G	9530389	intron_variant
T/C	9530391	intron_variant
C/T	9530398	intron_variant
C/T	9530401	intron_variant
G/A	9530411	intron_variant
G/A	9530412	intron_variant
C/T	9530416	intron_variant
A/C	9530417	intron_variant
T/G	9530420	intron_variant
T/C	9530422	intron_variant
C/T,*	9530427	intron_variant
G/T	9530444	intron_variant
A/G	9530464	intron_variant
T/C	9530496	intron_variant
C/T	9530519	intron_variant
T/C	9530534	intron_variant
C/G	9530548	intron_variant
C/G	9530574	intron_variant
A/T	9530625	intron_variant
T/G	9530629	intron_variant
C/A	9530664	intron_variant
T/C	9530675	intron_variant
C/G	9530688	intron_variant
G/A	9530736	intron_variant
C/T	9530752	intron_variant
T/G,A	9530763	intron_variant
T/C	9530791	intron_variant
C/T	9530801	intron_variant
T/C,A	9530831	intron_variant
C/T	9530836	intron_variant
A/C	9530837	intron_variant
G/A	9530855	intron_variant
C/T	9530862	intron_variant
T/A	9530868	intron_variant
C/T	9530873	intron_variant
A/T	9530874	intron_variant
C/T	9530889	intron_variant
A/G	9530890	intron_variant
C/A	9530898	intron_variant
G/A	9530917	intron_variant
G/A	9530921	intron_variant
G/A	9530923	intron_variant
T/A	9530930	intron_variant
T/C	9530950	intron_variant
C/A	9530960	intron_variant
C/T	9530966	intron_variant
A/T	9530967	intron_variant
A/G	9530983	intron_variant
C/T	9530992	intron_variant
C/A	9530993	intron_variant
T/A	9530996	intron_variant
G/A	9531000	intron_variant
A/T	9531003	intron_variant
C/T	9531019	intron_variant
A/C	9531023	intron_variant
A/G	9531031	intron_variant
T/A	9531034	intron_variant
C/*,G	9531049	intron_variant
C/*,T	9531050	intron_variant
T/A,*	9531054	intron_variant
C/*,T	9531085	intron_variant
G/A,*	9531103	intron_variant
T/A	9531178	intron_variant
A/C	9531181	intron_variant
T/C	9531183	intron_variant
T/A	9531184	intron_variant
T/C	9531199	intron_variant
T/C	9531234	intron_variant
C/T	9531261	intron_variant
G/A	9531279	intron_variant
A/G	9531297	intron_variant
A/G	9531317	intron_variant
G/A	9531324	intron_variant
A/G	9531328	intron_variant
T/C	9531366	intron_variant
G/A	9531388	intron_variant
G/A	9531390	intron_variant
T/C	9531454	intron_variant
T/C	9531463	intron_variant
A/G	9531478	intron_variant
T/C	9531495	intron_variant
C/T	9531497	intron_variant
A/G	9531507	intron_variant
C/T	9531508	intron_variant
A/G	9531511	intron_variant
G/A	9531512	intron_variant
A/T	9531516	intron_variant
A/T	9531519	intron_variant
A/G	9531529	intron_variant
T/G	9531531	intron_variant
A/G	9531540	intron_variant
C/T	9531560	intron_variant
T/C	9531571	intron_variant
A/G	9531574	intron_variant
C/G	9531579	intron_variant
A/C	9531626	intron_variant
G/A	9531676	intron_variant
G/A	9531679	intron_variant
C/T	9531744	intron_variant
G/A	9531750	intron_variant
A/T	9531760	intron_variant
G/A	9531787	intron_variant
A/G	9531854	intron_variant
C/T	9531856	intron_variant
T/C	9531886	intron_variant
A/G	9531892	intron_variant
C/A	9531894	intron_variant
A/G	9531953	intron_variant
G/C	9531960	intron_variant
A/G	9531975	intron_variant
T/C	9532001	intron_variant
A/G	9532007	intron_variant
T/A	9532018	intron_variant
T/C	9532030	intron_variant
G/A	9532032	intron_variant
G/A	9532064	intron_variant
T/C	9532068	intron_variant
T/C	9532071	intron_variant
C/T	9532074	intron_variant
A/G	9532088	intron_variant
G/A	9532133	intron_variant
T/A	9532151	intron_variant
T/A	9532158	intron_variant
T/A	9532232	intron_variant
A/T	9532233	intron_variant
T/C	9532256	intron_variant
C/T	9532257	intron_variant
A/C	9532454	intron_variant
T/G	9532521	intron_variant
A/T	9532526	intron_variant
T/C	9532545	intron_variant
A/G	9532558	intron_variant
G/T	9532941	intron_variant
G/A	9532992	intron_variant
T/C	9533053	intron_variant
G/A	9533117	intron_variant
G/T	9533213	intron_variant
G/T	9533217	intron_variant
C/T	9533236	intron_variant
A/T	9533247	intron_variant
T/C	9533250	intron_variant
C/T	9533270	intron_variant
A/C	9533271	intron_variant
C/T	9533300	intron_variant
T/G	9533301	intron_variant
C/T	9533326	intron_variant
A/T	9533329	intron_variant
A/G	9533330	intron_variant
G/T	9533337	intron_variant
G/A	9533338	intron_variant
A/T	9533342	intron_variant
C/T	9533345	intron_variant
G/A	9533348	intron_variant
C/T,A	9533356	intron_variant
A/T	9533371	intron_variant
A/T	9533374	intron_variant
A/T	9533390	intron_variant
T/G	9533398	intron_variant
G/T,A	9533418	intron_variant
G/A	9533421	intron_variant
G/A	9533434	intron_variant
A/G	9533456	intron_variant
C/T	9533488	intron_variant
A/T	9533498	intron_variant
C/T	9533529	intron_variant
C/A	9533538	intron_variant
T/C	9533550	intron_variant
A/G	9533635	intron_variant
T/C	9533646	intron_variant
C/A	9533659	intron_variant
G/A	9533671	intron_variant
C/T	9533683	intron_variant
C/G	9533773	intron_variant
T/A	9533783	intron_variant
C/T	9533849	intron_variant
G/C	9533882	intron_variant
C/T	9533964	intron_variant
T/C	9533983	intron_variant
G/A	9534041	intron_variant
T/G	9534051	intron_variant
A/G	9534073	intron_variant
G/A	9534326	intron_variant
T/A	9534357	intron_variant
C/G	9534385	intron_variant
T/G	9534414	intron_variant
C/T	9534450	intron_variant
C/*,T	9534468	intron_variant
C/T,*	9534471	intron_variant
G/C,*	9534478	intron_variant
G/T,*	9534492	intron_variant
C/T	9534513	intron_variant
C/T	9534514	intron_variant
A/G	9534515	intron_variant
T/C	9534520	intron_variant
T/C	9534560	intron_variant
C/T	9534563	intron_variant
C/T	9534580	intron_variant
C/G	9534599	intron_variant
G/A	9534600	intron_variant
C/T	9534622	intron_variant
G/A	9534623	intron_variant
G/A	9534629	intron_variant
T/A	9534631	intron_variant
A/G	9534654	intron_variant
C/T	9534662	intron_variant
T/A	9534687	intron_variant
G/A	9534688	intron_variant
C/T	9534697	intron_variant
T/C	9534702	intron_variant
G/T	9534753	intron_variant
A/G	9534784	intron_variant
T/G	9534799	intron_variant
G/A,*	9534904	intron_variant
C/A	9534939	intron_variant
G/A,C	9534943	intron_variant
A/T	9534946	intron_variant
G/T	9534973	intron_variant
A/G	9535016	intron_variant
C/A	9535018	intron_variant
C/T	9535023	intron_variant
C/T	9535076	intron_variant
A/C,T	9535083	intron_variant
C/T	9535092	intron_variant
A/G	9535093	intron_variant
T/C	9535098	intron_variant
C/G	9535122	intron_variant
G/A	9535131	intron_variant
G/A	9535139	intron_variant
G/C	9535191	intron_variant
C/G	9535192	intron_variant
C/T	9535199	intron_variant
T/A	9535221	intron_variant
C/A	9535226	intron_variant
C/A	9535233	intron_variant
T/C	9535295	intron_variant
G/A	9535304	intron_variant
G/A	9535319	intron_variant
C/A	9535341	intron_variant
G/A	9535342	intron_variant
C/A	9535351	intron_variant
G/A	9535399	intron_variant
C/T	9535592	intron_variant
C/T	9535604	intron_variant
T/A	9535615	intron_variant
T/C	9535644	intron_variant
C/T	9535678	intron_variant
G/A	9535689	intron_variant
A/T	9535741	intron_variant
A/G	9535797	intron_variant
A/C	9535822	intron_variant
T/A	9535859	intron_variant
C/T	9535906	intron_variant
C/T	9535929	intron_variant
A/C	9535932	intron_variant
C/T	9536044	intron_variant
C/T	9536056	intron_variant
T/A,*	9536089	intron_variant
A/G	9536103	intron_variant
A/C	9536197	intron_variant
T/A	9536208	intron_variant
C/A	9536254	intron_variant
G/T	9536333	intron_variant
T/G	9536364	intron_variant
G/A	9536436	intron_variant
T/C	9536504	intron_variant
C/G	9536506	intron_variant
C/T	9536524	intron_variant
C/A	9536532	intron_variant
C/T	9536543	intron_variant
T/C	9536555	intron_variant
C/A	9536571	intron_variant
C/T,*	9536607	intron_variant
G/A,*	9536611	intron_variant
G/A,*	9536619	intron_variant
C/A,*	9536622	intron_variant
A/T,*	9536623	intron_variant
T/G,*	9536624	intron_variant
T/A,*	9536625	intron_variant
C/G,*	9536631	intron_variant
C/T,*	9536643	intron_variant
C/T	9536657	intron_variant
A/G	9536659	intron_variant
G/A	9536678	intron_variant
C/T	9536680	intron_variant
G/A	9536705	intron_variant
C/G	9536726	intron_variant
G/C	9536736	intron_variant
A/G	9536737	intron_variant
T/A	9536742	intron_variant
C/T	9536747	intron_variant
T/C	9536756	intron_variant
A/C	9536788	intron_variant
T/C	9536789	intron_variant
A/C	9536808	intron_variant
A/T	9536809	intron_variant
T/C	9536818	intron_variant
G/A,C	9536860	intron_variant
A/T	9536869	intron_variant
G/A	9536930	intron_variant
C/T	9536949	intron_variant
T/G	9537000	intron_variant
A/C	9537005	intron_variant
C/T	9537042	intron_variant
A/G	9537058	intron_variant
G/A	9537086	intron_variant
T/G	9537112	intron_variant
A/T,*	9537126	intron_variant
T/A	9537246	intron_variant
T/A	9537368	intron_variant
A/T	9537369	intron_variant
A/G	9537501	intron_variant
G/T	9537552	intron_variant
A/G	9537691	intron_variant
T/A	9537706	intron_variant
C/T	9537730	intron_variant
G/A	9537772	intron_variant
G/T	9537773	intron_variant
G/A	9537839	intron_variant
T/G	9537857	intron_variant
C/T	9537970	intron_variant
G/A	9537990	intron_variant
C/T	9538074	intron_variant
G/C	9538093	intron_variant
A/G	9538145	intron_variant
T/G	9538228	intron_variant
T/C	9538246	intron_variant
A/T	9538290	intron_variant
T/C	9538317	intron_variant
A/T	9538435	intron_variant
G/A	9538443	intron_variant
T/C	9538482	intron_variant
G/A	9538485	intron_variant
G/A	9538491	intron_variant
G/A	9538508	intron_variant
C/T	9538533	intron_variant
C/T	9538562	intron_variant
C/T	9538601	intron_variant
G/T	9538656	intron_variant
A/T	9538662	intron_variant
A/T	9538699	intron_variant
T/C	9538702	intron_variant
G/A	9538710	intron_variant
C/T	9538726	intron_variant
G/A	9538860	intron_variant
G/C	9538923	intron_variant
G/A	9538964	intron_variant
A/G	9539009	intron_variant
G/T	9539079	intron_variant
T/G	9539088	intron_variant
T/A	9539091	intron_variant
A/T	9539100	intron_variant
T/C	9539171	intron_variant
G/A	9539179	intron_variant
G/C	9539226	intron_variant
A/G	9539245	intron_variant
G/T	9539298	intron_variant
T/C	9539299	intron_variant
A/C	9539315	intron_variant
A/G	9539342	intron_variant
T/C	9539351	intron_variant
T/A	9539436	intron_variant
G/A	9539517	intron_variant
T/C	9539534	intron_variant
G/A	9539614	intron_variant
A/G	9539685	intron_variant
C/A	9539701	intron_variant
A/G	9539714	intron_variant
A/G	9539785	intron_variant
C/T	9539791	intron_variant
T/A	9539813	intron_variant
A/G	9539850	intron_variant
G/T	9539871	intron_variant
A/T	9539928	intron_variant
G/A	9539939	intron_variant
T/C	9539952	intron_variant
C/T	9539972	intron_variant
G/T	9539994	intron_variant
G/A	9540037	intron_variant
T/A	9540097	intron_variant
T/A	9540099	intron_variant
G/A	9540118	intron_variant
G/A	9540122	intron_variant
C/G	9540161	intron_variant
G/A	9540174	intron_variant
C/G	9540244	intron_variant
C/T	9540256	intron_variant
T/C	9540301	intron_variant
A/G	9540302	intron_variant
T/C	9540315	intron_variant
T/C	9540321	intron_variant
G/A	9540323	intron_variant
T/C	9540324	intron_variant
G/T	9540336	intron_variant
A/C	9540344	intron_variant
T/A	9540346	intron_variant
C/T	9540348	intron_variant
C/G	9540364	intron_variant
T/G	9540372	intron_variant
T/C	9540386	intron_variant
G/A	9540388	intron_variant
A/G	9540394	intron_variant
G/T	9540400	intron_variant
A/G	9540406	intron_variant
A/C	9540408	intron_variant
G/A	9540416	intron_variant
A/C	9540430	intron_variant
C/A	9540437	intron_variant
A/G	9540449	intron_variant
G/T	9540476	intron_variant
G/A	9540487	intron_variant
A/C	9540513	intron_variant
G/T	9540579	intron_variant
T/A	9540609	intron_variant
A/T	9540632	intron_variant
C/A	9540635	intron_variant
T/C	9540644	intron_variant
G/T	9540667	intron_variant
C/T	9540676	intron_variant
A/G	9540688	intron_variant
C/T	9540689	intron_variant
T/G	9540693	intron_variant
G/T	9540695	intron_variant
G/A	9540705	intron_variant
C/T	9540710	intron_variant
A/G	9540715	intron_variant
G/A	9540726	intron_variant
C/T	9540743	intron_variant
T/G	9540779	intron_variant
G/T	9540823	intron_variant
T/C	9540956	intron_variant
A/G	9541003	intron_variant
G/A	9541021	intron_variant
C/G	9541031	intron_variant
G/T	9541039	intron_variant
C/T	9541067	intron_variant
G/T	9541099	intron_variant
T/C	9541100	intron_variant
G/A	9541104	intron_variant
T/C	9541105	intron_variant
C/T	9541112	intron_variant
A/T	9541127	intron_variant
G/A	9541130	intron_variant
C/T	9541140	intron_variant
G/T	9541171	intron_variant
G/A	9541176	intron_variant
C/G	9541186	intron_variant
A/T	9541290	intron_variant
T/C,*	9541302	intron_variant
G/T,*	9541303	intron_variant
G/A,*	9541306	intron_variant
A/T	9541310	intron_variant
G/C	9541315	intron_variant
C/A	9541316	intron_variant
A/G	9541349	intron_variant
T/C	9541357	intron_variant
G/A	9541367	intron_variant
G/T	9541405	intron_variant
C/A	9541408	intron_variant
G/A	9541416	intron_variant
G/A	9541439	intron_variant
C/T	9541448	intron_variant
T/A	9541451	intron_variant
C/A	9541464	intron_variant
A/G	9541508	intron_variant
A/G,*	9541522	intron_variant
A/G	9541530	intron_variant
G/A	9541719	intron_variant
C/T	9541732	intron_variant
C/T	9541794	intron_variant
A/G,C	9541795	intron_variant
C/A	9541802	intron_variant
C/G	9541940	splice_donor_variant&intron_variant
A/T	9542035	intron_variant
C/T	9542048	intron_variant
A/G	9542062	intron_variant
C/G	9542076	intron_variant
A/G	9542106	intron_variant
C/G	9542112	intron_variant
G/A	9542205	intron_variant
G/C	9542232	intron_variant
T/C	9542252	intron_variant
A/C	9542330	missense_variant&splice_region_variant	p.Ile179Met
A/T	9542331	missense_variant&splice_region_variant	p.Ile179Asn
G/C	9542334	missense_variant	p.Ser178Cys
T/A	9542365	stop_gained	p.Lys168*
C/T	9542367	missense_variant	p.Gly167Asp
C/G	9542371	missense_variant	p.Asp166His
A/G	9542409	missense_variant	p.Val153Ala
T/C	9542424	missense_variant	p.Tyr148Cys
T/C	9542443	missense_variant	p.Ser142Gly
T/A	9542516	intron_variant
G/T	9542572	intron_variant
G/T	9542624	missense_variant	p.Leu120Ile
T/A	9542705	missense_variant	p.Ser93Cys
G/C	9542809	missense_variant	p.Ser58Cys

View accession wise SNPs

Sequence Details:

Protein Sequence:
>Vu_12044.1

MSYHEAHQRAAKSVCSVCHNRRPQFERNRKKEFSYAELCAATQGFSPKNYLSEGGFGSVYKGELCGQKIAVKQHTYANQKGEKEFKSEVDVLSKAMHENVVMLLGSCSEGHHRLLVYEYLCNASLDLHLSQHSRKLLDWPDRVKVADGTAKGLLYLHENNIIHRDLTANNILLTHDYDPLLGDFGLARTVIEDSSYWVLISVSYCAEHCRTLLDWPDRVKVADGAAKGLLYLHENNIIHRDLTTNNILLTHDYDARLGDFGLARTVTEGSSYNTECVGNLTYMAPEYAESGKVSIKTDVYSFGVVLLQLITGMRTTDKRLGGKGLVEWARPLLREGKCQDLIDGRMMNSHDCHQLYWMSRLAGNCLQRDPEKRLHMSTIGHHFMSSLSAIGSKCRLRFRNLCS*

CDS Sequence:
>Vu_12044.1

Promoter Sequence:
>Vu_12044::LG3:9542981-9544981(-)

TGTTGGTCGACCTCCTGGTGAAGTTGATCGAGTTGTTTTAGGTGTTGTTTGAATTATTCGTGTTTTGGCTGAGTTGTATGGTTGTGTTGTTTGGGGACCTCGATTTCGGGATTCTGGAAATTATTTATGAGTGTGGTTTAGGTCGGCTTGGAGGTTTTAGCACCTGGCCAAGCTATCTATGGTGTTGGGCGAGCTATTTAAGCAGTTTGCCGAGATGGTCTAGGTGAGACCGAGCTATTTAAATTACTTTTCAAGTTGTGTGATGTGGTTGCCAAATCATTATATATGTGTGCCAAGTTGTTTGAAGTGCTTGTAATGTTGATTGAGTTGTTTGTAATGTTGGTTGAATTGTTTTTCCGTATTGTTGTCTGATAAACCATGTTGTTGTGTTTGAGATAGTGGATTGTATATAGTCTTACGTACTCTTTAGCCGTGATGTGAGAAAGTCCTTACTTTGTTGAGCATGTCCTATTTTGGGATAGGCAAGTCCCACATTGGTGTGTGGGTCCTGTTTTAGTGAATAGGCAAGTCCCACATTTGTGCGTGGATCCTGTTTTGGTGAATATGCAAGACCTGCGTTGGTGCATGGGCCACGTTTTGGTGAACAAGAAAGTCCTACGGTGGTGCGTAGGCCTGATTTTGGTGAATTGATCGTGTGTGCTGGAGTACGGAAGACAACATATAGCGATAGCGGTTGAGGGTGATGACATGGTTTATCTGTATAAGAGTTTGGATAAAAAATTTTGTTTTGTGTTGTGAACTTGTACATTATTATATAACTGTTTTATAATAATTGTATTATTATATGTGTTTTTGATTTTGATGTTGTTAGTTCACCTTTGCATTTTTTGTCATGGTTTTCATCTGCGATGATCGTATTTATAGAGATGATGTTACAGAGGATATTGTTGATGCGGTTTACATGGAGATGCGAGTGGAGAATTATTTTCAGAGTTTTCAAACTTTATTTCTTTTAACGCACTATAATTTTATTGGTTAAAATTTGTGAAGTTCTCGTAAAATTATATATATATATATATATATATATATATATATATATATATATATATATATATATATATATATATATATATATTACATCTTATTTTTGAAAGAAATCAATTTTAACATCTTTGTGTGTGAATACATTGCTTCAACATTGTTGTAGGGTATTAAAATATTGAAAAGCCTACAAGTTGTGATTTAGAAACATTAATTTCTCGCACATTGTTATTCCATTCATGTCCAAAGCCTATCTTGAATTCTCAAACAGTGTCTTCGACAACAATGCTACTTTTAGACTTTTTCCAAAGTTAAAACATTTCAATCCTAAATATCACATAGACAATACTCCTCGTACTATGGAGATGTCTCTTTCTTCAACATTTTTGTTTTTAGGATCTTAACCCCTCGAGAATTTCTTTTTCCTTTTTCATTAAAATAAACTTCTAACCAAATTTCCTCACCAAGTATCATGACTAGGGAGAATTTTAAATATAAACTAAATAGTTATAATATTTTAAGACTCTTATATAAAAATGTGAAAACCACTCAATTTTTCTATCTTATCATTTGTTATTCTCTCTTGAGTATTATTTGCCGTAATTGTGAAGGTTTTGCAAAAAGTGACTGTACTTTTGATTGTATGATCTAATGGAAGAAAATCAGTTTTAGAATAAAAGAAAATTGATAACACCAAAACTTCAAGTATATTCATGAAAAGAATCCTCACATGCAATTCCTTAACAATCACTACAATGTCATGTGGTAAAGACAGTTTCAAGATCCTCAATTGCTCTTCAACTTAGTAAAACTTGGAAAACCAAGGCACCAACATGCATATGTATAATCTCACAAAATGCCAAATTTTCTGGCTCCAAATTCAAGGTTAGTAGAATCCTTCAAATAGGGCATTGTGCATTCTCATTTTCTATGCTCAAGGGACAAGTCAAACAAAAATGTCTAATCCACACACACAAGTTAAAAAAGAAAAACAGCAC

Gene Sequence:

>Vu_12044(-)

ATGAGCTACCATGAAGCACACCAAAGGGCTGCAAAATCTGTTTGCTCTGTTTGCCATAACAGAAGACCACAGTTTGAAAGGAACAGAAAAAAAGAGTTCTCATATGCTGAGTTGTGTGCAGCCACACAAGGCTTTTCCCCTAAGAACTATCTATCAGAAGGAGGGTTTGGTTCTGTCTATAAAGGGGAGTTGTGTGGACAGAAGATTGCTGTCAAGCAACACACGTACGCTAACCAAAAGGGAGAGAAGGAATTCAAGTCTGAAGTTGATGTTCTCAGCAAAGCAATGCATGAGAATGTGGTCATGCTGTTAGGATCATGCTCAGAAGGGCACCATAGACTTCTTGTGTATGAATATCTCTGCAATGCTTCATTGGACCTACATTTATCTCGTATGACAGAAATCAAACCAAACTTATATAGCCTATACTACCAAGATTATGAATGCGTGCATTTAGTTGATATTAAATTGAAGGGGTACAAACCTTGGTTTCTCACTGTGCAGAACATTCTCGTAAGCTTCTTGATTGGCCAGACAGAGTGAAAGTAGCTGATGGTACTGCCAAAGGACTGTTATACCTGCATGAGAATAACATAATACACAGAGATCTGACGGCAAACAACATTCTTCTTACACATGATTATGATCCATTGGTAATAATATGCACAGTCAATACTTTATGATATATATCATTTATATAAAACAAAATACATGCATGCATATTACATGATCATCAAAAGAATGAATAACTAATTTATTTTATTAGCAATGCTTCTCCCTTTTGCAATATTGTAGCATCTACTCTCTACCATTTAGGCTTTCATTTATAATGGATTATTAGAAACAGTAGATTCCTATATATTTTATTTGCTATATAGTAATGATGAGTGATAATTTAATAAGCTGTTATAGTTCACTGTAATTTGGTTCCACGGCCAAAAGATGCTTCCCCTCATCAAGTTTGACTAACGAATTAATTTTTGTTTTATCAGCTAGGCGATTTTGGTTTGGCTAGAACTGTGATTGAAGACTCCTCATACTGTACAGAATGTGTTGGGAATATGGGTTATATGGCCCCAGAATATGCTGAATTTGGTAAAGTGTCAATTAAAACAGATGTTTATTCCTTTGGGGTGGTTCTACTACAGTTAATAACTGGAATGAGGACCACAGACAAACGACTTGGTGGTAAAGGTCTGGTGGAATGGGTAAGAATCATATAAGTGAATAGAGTAAAGCTTGATGCATAGAACTCACTGTCACTTCTGTTGGGAAATTTAGCATAATTTCTCTTAATCGTGAGAGAAAATATAAATACGAAATAATAATAATCAAAATAGAATTCATTAAATTATTCTGCAAATATAATATATAAAAAATAAAAATTACAATATCAATTTTCTCTCACTTTATTTCTTCTGTGTTGAAATTTCTTTTCAATTATTTGTTTTTATTCTCTTTGCATCTTTGTTATCTAATTCTTTTTCTTATATATTAATTTATTTTCTATTTAATTTGTTGATTTCCTTAATCGTCTCCTCTCCATTGATTTTTATTGGATAAAACCCTTTTTGACCAATTCTAACAATCTCTCACTTGAAGATTGATTTCAATCTGTCTTCACACCTCGATTATTACAATAATCTTCTGTAATATATTATTGTAGCAAGGTAACCGACATTGAGCAAAATTTCAATTTGACAATGGTTACCACTTTTGTTAACATGTCAGGTGGATTCTTACTCTAAAGAATCTTTCTCAATTTTAGCACCTCATCTTCAAGCAAAGATCTAATGAAGTGATAACAAACCTCAATATGTTTTGTCCTAGAGTGAAATGCTGAATTCTTTGCCATATGTATTGCACTCTGACTATCACTATACAAAACACTCATCTTGGATGAATCCCAACACTGTTAAAAATCCTTGAAGCCATACGAATTCTTTACTAGCTTCTGTTACTGCTCCATACTCAGCCTTTGTAGTTGATAAAGAAATCCTTTGTACTTGTGACATTCAACTAACAATTGTAGTACCAACAGTGAAAATGTAACCTGTAGTACTTCTTTAGTGATCTACTTCACCTCTAAAGTTTACATCTATGTAACCTTTTACTCTTAACTCTCCTTTGCTAAAGTACAAACATTTCTCTATAGTGCCTCATAGTCTCAAAATCCATTTAACAGCTTCCCAATGGGCTTTAATTGGATTTGACATAAACCTGCTAACAACTCCCACTGCATTACTAATGTCTAGCCTTGTACAGATCATCGTGTACATCAAACTTCCAATAGTTGAAGCATATGGAATTTTATCCATGAACTCCTTTTCTTTCTCCATCTAAGGGGACTATTCTTTAGACAGACAAAAATGACTGGCCAAAGGTGTGCTAACTCCTTTGGCCCCACTCATGTTGAATCTTTACAAAACACAATTAATGTACTCTGCCTGAGATAATTGCAAAATAACTTTTTGCTTATATCTTGTGATTTGCACTCCAAGGATCCTTTTTGCTGGACCCAAATCCTTCATGTCAAATTCCTTCGATAATTTTTGCTTCAAGCTTCTAATCTCTTTCATATCTAAACTAGCTACTAACATATCATCAACATAAAGTAGCAAAATGATATAACTGGACTTATATCTCTTGAAGAAACAACAATGGTCAACATTACACTTCTAGAAACCTTCCTTGTGCATGAAGCTTTCACACTTCTTGAACCACTGTTTTGTAGTTTGTTTCAAACCATACAAAGCTTTTTTTTAATTTACATACCATGCTCTTTTTTCTTTCTTCTAAGAAGCCTTCAGGTTTATGCATGTAGTCTTCACATCTAGTTGTTCAAGGTACAATCCTTCACTGGCAACAATACTTAAAAAAATATAATATGATTGAGCTTCAAAACTGGAGCAAATATTTTAATGTAGGCAACTCCTTCTTTTTACAGAAATCCTTTGACAACTAGTCAGGCTTAGTATCTCTTGGACCCATCATGATCCTCCTTTACCCGATACACCCATTAGTTATGAAGTGCATTTTTCTCAGTAGGTAACTCTATTAGTTTCCATGTCTGATTGGACGTTAAAGACTAGCATTTATCATCTGACATGCTTCCTTATAATTTTAAGGCTTCTCTCCTTCAATTAACAATATATAATTAAGATATTTAATATTTACATGAGGCTGATAAGACCTTTGCAAGCCAGGAGTTAGAATAGGAAGTTCTTGTGTGTCAAGTTGTTCACCATCATTATTTTCAATTGATTCTTCTGACTATGGAGTCTTAATTACAGGAGTTTCTAGGACATCATCCACCTCCACATACATTGGCCTACTCTGATATGAATTATTATTGCATGTGTTGTCCCTGTCCTTATACATCACATTTTCATTAAATATCATATCTCTACTACGAATCATCTTTTGATTTTCATTATCCCATAACCTATAACCAAACTCACCTTCACCACAACCGATGAAAGTGCACTTCTTCGATTTAGGATCAAGCTTATTTATACCTTGATCACTAATGTGCAATATGCTACACAACTAAAAACTCTAAGATGTGAAAGCTTTATCTTTTTACCACTCCATACTTCTTCTGGTATTTTGAGCTCCAATGGAACCAACAGACCTCGATTGATTAAGTAAGTTGTTATGTTGATTTCTTTTGTCCAAAACTACTTTTGGTAAGCCTGATTGAAAACACAAGCTTCTAGCTCTCTCTATCAAAGTTTGATTCATAAGCTCTGCCACACCATTATGTTAAGGCGTACCTGGCACGATCCTCTCCATTCTGATTCTGTGCTTATAGCAAAATTTTTTAAATATAGTGTCTTCATATTCACCACGATCTAAGTCTTTTTATCTTTAATCTTGTCTCATTTTCTACCATGAATTTCCAAATTTTGAAAGCCTCAAATATTTATGACTTATTTTTAAGAAAGTATGTCCATACCTTCCTAGAGTTGTTGTCAATAAAATTCACAAAGTATTGTTTACTACCAATGGATGAGACAGTTGTTGGACCCCAAACATCAGAGTGAACAAGCTCAAGTCTCTCTTTCTTCAAAGTTCTTCCACTTGTTTGAAAGCTAACTTGTTTATGCTTTCCAAGTATACAGTTTTCACACATTGTCAATTTCTATTGACCGAAGACTTGGTAGTTTCACCTTTGAGTGCATGATCCATCCCTTTCTCACTCATATGACCTAACCTTTGGTGCCATATGTTGGGATTTTCATTTATTGCAACTGCAATCAAATGACAAGCTCCTCCTATCTTGTAAAGAGTACCACTCTTTCTACCATGAGCAATTGTCATTGCACCCTTTGAAATCTTTCAATGATCACCATGGAAGACTGTTATGTAGCCATCATTGGCCAACTGGCTTACTGAAATTAAGTTCTTTGTTAGGTCGGGAATATGTTTAACATTTTTCAATTCACGTACAGAGCCATTTAACTTAATCTTCACCATACCTTTACCAACAATCTCATAAGATTGCTCATTACCAAGGTAAACTTTTCCAAGGTTTTCAGGGATATAATTCTCGAAGAATTTTTTCTGTGAGGTGGCATGAAAGGATGCTCTAGATTCTAAAACTCAAGACTCTTCGTTATTCTCTAAAGAACATATCAATGCATCTTCTCCTCTTGAGGTTGAAGCAATATTTGGTTTTACTTTATCCTTTGGATTCTTTCGTGCACTCTTGCACTGATTTTTGTAGTGTCCCATCTTTCCACAATTCCAAAACTCAAGTATCTTTGAGTTTTGAGAACTACAATGATTCTTAGAATTGGACCTCCTCTCCTTGGATTTTCCATGTTCATATCCTCTAATCAAACTTCTTCCCCTTGACTTTGTATGCAAAACTGAAGAGGTTGAACATTTTCCATACTCTTTCTGTTGAGTCTCTTCATTGAGAATCAGATCACGAACATCATCAAATGTTAATTGATTACTACCTGATGAGCTACTCACAGATGTGACTGTAGCATTCTAACTTTCTGGTAGAGAAGACAAAACTATTTGTCATCAAATTCGATTCCAACTAAACTCAATTGAGTTGTAACTATATTGAGTTCATTAAGATGATGTGCTACCATTGTGTCATCTGACATTAACAAATTAAATAATCGCCTCATCAAATGAACTTTGTTTGAGACTGATGACTTTACATACATACTTGAAAAAGTTGTCATAAGACCCAACATGGTCTTTTCTTTTGCAATATTAAATGCAACATTGCGAGATAATGTCAATCGAATAACTCAGAGAGCTTGTCGGTTAAGAAGAGCCCAATCTTTATCCTTCATGTTATTTTTATGTCCCGAGAGAAGTTGATATAACTTTTTCTGTTATAAATAATGATCGATCTACATCTTCCAAAAGTCAAAGTCTGTATAATCGAACTTTTCAATTTTTATCTTTCCTTCATCTACAGTCATTTCTCCCACTTAAATTTCACTCCCTTTAAATCGTTGATTACAATAATAACAATAGGCTCGGATACTAGTTCTTATGAAATTTAGCATAATTTTTCTTAATTAGATTTGTGAGAAAAAAGTATAAATGTGAAATAGTAACACTCAAACTAGAACTCCTTAAATTATACTACAAATATATAATTGATAAAAAATAAAAATTACAATATCACTTTTCTCTCTATTTATTTCTTCATTACTTGAAATTTCTTCGCAATTTGTTTTTCTTCTCTACATCTTTTGTTATTCATTTTTTTCTCTTATATATTAACTTATTTTCTATTTAATTTGTTGACTTCCTTAATCTTCTCTCCTTCATTGATTTTTATTGGATAAAACCCTTTTATGACTAATTCTAACAATTTCTTCTCACTTTTTTGGCAACACTGTTCTTCTTAAGTCTGTTGCACTGTTACAGTATATTAAACCAAGTGACATTATATTAGTTAGACTGGTTATGGTTTAAATTTGTTTGAAAAGTTTATTAGTGTTGGAAATCTAACTGAGTTTAAGCCTCACATTGATTAAAATATAAAAAAGTTAAGCGTGAAGATAAAACATATTACGCAAGATTAGGATATTGTATAACATTTATAGGATTGTTGTGTTGATTGAAAGTAACATTTTTTGCTTTCCTAGTAGATTACTAAGATAGGCGACTTTCGATCAGAAACCAAAATGAAGACTTGGAAGTTTGTTGTGGGATATGTAACAATCTAAAGGCTATGAAATTTTAAGGATTAAATATGTTTTAAGTCTCTAAACTATTGGCCGTTTCTGGTTTTCGTCCCTCTTTCAAAATAAGGTACAATTTGGTCCTCATTCTTTTCGAAACTTTGGTTTTAGTCCTCGGAAACTAACACCGTTAAAAATGTGCTAGTTTTCGAGGTTAGTTTTCGAGGACTAAAACCAAAGTTTCGAAAAGAATGAGGACCAAATTATACCTTATTTTGAAAGAGGGACGAAAACCAGAAACGACCAATAGTTTAGGAACTAAAAACATATTTAACCCAAATTTTAATTTAAGTATCTTAAAGCCTTCGTACAACCTCAACTCATCAAGGCATCAACATGATTCAAATAAATTTCAGGGATATGCTAAAATATTAGTCCCACTTAGATCTTATTTTCACATTATTGAGGTAGAATTGGTAGTTCATTTCTATTTCTTTTCAGTTGACCTTTAAGTCCATGACACAATAAACTAGCATTGATAATGTTCTTTTTATTTTGTGTTTATAGAAGTGTTGGGTTTGATTTATAAGTTTTAACTCCAACACTCTGATAAATATCCTATTTAGTTTGTCAATTAATATCCAAAAGAAAATTTCTTGCAGGCAAAGCCACTTTTAAAAGAGAGGAACTATGCACATTTAATTGATGAAAGAATAATTATATCTCATGATATTCATCAACTATTTTGGATGGTTCGAATAGCTGAGAAATGTCTAGCTAGAGACCCTCAAAGGAGACTAAATATGATTCAGGTAGGCTACAATTTTGGAATTGTCTTCTTTTTATATTACTTATAGCTTTTGGACATATCCAATAGTAAAGAATATGTTAGAGACAATGCTAGATTAAATGAAGAACAATCATATATTGTTTTCCCTAACATTCATGATCAACTTGATAAAATGCATGAGCAGATTCTAAGGTGATGCTTTTTTATTTTACTTGACCTCATATTTGTTACTATAGGTTGTTGATGCTTTGACTGACATTGTGGAAGGGAAAACATGTGACACCATCTTTAGAGATTACTCCCCAGCAAGGTCATATTCGATTTGTAGTGCATCAGAGACTCTGATGAATCTGAAGATGAAATGAAGGAATCCTTTAAGTTTGAAAATGAATTACTAATTCAGTTTAGTTCCTTTAAATGAATAAAGTTTCTCTTGCTGAAGTGGTTGTTTTGTTATAGGATATGGTAGTTAAACAAAACCAAATATTCTATCAAATATTATATCATTAATGACTCTTGATTTTGGTGATTCACAATCTTAATTTTCCTTTATGGTATAATATTACAGTAATTAATGTAATTATTCGTCTATTTAGGAAATTATTTGTCTATATTACAATAATTATAAGATCTGGATTATACATTGTTGAGACCTCGGCAAGCGTACCGAGTCGTTCAAGTAATAAACCGGTAAGTCCGGATATCGTTTTCCCAAGAGATTTGTTTCGATTCACTAATTGTTAAAGTTTACCAATTTAGCGATTATTAAACGTATTTTTGTAACAAACTTAAGATTAGCATACAGATGTAAATAAAGTGATAAAAACAGTCGAAATTAGCTTCACTGGGGTTGAAATTCAAGTTCATCACTCAGGTAATTTTCTACTAACACAATTCCTCAAAATTAAGCATCGACATCCTAGGCGCATACAACCTCTGATCCCTCATATGACAGTTTCTGAATCATTCAAACTAAATTACTAATCCCTTAGCTAATTCAGTTCTCAGATTTGCTTTAAACACAATGTCACAGATGACTAAAAGTTCCAACCTATGTCTAGGATTTGAAATCCTTTAGTTGTTCTATCCTAGGTCCGCGGTCTCATACATTTCCCAATGATTTAACCGTTCAATTAGCTCAGATTCCCATCGTAGGCATGAATAATAAAGATAGAACACAAAATTCATACAAGATCATGCATTAATAGAGAAATTACAAAGAGTTTCAGAAATTTACTCTCAACCCTAGTGAAATGGAGTTCTAGCTACACATATACCTCTCAGAAGCGATAAATGATGGATTGGATGGTAGAAAGTGGTGGTTTTGCACCTTGGAAGCACCCAAACACGAGCTGGACGCGAGCTGCAGCGTTCCCTTCTTTCTCCTCCTCTTCTCTGGATCAGTTTCGCGACATTTTAAAGAGAAGGACCGTAAGTGAATTCTCGCTGGGCGAGAAGCTTCCACTCGCTAGGCGAGCAGCTCCATCTCGCTGGGCGAGTGGCTCGCTGGACGAGTGGCTCGTTGGACGAGTGGCTCGCTGGGCGAGCAGCTCCAGCTCGCTGGGCGAGGAGCTTCAGCTGGCTGAGCTACTGGATCCTTCTGGCTTGGCGAGTGAAGCACTCCAAGTCTTTGATAGTATCCAATGCTTATTCTACTTCGATATAAACATACAAAAGCATCAAAACACATTCAAACATTCAAAACTATACTTACATCAACATTTATATACTTTTCATGAGAATAAACACTTAAACTACTCAAAAGTACAACAATTTAAGTAACAAATACAAGTAAAGTTCACACTTATCATACATTACTATTTGTATTTAAACAATATATGATCAATGTAAATTATGACATTTAATACCATTTTCTATCTATGGTTACCCAGTTCATATGAATTTCATCTTTTGGGATGAAATGTTGTTATGATGGATTTAGTTTCATCCTCTCTTGTAGCCTAAAATGTTTAACCAATAAATGAATTGCATGGTATCAAACGTTAAGGTTTGTTTCCCAAAAACAATCATCATGTTCTTAGTCTGTAATAGCTAATATTTCCAACGTGGAAGTATTTTCAAGTCAAACATGAAAGGGAGATTGAACTTGAATTGTTAGACGTGCCTATAAAACCTAATTAATCTATACTGAATTTTGTGTAACTCAATATATCAACAAAAGAATAAATCATGACCACATGAACAAAACGCCAAATTATATGTTGGTACTTGAAAATGATTAATTTTAATGAGCAAAGATTTACTCAATTGATTTATTTTAAACAATACATCGGCTTATATGTAAATAGTTATAAACCTAAAGTATTGATTACAAAAGAGATGTTTAGAGTGTCGCAACCGGAATCGCGACGGGATGGCGAGCCAAGAAAACAAATGGGTTTGAGAAAAAGTTTTGGAAGTCGCCACCATAATTTATTATGGAAAAACTATGGAAAACCAAAAAATAAGACATGGTCTGCAAAAACTAGATTGTAAGTTCGGGAATCGGTTACGCGTAAGGAAGGTGTTAGCTCCCTATCGCGTCTGCCTAAAGGAAGTACCTTTAATTAAATGTATAAATTTGACGTGGTTTTTTCAAAATGTTTAATCTTCCCTACAAAAAATAATATAAAGAAACTATTAAGAAACAAAAAAATATTTTTTTTTGTTTTATGAACCCGACAAGGATTGACCTTGCTCTTACGTATATCCATTTATGATGGACAATCAGGGATCGCGTAGTTCTTTATGTAGAAAAATGTTTATGAGTTTGTTTTAAAAATTATTATAGATTGATTTAGATTTTTGAAAAGCGAACCCAACAAAGATTTGGTTTAACAAGATTGACATTTTTTTGGTTTTAAAGATCTCGTATTTGAGTGATTCTCCCTGCACCTCACGGTCTTCCTCCTGCACCTCCAAAACATATTTTAATTCCAATGATACCCTTCACAGAGAAACCGCATTTCGAACTGCGACAATTTCCTTCTGCACACCGCATTTCGAACTGCGGCAACTTCCTCCTGCACCTCCAAAAGCGAAAAGCACAAACCCCGATCTGCGGCTGAGACAAACCGCACTTCGAAGTGCGTTAGATTTTTAGGGTTTAGTTTTTTAATTTTTTTATTAGGTTAGTATATATTTATTTTATTAGGTTTTATTTTTATTAGGTTAGTATAATAAATTTAATTTTTTATGTTAGTTGTTAAATAAAATGTTTTGTTTTAATATATTTTGAATTATTTTATTTGTTTGTTAAATTTTGTTGAATTTGTTATTTTTCAACATATTATTATTTTCTTAATATATTATTTATTATGTATTTAATTTTATTTAAGTTTTTAATTTTTTATGAAATTGAAATAATTATTAAATTGTTTATTGAATTAAATAATAATTATTATATGTAATGTTAAATATTATTTTGGATTTAAAGTGCAACAATTAATTAAAACGCACTTTGAAGTGCGGTTAGGAAACAATTAATTAAAATAGGAAACGCACTTCGAAGTGCGGTTAAGAAACAATTAAATAGATAGGAAACGCACTTCGAAGTGCGGTTAGGAAAGAAACAATTAATTAAAATAGGAAACACACTTCGAAGTGCGGTTAGGAAAGAAACAATTAATTATAGGAAACGCACTTCAAAGTGCGGTTAGAAAAAAATTAATTAAAACGCACTTCAAAGTGCGGTATTAATTTTTAACTTTTTGTTAATAAAGGGTAAAAAGGTAAAATTGGGGGTGCAGGATGAAGGCAGTGAGGTGTAGGAAGAATCACTCCTCGTATTTTTTTATTATTTAAGAATGGTGGGAAAAAGAAAGAAACTGGGCACAAGCCGACACATACTTATAGGAAAAGCTTCAGAGTACAATAAAAAGGGAAAAAATAATGGTGCAGAGGTAACATACCTTTTTAGCTTTCAATACTCTTCTATTTCTTTTTTGGTGATTGTCGTTAACAGAACCCTTATGGGTGAGAACCTATTTTTCTCTATACTATTTTTCTCTCTATTTATTATTTTTGCCTATTTCTCCTTCTCTCTATTCTTTCGTTCTTTTTTTCTATGACAGAGTGTGTATTTATATACACACATTGTAATATTATGGCAATCTTGCCTTAATTGTGAATTAGATGATAATAAAACAAAATAGGGAAAGAAATGGTCTTGGTTGCTAGAAAACAAATAAAATAATATTCAAAATAATTACCATATTAAACTAACATTTCAAAAATATTGTGTCCGGTATTATAGTTATTATTTTATCCCTTTTTACCCACCATTAGTTATTATTCTCTTATTCTTTATTTTTAATTATTTACTTACCCGGACGAAATTGGGTGTTGACACCTGCCCCTCTTTATTTGGATTTTGCTAGATAACATGAACCTTAGAGTTTTTGATTTATCATAGTAAAAGCTAAATAAAGATAAAGACATTAATTTCGTTTGGGTCTAAAGAAAAGGAAAGAGATTACCTCGGAGCGTACTTGGTAGAGAATGTAGCAACCTTGTGGACTTTGTTGAATAGCCGTAACACCTATGGAGGGTGTGTCATACCCTATGAATTCTGCTGAAGAGGTGTATGAACCTCGTGAATTGAAACCTTTTTATCTTTTTTTTATTCCTTTTTTTAGAGGCGCAAGAACCTCAAAAAACTTACTAGAGAGGCACACGAACCTCGTAATACTAGATGGTGAGGTGCACGAACCTTGTAAAATTACATGGAGAAGTGCACGAACCTCGTATAACTTGATGGTGAGGCGCACGAACCTCGTATAACTTGATGGGGACGCACACGAACCACGTAAAATTTGATGGAGAGGCGCACAAACCTCGTAAAATTAAATGGAGAGGCGCACGAATCTCGTAATACTTGATGGTGATGCGCACGAACCTCGTATAACTTGATGGGGAGGCGCACGAACCTCGTTAAATTTGATGGGGAGGCGCACGAACCTCGTTAAATTTGATGGAGAGGGGCACGAACCTCGTAAAATTTGATGGTGAGGCGCACGAACCTCGTATAACTTGATGGGGAGGCGCATGAACCTCGTAAAATTTGATGGAGAGGCGCACGAACCTCGTAAAATGAAATGGAGAGGCGCACGAACCTCGTAATACTTGATGGTGAGGCGCATGAACCTCGTAAAATTTGATGGAGAGGCGCACGAACCTCGTATAATTTGATGGTGAGGCACACGAACCTCGTGGAGGGGTACCACCTTTGATTTCGCTTAAGAGGTGTACTTGCCCTATGAATCTCGATGTGGAGGGGGTATCACCTTTGATTTCGCTTAAGAGGTGTACTTGCCCTATGAATCTCACTGTGGAGTGGGTATGACCTTTGATTTCACTTAAGAGGTGTACTTGCCCTATGAATCTCGTTGTGGAGGGGTATAACCTTTGATTTCGCTTAAGAGGTGTACACTCCCTATGAATCTCACTGTGGAGGGGGTATCACCTTTGATTTCGCTTAAGAGGTGTACTTGTCCTATGAATCTCGCTGTGGAGGGGGTATCACCTTTGATTTCACTTAAGATGTGTACTTACCCTATGAATTTCGTTGGAGAGATGTATAAACCTCGTTTTTTTTTGAAGAAGAAAGAGATTTGGTGCCAGGATGAAAGCTGGGCTTGAGTGCCAGGATGAAAACTGGGCTTTGGTGCCAAGATGAAAACTGGGCTTTGACAAGCTCGAAACAGATGCTCTTTTTTTCTTCTTATATAGCTCTGGACTTTCTCTTTTGAATTTTGTTGATGTACCGATGTATGAGTGGAAATTCGTGTGAGACCCTTGTTCGCCCTTTTTTTTTAAATTATGAACTTTTTACTGATGTACTTCTTGATTTCCTTCCATCGAATCCATCATTCTCGTTGGAGTTGGCGATGCATGGTGTGCCATATTTCTCTTCTCTTTTCTTTGAACCTCTATGATGATGCATGTATGATGATGCATGCATGATGATGCATGAATGATAATGCATGCATGATGATGCATGTATGAATGTATGAGTGAAAAATCAAGTGAGACTCAAATATTTTTATTACCTTTCCCGTTTCGCTTTAACTAATTCCACGACATCCCTAAAGAACAAACTCGCACCCCATGAACCTGCCTGTGATGCTTATTATTTTCGGGAGGTAATTCGAAGAAAAAATAAATATTGAATAAAGCATAATACAATAATGTCAATTCCACTTTAAAAGCATTCCCTATCATGGAATCATTATGCATAGAATTTTTTTACCGCATCAGAATTAACCGGCAAAGGTAACTCCTCTCCATCCATTCTTGTAAGAATAAGTGCACCACCGCCAAAAGCCTTCTTTACCACATATAGGCCTTCATAATTTGGAGTCCACTTGCTCCTGTGATCCTTTTGTATTGACAAAATCTCTTTTTTTTAAGACCAATTCACTTTCTTGGAATTTCCTAGGATGTACTTTATTGTCAAATTCCTTTTCATTATTTGCTGGTACAATTGCCTATGCCATGCGGAAGTTAATCTTTTCTCCTCAATGAGATTGAGTTGATCAAATCGAGTTTGAACCCAATTCGCTTCTTCTAACTGGGTTTCCATTAACACTCGTAATGATGAGATTTCTACCTCGAAGGGTAGTACTGCTTCCATTCCATATACCAAAGAAAAAGGTATTGCCCTAGTCGATATGTGTACCGATGTGCGGTAACCGAAGGTACATTCCTCTTGATATTTTTTATTAGCTGCCTTGATTGCCTCATTCATCTTTGGACGACGATGGGAAGTTTGATTGTTCAGGTTTGCGGCAATGAGAAATTGTCTTTAAATCATGATAGTCCACATGCATTTGCTCATTATCGTCCTTCTTCAACACGATACTTGCCACCTATTGGGAGTATTTTGCCCCAGCTAAGAATCTCGCATTGAACTGCTTTCGTACTTCATCTTTGATTCTGAAGACATTCTGGCTTGAGTAGTAACTCGTGTTGAACTCTTTCTTCATGCTAGTGTTCACATTTACCTTTTTTCTCTCGCTTTCTTCTCTTCCACTAAAGATTTCAACCTCCCCTTGATGAGGTTTTATTTCTTTAGAATCTTGCTTCAGAAATCTCATTAACTCTGGAGAGGGTTCCGGGTCAGTCATAATCATCTTCCATGTTATTGATAAGGTGCTCAAAATTAGGAAAAACCACATTATTGTTTTCAAAACATTCATTGTCATATCCATGTTATTCGATTTAAAAAAAAATTAAGACACAAACATGATTTAATGTTAAACCAAATGCAAAAGAAAGTGTCAACCTGTAAAGCACGAACCCCAAGGCTTCGGGCAAAGCAGTGAGGTTAATTAAAAATGATTACATTTCAATAAGCATCACAGGCAAATTCTTTATCTTTCAGTTCTTGGGTTTGCAGATACTTCTTCTTCTTTATTCTCGTAGTATATTTGTAGGAAACTTCTGTCAATCAGATCTTGGAGAAAGCTCCTAAACCTGGTACATTCATTAATGATATGTTCGGCTCCTGGACAGATTCCACATGCCTCACCGAGGCCATCTCCACCCCTTAACAAACCTAATCTTATCAGCGTTTAAAAATGACCTTTTTAGAACTACAAATTTTACTAACATCCCTCACTAGCCTGTGTCGTCCAACCTCAATGGCATTTGTTGAGGTATTTCCATGCTCGGCAAGGGGATTGACTTCAACACTAAGTTTGTCTTCTTGGAACTTCAGCCATCCTACATCAATTAGAGATTGTACTTTGAATTTAAGAGAGGTGCATCCTTCAGTCGAATGGACAATGGCTCCCCCGTGAAAATCGCATCTCGCACTTGCATCAAAACTTTTAGGGTATGGAGGTTGTAAGGGTTTCATTGGACGAATAGCGGCCAAACCCTTCTTAAGGAGATGAGGTAACAAATCTGTATACGTCATAGGAATGGGAGTGAAAATTTTCAATTGGTTCCTCCTAGGATAAGTACTATGACCAACATTCTGATCTGAACCTAAACCGGCTCCAATGCCCCTGGCATTAGCCTGTTGTGGTTGATAATATCCTGGTTGTCGAGGTCTCATTTGAGAACCAGACACTGTATTGTTCACATAAGGAGGATAACTCGGGCTTGGTTGATAGCTATGTGTGGGCGCATGACCTCCCCACATGGGTATTGCTGATGTTGCATGCACTCCCCCTTCTTTCTCTTTCCCCAGATTAAAAACATATTTCTTCGAAGTGGTGGCTTGAGATATAATTCTTCCACTTTTTAGTCTGATTTCGATTCTTTCGCCTATGATGATGATATCAGCGAAATTGGAAGACACATTGCCAATCATATGCTCATAAAAAGGTGGTTGTAGTGTGCTTACAAACATTGCAACCATCTCCTTGTCATATAGAGGTGGTTCAACCTGCGTTGCCAGCTCTCTCCATCGTTGTGCGTATTCTTTAAAAGACTCCTCCTCTTTCTCTACCATGTGGTGCAATTGTAACCTGTCTGACGCGACATGCATGTTGTATTTGTACTGTCTTATAAAGGCATCCGCCAAATCTATCCAAGAACGAATATGAGAGGATTCCATATGTGTATACCAACTCAACGCTGCTTCAGCCAAACTATCTTGAAAGAAATGAATAAGTAGTTTATCGTCGTCAGCGTAGGCAGCCATTTTTCGACAATACATAGTCAAATGGTTCTTAGGGCATGTGTTACCCTTGTACTTCTCGAATTCTTACACCTTAAACTTGTGTGGAATTTCCACCCGTGGGGCCAAACTCAACCTTGCCACGTCACTAAACCCCGTAACTTTCAAACCCCCTCTATGGCTCTCAGTCTGTCTTCTAGAATTTCAAGTTTACCTTTTGTTCCTTCTTCATTTGTGAGCAAAGCAGCATCTTGTGCGACAATTTTGTGGGGAAGCTTGGACATTTCATTCGGCTTGGTTTCGGTTGTGTAGATAGGCCCCTGGGTACTGATGGGGAGTACGCTGCTGGTTATGGGAAAAACCAAAAAAGTGTGCTATGCCTCTACATGATCTCCAATAAGCGGTGTGTAACCTGGTGGTAAACCATACATTGGAAATGTGAATTGTGTGCCTGCAGCGTTATGTACTAGAGGGTGAGCATTATCATCAGCCTTTACAAACGAAGTCTCTCCTGTAGTTTTTATGGCTTTCAAAGCCTCCAAGATTTGACCGACCTTATCCTTTAGTTGGCTAATATCGACCTTTAGAACTTCATGTTCTTCTTCCCAAACTTCCATAGTCTTAGAGTTCGCTCGAGTTCTATAAGGATGTCGTGGAAGTCCCGCCATTGTTTTTTATTTAACTTTATATTTTTTATTAATTTGAATTAGATGAAAACTGAATATGCGAAAATGCAAAAATGATGCATGCTAAAAATAGGCGGAAATCACAATTCCTTAATATCGTTATGATAGAAATTGAAAATGATGAAAATTTTATAAGTTTATTCTATTTATTTATTAGATTAAATGGTTTTTATTTTGCCTTATTTATTTATTCATTAAAGCATGAAATTTTTGTTTTTGCTTTTTTTTTATAAAAACATGATACATTTATTGTTATATATAAAGAAAATGAAGGAAAAATGATGAAAATTGCTAACGCATATGATGTATGAAGATGTTTATGCCAAATAATGATTAAAAGACAACATGTTTTGTTTTATGCTTTTAAGGTAGGTCCAATGTCTTAAGGTCTAAGGATTGTATGCAATCTCACAAGGATGGCTTCCTAAACCTAAAATCAAGGCCACCAGAGTTATGGTCCTTTTCACAGCTTTTCCACAACAGTTGAAACGCAACTAGGTGTGAACTTGCACGTAAAGAGAATAGACACTGGCTGGGGTTCTCACGATAGCCAAACTAGAAATAGTCCAGACGTGACACCGCTACACAACCCCTCTAAATATAGGGAAAATAAATAAAATAAAATAAAATAAAGAAAAATCACATCAATTTTGCACATTTAATTAAGAAGGCCTGATTCTCTAGCTTCCCTAGTGGAGTCGCCATCTGTCGCAACCGGGATCGCGACGGGATGGCGAGCCAAGAAAACAAACGGGTTTGAGAAAAAGTTTTGCGAGTCGCCACCATAATTTATTATGAAAAAACTATGGAAAACCAAAAAATAAGACATGGTCTGCGAAAACTAGATTTTAAGTTCGGGAATCGGTTACGCGTAAGGAAGGTGTTAGCACCTTATCGCGTATGGCCCAAGGCAGTACCTTTAATTAAATGTATAAAGTTGATGTCGTTTTTTCAAAATGTTTATTGTACCTAAAAAAAATAATATAGAGAAACTATTAAGAAAACAAAAAAATATTTTTTTGTTTTATGAACCCGACAAGGATTGACCTTGCTCCTACGTATATCCATTTATGATGGACAATCCGGGATCACGTAGTTCTTTATGTAGAAAAATGTTTATGAGTTTGTTTTAAAAATTATTATAGATTGATATAGATTTTTGAAAAGCGAACCCAACAAAGATTTGGTTTAACAAGATTGACATTTTTTTGGTTTTAAAGATCTCGTATTTTTTTATTATTTAAGAATGGTGGGAAAAAGAAAGAAACTGGCCACAAGCTGACACATACTTATAGGAAAAACTTCAGAGTACAATAAAAAGGGAAAAAATAATGGTGTAGAGGTGACATACCTTTTTAGCTTTCAATACTCTTCTATTTCTTCTTTGGTGATTGCCGTTAACAGAACCCCTATGGGTGAGAACCTATTTTTCTCTATACTTTTTTTCTCTCTTTTTATTATTTCTGCCTGTTTCTCCTTCTCTCTATTCTTTCGTCCTTTTTTTCTATGACAGAGTGCGTATTTATATACACACATTGTAATATTATGGCAATCTTGCCTTAATTGTGAATTAGATGACAATAAAACAAAATAGGTGTCAATACCGAATTTCGTCCGGATTGATTTTTTTGGCTTTATTGTCTCCTATGTTTTGTTTTTTTTATGTATTTTTAGTTTTTATTTTTTTTTATTAGTTTATTTTATTTTTATTTTTATTTTTCATTTTTTTATTTTCGTTTTTTATTATTATTTTTATTTATTTATTCATTTTTGTTATCTATTATTATTGTGTTTTTATTCTATCTTTATTTATATAAATTATCATATTTTATTCTCCCTTTTATTTAGTATTTCTTTTTTTTTGTTTTGTTTTACCTTTTTATATTATATTTTAATATAATTAATATAATTTAAAAAAAAAATGTGTGCGGAGCGTGAGGGGACAGAAACTGTTTCTGCAGAAAGCCGAGGTGGTGGCAGAGACGTTTTGGAGGAGAGCAGGGTGGCAGACGCGATTTGGGTGCGTACGAAGTCAGTACAAGGATTTTTGGCGCAGAAGAGGGCACAAAAACAAGCACAGAGAGAGAGCGGGGGGGATTATTATTCTGGTTTTGGGAGAGAGCAGGAGGGGATTATTATTCTGGTTTTGGAGAGAAAAGAGAGGAGAGTTTGGAGGAAGAAAAGGAAAAAGAGGATTGGACACTGCTTCTGAGGTCCACCATTGTTGGCACCCGCAAAAGAAAGACAGAGGTTGGCTAGGAAGAAGGAGAAGGGATCACCGGCTTCACGCACCAAGCAACAACACAGGAGCTCCAAGAGGTAAGGAACTCCTTCACTGGTTCATACTGTCATATATACTGGGATAAGCACACCTCGCTCCCACCCTGTCCATATAAGCTGGCGGCATTGTATGTCATTTTATGCTTGATTTTGCTCTGTTTGAGTATGATATTATGGTGTGAATGTTTTCCTTTCTCTGGTCTAACGCATAAGCACACTTCCACTTTAACCTGAAACATGCTTGATTCATTCCTTGATTCCTATTCCATCTTTGCCGCCAAAATCATCACCATCTCCATTTTCATCCTTCTTGATACACCTATTCACAGTTCCCCTGCATTAAAAAACAACAACAAAACAATGATCGGAAGAAACCAAATCCATCCCAACTCACGCGCTACATCTATCATCCTCCCCAGCTACCACTGATTTCAGTTCCTCTGCTCTTGAAACCCATCCCATTCGGTCAACATGATCACCTCCAACACCATCATCCTCAACCTGCATTGCACAAAGCCACAACCAACCAAGAACAATGACCCATTTCCAGCACCCAAACACAAGCTCGTACTTTACCTTCACTGAATCAAAGCCAGAATTTGCCACTGTACCATCCACCGTCGCCATCAACCATTCAACACCGATCTCCACTTCCATTCATTCTCTGTTTCACCACGCTCCCTCTCTCCTTCCTAACTCCCACGCTCACGGCCAATCCCAACAAACCAAACCCAAAACCCACTCGGTGCCTGGTCTCAATCATGTTTTCCCTTCACCATACACACACACCCGTAACAACCAGAAAACAACATTCACACACATGGCACCCATTACACAATCAAAGAAATGACAGTGGAAAGAGAGGAAGGGTTGGAACGAGAGGCGGCGGCGTGGTGACTGGGTCGCGGCGGTGAGCGGCGGCCAGTTAGGCAGGCGCGGTGCCGAGACGCCGGAGAGGAACCCCTCCCTGGGTGGCCGGATCGAGACGCGACGTGACGTGGTGGCTGGTCCAGAGGGGGCAGTAACGCGGTGCCCATCTTCGTCGCGGTGGCTGGTTTGGTTCGGAGGTGGCGGGGCGTGCCTCCCAGCCCTAGCTTTTCCGGGTCAGAGAGAAAGAGACTTGGGTCTCGATGGAGGGAGGCAGCATTGAGTGTAGAGTGAGAGAACCCCTAGGGGAATTCTAGGTTAGAAACCACCCGGGTGGGCCAAGCCCATATTGAACGCACGTTTTTCGGCCTTTTTTCGAACGTTCGTCATCTACCTCCTCTCCGAACGTCCGTCCGGCCACTTCTTGGACGGACCGTTTGGGTAACCATCTCCCAACGAACGCTCGTCCACAACGAGCGCTCGTCTTGCAGCCTCGTTTCCCAGCGTCCATTCACCAATGCCCCAACGAACGCTCGTACATAACGAGCGTTTGTCATCCCGCCTCATCTTCCAAACGAACGCTCGTCCCCAACGAGCGCTCGTCGACCAGCCTCCTCTTCTCAGCGTACGTTCATCATCGCCCAACGAACGCTCGTCCTAACGAGCGCTCGTCATTCAGCCCATTTCCCAGCATCCGTTCGTCATCGCCCAACGAACGCTCGTTCCAAACGAGCGCTCGTCATTCAGCCCATTTCCCAGCATCCGTTCGTCATCGCCCAACGAACGCTCGTCCCAACGAGCGCTCGTCATTCAGCCCATTTCCCAGCATCCGTTCGTTGGGAACGAACGCTCGTTCCGAACGAGCGCTCGTCATTCAGCCCATTTCCCAGCATCCGTTCGTCATCGCCCAACGAACGCTCTTCCCAATGAACGCTCGTCATCTACCCTCCTGTACTCAACGTACGTTCGTCATATCCCCAACGAACGCTCGTCCTAACGAATGTTCGTCATCCCGCCTCATCTTCCCAATGAACGCTCGACCCAACGAACGTTCGTCATTCGGCCCGTTTCCCAGCGTCCGTTCGTCAATTCCCCAACGAACGTTCGTCCCCCAACGAGCGTTCGTCATTCAGCCCGTTTCCCAGCGTCCATTCAACCTTCACACCAACGGACGCTCGTTATCCAAAAGAACGAGCGCTCGTTAACCTTAAGCTTTTCTCGACTGACCATTCAACCTTCTCACGAACGAGCGCTCGAGCCTTTTCGACCGTGCGCATTCGTTTTCTCCCCTTTCAAACGTTCTTCCCGTATCCTATGCGACCGTTCGCCATCAACTGTGCATGCAACTGTTCGTCCTTTAACTTTCACGAAAGTTCGTCCTCCACCATTCGTACTTTGCCTTATTCGAACGTTCGTCCATACTGATCTTTAGGACGTTCGGTCATACAAAGAGTCAACTGTTCGGTCATAATGTTTTAATGAACGTTCGGTCTTCGTGTGAACGTCCGGTTTTGTGTTAGTGAACGTTCGGTCATGTTGTATGTGGACGTTCGGTCATGTTATGTGAACGTTCGGTTTTGTTTTGTGTTAGTGAACGTTCGGTCGTGTAATGTGTTAGTAAGCGTTCGGTTTGTATTGTTTAATAAGCGTTCGGTCTTCGTTTGAACGTTCGGTCTCAATGACGTTTGTCTCCAAGCGTTCGGTTTTAAGCTTTCGTTTAGGAAGCAAATAGCGCTCGCGCAGGTCACTCCTTATTCTAGCGCTCGTGCAGGTCACTCCATATTCTGGCGCTCGTCCTAACCGTTTCTCCTCTGCCACCCCCTTTTCTTCTGACCGTTTCTCCTCTGCCACCCCCCTTTCTTCTAAGTCGAGCCCCTTTTTCCACTTGGGCTTTGGCCCAATCTGTCATCAGAATTTTATTTATTTTGGCACCCCATTTTGTTGTTTTTATTTATTATTTATTTATTTATTTGCCTTTTTATTCATCTTGTTTCATTTCATTTTATTTTATTTATTTCTTTTAAATATCCACTTATTTCAAAATATATATATAATAATTTTACTTATAAAAAAATAAAATTAACAAAAATATATTTTAAAGGTTTAGGCACATGTGTGATCGCACGCATCGTCCTTGTGCTAAAACCTTTTCTTCTTCTTTTCTAAAATTACAAAAAATATATTTTAAAGGTTTAGGCACATGTGTGATCGCACGCATCGTCCTTGTGCTAAAACCTTTTCTTCTTCTTTTCTAAAATTACAAAAAATATATTTTAAAGGTTTAGGCACATGTGTGATCGCACGCATCGTCCTTGTGCTAAAACCTTTTCTTCTTCTTTTCTAAAATTACAAAAAATATATTTTAAAGGTTTAAGCACATGTGTGATCGCACGCATCGTCCTTGTGCTAAAAACCTTTTCCCTTTCTTAAGTAAAATTACAAAAATATGTTTTAAAAGGTTAAGCACATGTGTGATCGCACGCATCGTCCTTGTGCTAAAAACCTTTTCTCTTTCTAAAAAAACAAAATACAAAAAAGGTATAAAATCTTCAAAAAACCCAAAAACATCAACAATTTTAAGCAACAACAAACAATCTTCCTCCCAGAACTACGTGATCCTTGATTCTCCATCAAAAGTGGAGATACGTAGGAGCAAGGCTAGCCCTTGTCAGGTTCACTTCCCTAAAAGTCCAAATTATTCATAATCATTTCCAAACAAATTTTCCCAGACAATTTTCTCAAACAATTTCTCAACAAAATTTTTCATAACAGATTTTCAAAAAGAACTACGTAACCCTGATTTCCCATTTTGAATGAGAATACGTAGGAGCAAGGTCAATCCTTGTCGGGCCCAAAAAACTAAAAAAATATGTTTTGTTTATTTTAGAATTTTATTTTCGGGGATAGTTAAACATTTTGAAAATCACATCATATTCGTGCATTTAGTTAAAGGTACTGCCTTAGGGCAGACGTTGTAGGGTGCTAATACCTTCCCTACACGTAACTGACTCCCGAACCCAGAATCTGGTTCTATTTGACCATGCCTTATCATTTTATGGTTTTTCCGTAGTTTTCCAGAATAAACTATGGTGGCGACTCCAAATCTCTTTTTTCAAAAACTTTTATTTATTTTCCTTGGATCGTCGTCCCGTCGCGATTCCGGTTGCGACAATAGGGAAAGAAATGGTCTTGGTTGCTAGAAAACAAATAAAATAATATTCAAAACATTGATTATCAATATTGCCAGAAAATTTGTCCATTTTAAAAGAAATCATATTTTCCTCTTTAAAAGCAACTGACGCAGCAAATTATATTAATATACTATTTTAATTACTGTTTATAATTATTAGCATAATATTTATTCAAATAATTACCATATTAAACTAACATTTCAAAAATATTGTGTCCGGTATTATAGTTATTATTTTATCCCTTTTTACCCACCATTAATTATTATTCTCTTATTCTTTATTTTTAATTATTTACTTACCCGAACGAAATTAGGTGTTGACATAGAGTATTCTAACAACTTCTAATAGCTTCTAACCTGACATTTAATATCCTCCCTATTCATATACAGCTGAGTACACCTTGTGAAGACTCTTCAAACTCCTTCTAGTAAAAACTCCTTACTCTTCAAATCGAAATGTTCTAGGTCTACGCCTCTTCAAGATTGAAAGGGGGTGTGTGTACAAAAGGCACTCTAATATCCAAATTAGTTGAGTGTGTCAGATAACAGTTAATGCTATAATAACGAACATAATTATTTATCTCAATGGTAGTACTATTTATAGGAAAATTATGACGTTTGTGGGCCCTCAAGTACTTTCTATTGATTTTTTATACTCTATTTTTTTGTTTATGAATATTTTTTGGTAATATGAACAAATGGATGTCTAAGTATATTGGTAGTGTGTCTCTATATGGTGTTGAGAATGCGCAAAGAGGGTGATTGGGAATAATTGAGAGGAGGACAGTTCTCAAGGTGAAGGTTGAAGATGATGGTAAAGGATCATATGCTTGTTGAGGTGTGAAGAGCATGTGTAATCTTTTGGAGTTGTTTCCTTGTTCCTTCACTTCCACCAACATCTGAGGTGTGATTGTTAAAATATAAATTGGGCCTAAAAAAGCAAACAAGGTGTGAAAAAAGGAAATTGGTTTATGATAATGTGAAATAAATGATGTTGGAAAGGGCAATTTATTCCTGCAACCCAAACTATTAAAATCCTACTTTTACCCTCATACATTAAAAACACTAATATTGTTTTCTCTCCCATTTTCCCCTTTCTCATATTTTCAATTAGCGTCCTATCTCTCGCGTGTACCTCCCTCTCACTATTTCACTACCCATCGTCATATTCTAATCACTTCCCCTTCTAATCTCTACCATTCCCACAATCTTCTTCAATAAAATCCCACCACCGATTGCAATGATGTTGACTGGAGAAGTTGTCGCCAACAACGACATGAATGGGTCACGCATGTCGTGCCCCACACGCTTATGTTACACACATAGCAAACAACCCTAAAAAAACACACAAAAATGCTCACTCACAGAATTTTTTATCCAGAATGTAGTATCATATTTAGAAATACATTCTGAATTGTCTAATAAGTGAGATATTTAGACTGGGCAATCTGAAATATATTCCTAAATCCAAGACTACATTCTGAATTGTTCAATTCGGTATGCATTACCTGATTCGAAAAACCATTCTGGATTGTTCAATCTAGTATGCATCTATGAATTTTGGAAACGTAATCCAATTTATGTAATCCAGAATTCTAGATTGTCGAATCCAAAATGTACTCTTAAGATAATGCATATAAGGTTTTCATGGGATTTTGTTTTTTGGCAATTGATCTGCATGGGTTTTGCAATAAGAAGCTTCAACTTCTCCACTTCTTCTTGTCGTAAAACCTTTTCTTCATGTCTCCATTCTTAACCTCCATTTGGTTATCTACTTTAGAGTATGAAGTGTTGTTTCCTCATCCATCTCTCAGTCAAGCCCTACTTGTTGTCATTGTTCATCGAGGTTGGATACAACATCAGTGTCACTAACAAAGGCATTTATTTTTAGGCGTATTGCAAATTTGGTTCAGTATGCCAATGTTGTTGTGTTGTGTTGTAGTGATGCGTACTATGGCAAGAAGATAACCCCAACCTTTGTGGCGACAATACTCTTGGCAACAATGCTGCAGACAAACGACATCAACCAGCCTAGGTCATTGTTGTTTCAGCACCTGATCGGAGCCATCACCAATGCTTTATACTTGTACAATCCTTGGCTTCCAACAGAACAAGATTAAGGCGTCCTTCGAAAAAAGTTTCAATCTTATGAGTGAAACTTATAAAGGAATCAGATACAAAAGACTTATTGGACGTGTAGCTAAATATGCTTTGGATCTCACTACTGAGGAATTGGAACAAGTACAACATATAGGATTGGATAGTTCAAGTTGTGGATGCATACTAAGACGGGCGTTTGGTCTCCTTTGTGCTTGTGAATTAGCACGATATGACCCTAGAGTAATCCTTTTTGCTTAAATTCATATAATGTGGGCGAGATCGTTTCTGAAATATTGAATCAAATGAATCTCATCCAGAGTTATCCATTGAACGTGAACTACATATGGTTCAGGAACGATTCAATGAGGTTGACATTGGAGGTAAAGTCACCATCAAGCAAAAGTTACTTGACAAAGCTTGTCCTACAATGACATTTATGGTACCTTATAAGTGTAATAATTACATATTATTCACACTTATTAGAACTCATTATTTGTCTTTATATCATGTGTTTTGTGTTGAATCCATGAAAAGATGTAAGATTTATGTATAGTCTTCAAAGGTATATATAATTATCTATTTTTGGTATATTTTGCAGGAAATTGGAAGATTGGAGAAGAATAAAGAGTTGCTGCCAAAAGCTACTAGCCCAACCATAAGCACCACTAGCCTAGCTAGACATGGACTCTTACCCAACCATAAAGTCTCGCAGCCTAGCTATAACCCAGCAAGAGGATTCTATGGCTCAGTGAGAATGCACTTTTCGGAGAAGTTTGTAAAGCATCGAGAGTGGAAGAAAAAGGGATTTTTTTATGATAGGGTCCTCCTCAAGCTAGGTTGGGCCAAAGCACGAAGATGAAGCTATGGAGGTGGAAATGGTGCGAAAGCTATGGATATAATGGTGAGCTCACGGTTTTGAGGTGGTGTTGATGGTTTTTGGTGAGTATTTGTGGTGAGATGGAGGTTTTTGATGGATCTCTAGAGAGAAGGGTGGTTAGAGGGACCTCATGGAATGCTCTAGCCTTGACTTGAGACAAGATATGTTTGTACACATTTTGGCATAATAACATTCAAATTCATCAAGTGATTTTACAAGGCGGGAGACCGCTCTATTTATAGAGAAATGCGTCTCCAAAGTATACAAGAAACCCTAAAAACTATCCACTCTTAAAATGACATGTGGCAATCCACTTTTACAAAGTTTCTCACTCATAGAGTACCATGTGGCAATCCATTTTTGTAAAGTTTTCTCCTCTCTTAAAGTACCATTTGACAATCTACTTTTGCGAAGTTCCTCCACTCTTAGAGTGTCATGTGACAATCCACTTTTGCAAAGTTTCTCCACTCTTAGAGTGACATGTGACAATCCACTTTAGCAAGAGTTTCTCCACTTAGAAAATGACACGTGGCTACATTCTTCTTAAGAAAAACTCTTCACTAAGAGTTTGTCATGTGGTCATCATGTCCCATGGTGGGACACACTCTTTTAAGATAAGATTACAAACCATACAATACTAGGCCCAATATACAAGCCCTAAAAAAGGTATCATATACTACTTGACCCTTAATACAAGGTCTAGAAATACTTCATGATAACCCAAGTAAATAAGAATTTAGTTCCTTCTTTTGTGGATGATTTTAAATCTTCTTGAATTTGTTTGGTCATGCTTCTTGTGATTGAACCCTTGGCTAGAGGTTTGTCATCATCCTATCCCTCTTTAGAAGGATTTGTCTTCAAATCTTGAGGCTCCTCATCTTCATCTTGCTCCAAATCTCCTACAAAAGGGGTTAGATCACAAACATTAAAAGTAGCACTTACATCATACTCACAGCACAACTCTAGCCTAATCCTTTGAGCTACTTTAAAAGGTTCATCACCACGACACTTGAGTTTGGACTTCCTTTGTGTTGGAAATCTATCTTTACTTAAATGGAGCCAAACCCAATCTCCTTCTTCATAGATCACTTCTCTCTTGCCCTTGTTATTATGCTTGGCATATCTCTCAGATTGATGTTGTATTTGTGACTTTACCCTCTCATGCATTTTCTTCACAAATTCAGACTTGGATACTCCTTCCTTATGAATGAAATCACTTGGATTTGGGAGAGGTATGAGGTCTATGGGATTAAGAGGATTAAAACCACACACAACCTCAAAAGGAGACATTTTGGTGATTTTGTGAACCACCCTATTGTATGAAAACTCAATATGGGGAAGGTACTCATCCCAAGATTTGTGGTTTCCTTTCAAAATAGTCCTCAACATGGTCTCTAAACACCTATTGAAAACCTCAGTTTGTCCATCAATTTGTGGGTAACTAGAGGTGGAAACTTAAAGCTTGGTTCCTAGTCTAGACTATCGCAACTAGAATCGCGACGGGACGACAATCCAAAAAAAGACGGTTGAAAAAGAGATTTGGAGTCGCCACCATAGTTTATTCTTGAAAACTACGAAAAAACCATAAAAGGATAAGGCATGGTCTGTGAAAACCAGATTCTGGGTTCGGGAGTCGGTTACACATAGGGAAGGTATTAACACCCTACCGCACCTGCCCTAAGGTAGTACCTTTAACTAAATACGCGAATGTGATGTGGTTTTCAAAATGGTTAATTATCCCCAGAAATAAAACTCTAAAGAAACAAAATATATTTTTTAGTTTTTTGAGCCCGACAAGGATTGACCTTGCTCATACGTATTCTCATTCAAAACGAGAAATCAGGGTTACGTAGTTCTTTTGAAATTGTTTGAGAAGTTTGTTAGCAAATTGTTTGAAAATTTGTTTTGAAATGATTTTGGATTTTTGGGAAGTGAACCTGACAAGGACTAGCTCTGCTCCTACGTATCTCCACTTTTGATGGAGAATCAAGGATCATGTAGTTCTAGTTGAAAGATTGTTTGTTTGTTGGAAAATGTGAATGTTTTTAGTTTTTGAATATTTTATATTTTCTTTGATATTTTTGGCATGATTGAGAAAAAGAAGGTAATGAATACTAGGCCGACGCAGACGGTCACGCGAGTACTCATACCTTTAAAACATATTTTGTTATTTTTATAAGAAAGAGAAAAGGTTTCTAGCACAAGGACGACGCGAGCGGTCACACGTGTGCTTAAACTTTAAAACATACTTTGTTATTTTTATTAAAAGAAAGAGAAAAGGTTTTTAGCACGACGCGAGCGGTCACACGTGTGCTTAACCTTTAAAACATACTTTGTTATTTTTATTAAAAGAAAGAGAAAAGGTTTTTAGCACAAGCACGACGCGAGCGGTCACACGTCTGCTTAACCTTTAAAACATATTTTTATAATTTTTATTTAAGAAAAAAGAAAAGGTTTTAGGCACAAGGACGACGCGAGTGGTCACACGTATGCTTTAATCTTAAAAATATTTTTTTAAAAAAAGGAGAAAAGGTTTCTAACACAAGGACGACGCAAAAAGTCACACGTGTGCTTTAACCTTTAAAATATATTTTTTATTATTTATATATATATTTTATTTTTATGTATCATTATATATATATATATATTTTTAAATAGGTAGATATTTAAAATAAAAAACAAATTAAATAAGATAAATAGAAAACAAAACAAATGAAATAAAATAGTAAATAAATAAATAAAATAAAAATTATGGGAGTGCCTAAATGAGAAAATGGGGTATCCAAACCATTTTTCCTTTTATAAACATACTAGGCCTAAGCCCAAGCTGAAAGGGGGTGTGGAAGTGAGAACAGGGATGACTAAACGAACTTTATTGGGTCTAAGCCCAAGCGGAAAAGGGTGTGAAAAGGAAAACAGGGGGGTGCAAGGAAGAATATCTTTTTTTTATATCCAGAAATCCCTAGGGGTTGAGCATCTCCCCCTTCATTCCCAACACTCGTAATTCACGTTCTCCAGAGACCCAAGGTCTCTTGCCTCTCCCGGAGGCTCGCCGCCGCTTCAGCCAGAACTGGCCACCGCGCCACCACCTTCCACAAGTCTTGACATCGCCGGCGACAGCAGGTGCCACCGAAACCATGGTTGGCCACCGCGTTTTCTCCCCTTCTCTTTCTCTCTCTCTCGCACTAGCCTAGGGTTGGGGTTTTTTCACCCTTGAACACCGCCTGCCACTGCCCTTTGTCGCCACCGTCATGAGCCACTGCCACAGAAACGCCCCCCAAGCCCTAAAATCGCGTCGTGTGCCTTCATCACAAGCACCACCAGGACCGCCAACCCTCATGATTATCGCAACAACGCCCTCATTTCCTCCATCATCGTGCCACGATGTTCCTCCTCAACAGCCCAAGCCGCAGGAACTCAGCGTCGTCGCGCCATCAATAGCAACAAAGCCTAATGATAGGCTGTTGTTGAACCTATCAAATTAATACTACTTTTCAAGGCAACTTCCGTATTGCCAAGTAGTATCCAAGAGGGTAGATAGGGCTAAAGTAACCCTGAGTCGTCTCCCTACGAACACGAAATTGCTTTCGAATATTTGATTCTTATGAATGTTATGCAATGCTTATGAATAGGTTTAATACCCAATTTTGTCCCTAGTTTGGTTGGCAAATCTCAATTTAGTCCATCGTTACAAAAGTGTTTGAAATGGGTTCTTACTTTTAAATTTTTGAGTCAAATTAGTCCCTTCCGTTAAATATAACCAAACAAAGTTAAGAGAATGATTATCTGGCAGAATGTAGTGATAACGTGTCATTTTTATATTAGTTTTATATTGTATGCGGTGACATGTTAAGTTGTGAAAGGTTGAGCTGGATATTATTATTTTTAAATTGTCAAAAATTATATTTTCTGTTACTCACCCTTCAAAATATGACATCGCTCGCCCCACTTTCATCACAGTGCAGCCATCACCCACTACCGTTTCGCCTCTGCCTCCGTTCGCCCTCGCTTACAGGACGTTCACTGAATTTATCCCAGTAAGATAGGGCAGCCAAATTTTGTCTTTGATTCACTTCCCAATTTGGGAACCTCTCTTTCAGCTTCCCCTTCCAAATCCAAACCTAGAAAATTTCTGAACCTTTCCCTTTCAACTTTCCCTTTCAACCCAACAACATCGACTCTCTATTTTCTTGTATTTTGTGGCATAAAAGAAGAACCAAACCCTACCTTGTACCCGTGTTCTGTGTGTGCGTGTGTGACAGTGGTGGTAGCTAGCATCTTCTCTCTCTACTCTAACCTCTTAATTTCAAAATGGTGAAAGCAAGTGAGAGCGGTGCAGTTCCTGAGCTGGTTATGGATGCAGCCAACGCCACTCTCTCCAACCTTCAACTACTCCGAACGCATTTTAACGACTTTTTGTCGCTCTCCGACCCTCAAACCCTCCCGAAATGCCCCCTCTTCAACGCGCTCACGCTCTCTTCATCCTCGCTAAAATCACCTCTACCCTTCTCGAATGTAATCCAAAAAACGCATCTTTTTCATCATGAATGTTGCTATTTCGAGTTGATTCCACCTTGATTTTATCTTTCTTCTGTTTTCATTCTCTCTAGTGAATTTGAGATGTAGTGGGGTGATTTCCCTTTCAACAAAGACCGAGACTTTCTCAAATCCACAAAATACAAGAAAACACAAACTCAAATTTATTTCCCTTTCAACTTTCCCTTTCAACTTTCTTTAACTTCTAACACGTCACTGTGCATATAATATAAGAATAACACTTTATTATTGCATTCTGCCACATCATCATCCCATTTAACAGAAGGGACTAATTTGACTCAAAAATTTAAAAGTAAGAACCCATTTCAAACACTTTTGTAACGAAGGACTAAATTGAGATTTTCCAACCTAATTGGAGACAAAATTGGGTATTAAACCTCATGAATAAAAGTAATGGTTGAAGAATGTTTAAAGAATAAATAAGAAACTTAAAAATAGTTATGATTAAATAGGCTAATTCCACTATTTCTCCAAGATAGGTTCATCATCGATTATTCACGAATAATTGTTCAATTAATTATTGTTTAAGTTTCAAATTAATTAAAGTACATTCTTAATAAATTTGAGGGCGATCGTGCATTTAACCAAAGTAAATTCTCAATCAAATGCAAAACCTTTCTAGATTATTCACAATAAATTCAACCAAAGTACATTCTCAATCAAATTCTATTGTGTTTAATCATGTCTATTCTTGAATCTCCTAACCAAATTAAAAGTTAATCAATCAAAGTAAATTCTCAATTGATTATAGTTGAAATTATTACTACCAATCAAAATACATTCTCAATTGATAGTAAAAACCATTTAATCATATGAAAGTTCCTAAATTAAATCAAAGTAGATTCTTAATTAAACCTAGAAACCCTAGAACTCATATAATCAATATGCATGTAGATTCAAACACATTATGATGCAAAAATCTTTACTTTTAACAAGATAGAGAGATGAAAGACATAGAGAGAACAACTTAAATCAATAATCAAAGTCAACAATTGCATTAAATGAACGCAACCTCAAAATCCATCATGGAATTATAGCAGAATAGCCCTAGATGCTTAGCTCTCCATGAATGGAGTTTAATATAAGATGAAATAAAAGTGAGAGGAGTATGAGAGAATGAATGAAGTCAAGTCCTTGGGTCTCTTTATATAGGGCTTGATTGGGCTTGGACTCTAAGTATTCAGTTGACAAAATCTTTTATCTTATATCTTCCAAATAACTAAAAGATTTAGATAATTATAACATTATTTGGAAGATATTTTCTGTTGATATTCCCAAATTAAATTAATTCAACAACTGAATTTTATCTTTTAGCTTTTTCTGACTTTCCAAAATTGCACAAATAATCAGAATTGTCTCTATCTACACTTTAGCCCCTTCTGAATTTCTGAAATTGCAAGAAACCCCCTCAGTTGACCACCCTTGACCAGATTCCAAACAGCATTGACCAGTTTTGACCAGAGAGGTGTGCCCAATGAGGGCTTCACACGTGGCAGCCCTCTTTCTCCCAAATTAGGGTTCAGATTTGGGAAAAGGGCTTGCCCCTACGCCTGCGCCGCCCTGAGGAAAAGAGGAGAGGCTTCCAACGCTGTCGTTCTTGCTAAAAACATGGAGGCTCGAGAATGTGGAGGCTGACACGGTGGAGACGGCGATTTCTGTTATGGTTTTTGCTGTGTGGTTTTTCTGAGTTCAGGTGGTGATCGCTTTAGATGGTGGCTTGGAGGAGGTGCTCGCGGACGATGGAACCGTTGTGTTGGTGTTGATGGTTGCGTCAATGATGCGCGAGAAGTGTGGATGAGAAGATGAAGATGGTTGTGCGATGGTGGTCAAGACGCAAACTCGTAGAGGCGCGATAAAAGGAATCGCCAGAAGTGGTGACGTTATTTGGTTTTCCTGAGTGTAGGTTTGAAGATGAACGAAGCTTGGATGGCAGCGGCAAGGAAGCTCGCGAGGTGATGGAGGTTAGTGGTGGTCGCGGCATGGTGAGGCGGTGGTTGTGATGGCCCGACGGAACTCCCAAGGAAGAAGAAAGTGATCCGCGATTTCGGTGGAGATGCAAAGACGAACTCGCGATTCTGGTAGAGCGAAAAAGATGGTGATGTGCGTTGAAGGTTGGTGGCGGAGCGGCGCGACGGTGGCGGCTAGGGTTAGGTTAGGATCATGAAATTAGGGTTTCTGTTTGGATGGAAGATGATGATGTGTCAAAAGCAGATAGGTCAATTTGGTGTGTAGAGGATTAATGACGTGGCAGATTCTAGATGGTCAGATATGTGTGTGAGGATTTGGACACGTGGCAGAATCTGGTGGAGTCTGATTTAGGAGGGGTAAGAGTAGGAAACTTAGGGAGGTGTAGGAGAAATGACTTAGTGTTTGGGCTTGGTCGTTGGCCTGTTTCAAAAATAGGAGTGTATGTAGGGATTTTAGGAGGTGCAAAGGTAAAGTGTGTCTGCTTGGTCCATTTGTATATTATTTTCCAAACAAAATCTTATTTTGGGCCTTGAATTGCCATTTGGAGTAATAAAACTTATATTCTCAGCTGCACAAATAAACGTAAGAATTTCCAAGAATAATTTATGCAACTAAAAATCACTTTTTAAGTCCCTTTTTATTCCCAAACCCAATATATCCAATCATCACAATTTCACTTTAAATCAACCATTTAAGCATAATTATCCCATAAAAAATTTGAATTTTAAAGCATAAATGTGGGCATAAATATGCACTCATCACCTTGCTTCCCCGCCTCCGTTGCATTCGTTCAAAATTCATGTTCGCCAGCCCTTGATTTGCACATTATTGTGTGATAGCAGAAAGGCAGAAAAAAGGGGAGGAAAGGTAGGGGATTTGCGAAGGGAGTCATCGGTGACGGCCATGGCAGAGGATGTTAGAGAGAAAGCAAATTTGAAAGTGGATGGGATCGGAAGTTGAGAAGGTATTTAGGTGACGAAGGTATTGCTATCGTATCGCTCTCACTCTCACTAAATGCTTAAGCATACCATTTCGCAACGACCAAAGAGAGTGTTCAGTGTAGGCAGGATACGAGTTTGTGTGTGGGTACTAGAAATTGGTTTTGTTCTTGGTGATTGATTCTTGTTTTTGTAGCCTTTTACAGTGCAGGTCGAGCATGATGGTATTATGCTTGAGTTGGGATGGAGGTTCCAATGGGTGAATGGAATGGTTCTGTGAAGATGAAGATATTGTTTTGTTATTTTTTCTTTCTGTTGTGTTTTTCTGGTGAGTATCTAGTTTAATGATTCAAGTTCATTGTTGATGATTGGAGATGGACAGAGGCGCGGGAGCATAGTTTTGTTGTCTATTATGGTTTATGGCTATTGTGATCAACTCAGGATGAAATTTGAGGTCTTACTTAAGAAAGGGAAACAGGTGTATCGAATCTCGTTTGGCTGTTGGTTGAGTAGATGAACTCGCTTGGAGGAGAGAAATAAGACCGTAGAAGTGGATGTGGGGAGGGTGATGATCATGTTCGGTAACAATGAACATATACAAATATCCACAACAATAGGAATGTATTCAACAACAATCATATGCAAACATAGCAACAACGGAACAAAGATATGTTCAAGGGCAAGCAACCAACTCACTAAAACATGGAGTGCAAGGCATTACTTACCTCTTGAAGATCTGTTTTCTATTGCCAACCTTGTGTCTCCAATGGGACTCTCCCTTTCCTTTGACTGGCTTCTCCCTTCTCTTTCCTGTGAATGTTGTCTCTTGTTCCCAGAAATGGATGATGATCCCCTCTCGAAAGAAATCTCTCTCCCTTTCTTAATCCTTCCCTCGTGCTTTTTGTGCTTATCCCTCTTCCATGCTCCCTCTGTGCTTTTTTGCAGAAATCCCTGTAACAATTCTGTATGCGCAAATTACCTATAGAAAATGATTTTCTGCCCCCTCCCCCTCCAACACATGTACATGCTGTACCCCCAACCAAAACAATTTTCTTTTCTTTTCTCATATATTTTTTTTACTAAAGACAAAATGTCCTTTTTCTTTTTTTTTTCTTTTCTTTTCTTTTTAGCTATATTAATTATATTAAAACAAAATAAAATATAAAGTTAAAACTAAAAAAACAAAAATTATAAATTATAAAGGAAAAAATAAAATAAAATAATATATATAAAAAAAAGATAGAATAAAATAAAATAAAAATGGCAATGAAAAAAATAAATAAATAATAAAAAATAAAAATAAAAACGAAAATAAAAATAAAAATAAGTAAATAATAAAACATAGGACAACAGACTAAGATAAAGCCAAAAACCAATCCGGATGAAATTTGGTATTGACATAGACCAAAGTGTTTTCCAAAAGTGACTAAGGAACTTAGGATCTCTATCTGAGACAATGGTCCTAGGCAATCCATGGAATTTCACCATATCTCTAAAGAAGAGTTTTTCTATGTAACTTGCATCATCTACCTTATGGCATGGTATGAAATAAGTCATCCTGCTAAACCTATCTACAACCATAGAGATAGAGTCAAATCACCTTTGAGTCTTAGGTAGACCAAGTATAAAGTCCATGTTAATGGTTTCCCATGGGGATGAAGCAATAGGGAGAGGGGTATACAAACCATGAGGCATATTCTTAGCCTTGGCCTATAAACACGCAATGCACTTATGACAATACCTTTGAACTTCCTTTCTCATGTGGGGCCAATAGAATTTCTCTTGAAGAATGTTTAGAGTTTTATCAACTCCAAAGTGACCCATGAGACCTCTTTCATGTAACTCCTTGATGAGGAGTTTCCTATGGGAACCTTGAGGCACACACAACTTACCCTCTTTAAACAAGTACCCTTTGGAAACATAGTAACTTCCTTGAGACTTCTTTTGACAATTTGCAAAGATGGAGGAAAATAACTCATCTTGTTCATACAACTCTCCCATGTGATCAAAACCAAGAATTTGTGCTCCAAGTTTTGAAAAGAGGTTGTGAATTCTAGAAAGAGCATCAGCCAACATTAGATTTTCCTTTCTTATATTTAATCACATAAGGGAATTGTTCTAGATATTCCATCCATTTTGCATGTCTATTGTTTAGCTTGTGTTGTACCCTCAAATATTTAAGTGACTCATGGTCACTATGAATGACAAACTCCATGGAAACTAGATAATGCTCCCAAGTTTGAAGGGACCTTACAAGAGCATACAACTCCTTGTCATAGGTGGGATAATTGAGAGTGGCACCATTGAGTTTCTCACTTAAATAGGCAATAGGGTGCCCTTCTTGTAACAAAACTCCACATGTTCCCACACCACTTGCATCACGTTCTATCTTAAAAGTTTTTGAAAAGTTTGGAAGAGCTAAAATGGGTGCATTGGCAAGTTTTTCATTGAGTTGCTTGAAATCCAACTCTTGTCTCTCTCCCCACACAAATTTCACATCTTTTTTTACCAACTCATTGAGAGGTGAAGCTATACTTGAGAAGTTAGGGACAAACCTCCTGTAGAAAGATGTTAGACCATGAAAACTCCTAACTTCTCCTACATTTTGGGGAGTTGGCCAATCTTGAATGGCTTGGACTTTGGTGGGATCAACATGCACACCATGTGTGTTCACTATGAATCCTAGAAAGACCATACTATCTTCATAAAATGTGCATTTTTCTTTGTTTGCAAAAAGATGGTTGTCCCTCAAGGTGGAGAGAACAACTTGCAAATGTCCTAAATGGTCATGAAGACTCTTTCTATATACTAGGATTTCATCAAAGTACACCACCACAAATTTTCCAATGCAATCCCTAAAGACATGGTTGATTAATCTCATTAAGGTGATAAGTGCATTAGTTAAGCCAAAAGGAATCACTAACCACTCATATAAACCAAATTTAGTCTTAAATGTGGTTTTCCCCTCATCACCATCTCTTATTATTATTTGGTCATAACCACTTTTAAGATCTATTTTGGAAAACATTATGGATCCATGCAACTCATCTAACATGTCATCAAGCCTAGGAATTGGGTGCCAATACTTAACCCTTGTAGAACCAAAGCTCTTAATATCAAATGATAGCGTCCTCCTTGAGCTAGGTTGGACTAAAGCACGAAGATGAAGCTATGAAGGTGGAATTGGTGCGGAAACTATGGATATGATGGTGGGCTCACGGTTTTGTAGTGGTGTTGACAGTTTCTAGTGAGTATTTGTGGTGGGATGGAGATGCTTGATGGGATCTTTAGAGAGGTTGGTCAACTCTAGAGAAGGGTGACTAGAGGGACCTCATGGGATGCTCTAACCTTGACTTAAGACAAGATATGTTTGCACACATTTTGGCATAATAACATTCAAATTCATCAAGTGATTTTACAAGGAGGGAGACCCCTCTACTTATAAAGAAATGTGTCTCCAAAGTAGACAAGAAACCCTAAAAACTATCCACTCTTAAAGTGACATGTGGCAATATGCTTTTACAAAGTTTCTCACTCTTAGAGTACCATGTGGCAATCCACTTTTGTAAAGTTTTCTCCATTCTTAAAGTACCAACGTGGCAATCTACTTTTGCAAAGTTCCTCCACTCTTAGAGTGCCATGTGACAAGTTACTTTTGCAAAGTTTCTCCACTCTTAGAGTGACATGTGACAGTCCACTTTAACAAGAGTTTCTCCTTTTAGAAAATGACACGTGGCCACTTTCTTCTTAAGAAAAACTCTTCATTAAGAGTTTGTCATGTGGCCATCATGTCTCATGGTGGGACACACTCTTTTAAGCTAAGATTACAAGGCCTATACTTGGCTCAATATACAAGGCCCAAAAACAGATATCCTATACTACTTTACCCTTAATACAAGGTCTAGAAATACTTCATGATAACCCAAGTAAATAAGATTTTAGTTCCTCCTTTTGTGGATGATTTTAACTCTTCTTGAATTTGTTTGACCATGCTTCTTGTGATTGGACCCTTGGCTAGAAGTTTGCCATCATTGGATGTGGGAACACAACTCAAGCTCAAGGACGTAAGTTGGAGACACAAAACGCATTTTAGAGAGCTTTGATGGCTGCTAGGGGCTTGTGGGAACAACCTCTACTTCCTTCTTGTATCTCCATCTTCTTCCATGGTCATTTTTTAAGCAAAAGACTCTCCATGGAAATAGAGAGTCAAACCCATGTTGTTTGGGAAAGTTGTAGCCATTGAATTATCTTGTACTTAGTAAATGCTTTGATTATATATATATATATATATATATATATATATATATATATATATGTCTATTCCATTAAATGTTAGTTTTCTTGTTTTTATGCTGAATGCTTGCTTGAATGGGGATGTTGATAGCTTGATTCGTGGTTCATAGGGTTTTAGGAAGAATCTTGTGAAACCTAGACTTAAAAAGAGTTACCTAGTGGGCCTTGTATCTAAGGATGGAGCTTAACCCATTTGTGTTCTTAAGCCCTAGATCTTAACGTGTGTTTTTCTAGTTAAGTGTTCAAGGGATTGACTCTTAGTTAGGAAAACTAGGCTCTTTCACCCAAGGGATTAGGGTTTGAGTGTTCTTGTGGGTTGACATTAGAATTTGATGGATAGGAGATGAGTTTGTGTCTGCACGAATGTGAATTCGGTGAAATCTACCCTTAACAATGTCATTTCACACTTTTTTTTTGCCTTTTTCCACTCCTAAGTGTCTCCAACTACCAAAGTTCACCCTTTGTTTCTTTTTTCATTTATTTATTTATAGATGTCCTCATATTCTTTAGTCTAGATGAGTTATTAATAGTATAATTCTTTAGTATTACACGAATATCTTGGGAAACGATACTTAGTCTTACCATGTTTTATTACTTGAACGATTTGGTGCACTTGCCTTAAAGCTGACAATACCTCCATTACATAAAGTGAAGACAAAGGGTGCACAAAAGAATAAATTTCAACTAATAGAAAGGTCTACAAAGCGTGAACCAGCATATTTTCAACATGTAGACACCTTGCACTCAACAAATGAAGCTTCATCTGAGAAAAAACAATTACAATCAAAGGCAAAATATGTGCAAAGAAGAAGAGTACCCATGATACAACAATTCCATCCTTTTTGTCACTCATACATTGTCGATGTTGTTGATGTCGTAGTTGATGGTCATTATGGGTATAGATGTATTGCTGCATCATTGAGGCTAGGGGAAGAGTCATGGTCCCTTATTCGACATGATCTCTACAAAGAACTTGGTCAATGGCGTGATGAATTTACAACACTAGTGGAAAGTTATGATCAATTCGAAGAACTGAAGAGACCTTTGCTAGTTGAGTCACAATCAGCGATACATGTTCCTATGCTGAAGAAGTATTTATTTTTTCTTTTCTTCTTGTTTCATAAAAATTTCTTTTATTCCTTACAAGCTAATGTGAACAAAGGGATAACTATACTAAACATTGGCTATGTAATAGTCAATCAATATAATGTTATCTTAGTCTCTAAGAATTATACTATTTTCCCACTATGTAGCAGACCACCTTCTAATATAAAACAACATCGATTAATTTGTATAAGATACGTTCATGGATGTCATTTTGTGCAGGTAATGTTATTATTTTTTGCTTTCATTTAACCATTAGTTGTCCTTTTATTTTAAAATTATTTGTCATTTAATTAAGTATACTAATATTAATAATACAGGTTCACATACAAGAAGGTTATACTTTGCCTATGGTTCATATCATATCCTCAATACACTATTATCTTTAGGCACGAGCGTGGTCATCTTTTATAAAAGTAGGATGCAAGCATTTACACAGTTAATGGGCGTTACTACCTCTTATATTGACTTAGATGAATCATAATATTTATGTAATGTGTCCAGATATGTAAATAAACACTTTTAGTTGTTGTTAATTAATTACAAAGTGTTTCACTCTCATACATTTAAATCTCACATCTTCTTCATCAAAGTACATATAAATGAAAAAGTATGTAAATATGTCAAAAGATGTTAAATTATTTTCATAAATTAAAATTTTCTTTCAATTAAAATATGAAATAAACAGTCCTAATAAAATGAATATATAATATAATATAATGTTATCCAGACGAAGATGAGTGTCTGACACATACATTCCTACGACCTCTATTGTTTTGTGAATATTCTTCAAAGGACACACGAGATATTTGTAGGTCCTCATTTGTACGATCCCATGATATAGTCCCCTTGCTCACATCCCGACAAGAGAACATTGTCTATAAAATTATGGTAATGCGCTTCACAGAATCCTGGATTATAACAATGACACAAAAAAAACATTCATAAATAAAAGTTATAACATATAGAATGTAGGATAACATACCAGCAAACCAGAATCTGTAGGACAAACCAGCATGTCAACTAGAATATGTCGTCGTAGCCTAGGAGCAAGACTGGGTCGGTTCTGATCAACAGTAGGAATAAGTTATGGATAGGAAACCCTCCTGAACCACTATAGGTATCCCTCAACAGAATATGACGGAGATGAGACCAATATTACATGCCTTATAACATGGTCTACATAGTGTAACCAGGCAACATCAATGGTTAGTATGTCCACCTCTACAACATGTGGCGTCATGGAATGATATGCTAAAACCTAAAGATGAACGGAGGTTGTTTATAAAATGAGATGAATATGTTGTTGGGGTTAGATTTCACCAAGTTCCCTCTCATGTATATAAGAATTCTTCTTTATCAATTAATGTTAACGTCACTCACTAAAGTACTTAGAACTCAATCTCTTGGCGCAATAAGTCTGCATTAATTCCTAGTTCGCGCAATTCCTAGCATTCCTAGAAAGTTAAGTCTGAAGATCAATAGTTTAAGACGACCAAGTACTCATACCCTCATCCCTGACAAATATTACCCTTGATCTATTCAACAAGAACCTGAATTGTAAGGAACCTCCCGGAATTCATGCAATTCATAAATCATGCAACTAAATGAGTTAAATAGAGCAAGCATTGAAACATATGAATTCCCCAACAATTAATGAATAAAGCAAATATGATTAAGAATCAATTCAAATACATGAGAGTTCACAAGGTTACACCATTCCCCAACAACAAATGGAGTTTAGTTCCCCATAGACATGGAGAAACTAGATGTACAATGGAAAAGCATGAGATAGTAAAACCCTAAGAGTAGAAGAGGAAGCTTCCGCCTCCAGATCCGCCTTCAGAGAGTAAAAGAGTGTGCTATTGTGTTGCTCCAGCCAGAGATACCAAAACCTAGAGCACATGGGTCCTTTAAATAAAGTTGGAAAAGAGTAGAAATAGGGCCCGGTCCAAAAGAGTCGAAACAGAGCAAGAATTGGGCCGGATCAGTAATGCGAGACGCTCGGGCAGCAAATTTGGCCGCCCGGGCAGTGGACGTTGATTTTCGGAAGGCTTAAGCCTCCAATCTCGCCTAAGCTTCAAGGGTCCGACGCCCGGGCGGCAAGCGTCAATTTTTCCACGCTCAAGCCTCTTGCAGGTCGCCCAAGCATCGTGTGGTTCCCTCTTCTGGAGTTTTTCTAGGCCTTTCTGAGCTCTATATCCTTAGCACTTCATCTCTACTTCCTGTATTAACTCATTTTCTATCAAAACAAAGGGAATTAGTCATAAAATCATCAAATTCAACCTCAAGTCTCTTATTCACACAACTTAATGAAAAAGCATGAGTCCAAGCAAGTTTCTAAGCCAAAAAGGGTGTATTTAGTATCAAAATTACATCACAGATAACGGTATTTTAAATCGTTATCAAAAATATATGTGTACCTATAAAAGAGTCAAATATCTCAAAAATTCGCTTTTGTTGCAGCAAAGCTGACATCTCCTAGTTGCTCGTACATGTGGGCTAGTGCAACAACGCCCCAAGCATATTTGCCACATACGTGTAAGTCTCTGAACAACAATAAGTAAGACATGTAGGTGGATGTGGCACTCTTATTTGCAAAGATAGTGCATACAACTAGATGCAACAAATATGCTCAGGCAATGTACTCTCATTATTGTTGCTCACAACACTCATCATAAATGTCTCTCAGTCAGCTCAACCTCACTTTTAGACCACGTGTTTCTCTCATCTCTACACCAACCTTTGCACGATCCACGCCTAAAAGCTCTACAAAGGCTGATCGAACTTCTTCAAATTCTAACTCCTCGATGATACAAAATTATCCTATAATTGAGAGGTGTAGCAACAACAACAATCATCCAATGTGAACGACATCTCACCCATTGAGAGATGGAAAGTGTTTGTCTCAAAGTGTCATCTATCAATGAACACCAACAATAAACCTTTGTTGGTATAGTCGTACAAAATATCGACGAAAGGCATCAAACCAGATATCAACACAAATTGTTGAATTCCCTTGTTACATTGTCCAAATTTATTTAACTTTTTTTATCAGAGATAAACTTGATCTCCCCTCAATCCTACACAATAATAATTAATATAAAATAATTTAAATTGAACAATAGCCATTAAAATTCAAGTTTTACACTAACCTAGCCTTGCCATAAGGCATAGTAACATGTTCCACGTAATGAGTCAATAGGAAAGTATCATGTGGACTTCCTGAAAATTCACCAACTTCCTATTTTACCTGAGGAACATTCTCATACTCCTTCTTTTGAACATGATGTTCCTCAACTAGTGCTCCTTAAATTGAACATTTGGATGCTCTCCAAACTGAACATCAGCTTTAGCTTCACCATGCCTTCTACGAGTTGAAGCAATATGTCTCCTCTTCGCATCACCCTACAAGGAACTCTCTTCCCAATACGAAGATGCACCTCAGGTACGAGCCATATTTGTCTAAATATTTTTCATTTAATAATAAAAACACAAGTAAAAAGTTAATACATTAAAAAATTATACAATTATATACTTATAAAACCCTGTTAAATTATATAAAAAATACGAAAATAAGTTTAAAAAATTAAGCAATTAAAAATGGATTTTGAAATTTGTTAAAGCCTAGAACAATTTCTAGGTTTCGTTGAACGTTTTCAACTTTGGCGAACTTCCTTTTTAACCTATTCACTCACATATCATACTTTAAACAAAAAAATCTATGTTCATAGACATATAACACATTCAATAAATCAAAACATATTTAATGGGTTAAAATAACGGAGAAAACGAGGAGGACGAACCTTTTATGGAGGATGAACAGCCAACAACAAAAACACAAACAAACATAAACAATGAAACAAAAGAAAAAAGTAAAAGTAGAAGAAGATTGATGTGGCGGAGGATGAAATTGATCGGAAGAAACAAAAAAAAAAGAGGCAAAAGAAGTGAAGGGGGGTTGTGGCCAGGTTTTGGAGTTGTAGAGAGAGAAAAGGTGTTCGTTTGCACGTTAGTTTTAGGTTTAGTGAGGATCGACATGGTCAAAGGTCATAGGAAGGAAGGAAAGTTTGAATTTTACAACTTTTACTTAGTTAATTAATTTTTACCACAGGACAAATTTATCATTTTGAAAAAAATTTGGAGGTTTTGGAGGTGCAAGGAGAAGCACCCAAAGTAGATTACACTTCTAGTCCATCAAGAAAGAAAGTGTGTAAATAAAAAATGGATTGGATTCTATTTTATTCTTTCACTTTTCTTTTCTTTTTTGGTTGTTTTTATTTTAAAAAAATTATAGTTTTTTTCAATCTCTATTTTTTCATTTTTTAATTAATTTTTAAACTAAAATTTTGAATTCATTTTTTTTTAATTTTTAAATTTTTTAAAGAAACTTTTATTTCTCTCATTTTTATTACTATGTTTTGAATATTTTTTAAAATCAATTTTATTCACCTGCCAAAACATTGGATTTTGACAACATAAAAAAATTAAAAATATCATATATGAAAATAAAGTCAAAATGTCAATCTATAAAATAAAAGCGGAATAATAAAAAGAAAAATATTATTTTCCATATTTAATATAAATATTATGTCCAAATTTTATGCTTTCATTCACCATTTTTGAGATAAATGTCATTAAGATCATCTTCTTCGTCTAATAAAACATTCTCTTACAACTTATTCTCATCCTCTTCCTCCACCTCTTCAATTTTATTATCATGTGTTATAGTAGATTTTCCCTATTTATCAACCTTAGTAGTTAAATGTTGTACCTATTAAATAAACAAAAAAAATTATAAAGTACTATAACACTTATGATTAATTTAATTGCACAAATTTTATAGTTTAAACAAATATACTTCTTTCTTTTCTTACTTGGAACTCCCTCTTTAAAAGTAAAAATAGAGTAGAAGTCTAAAATAATTTTTAAAGAACTTACATAAAATGTGAGAGTTAAAGCATTTTTTAGAAGTTTGTCCTCTAGGAACTAGATAGAATACACTAAAAAGAAACTATTTGTATCTATATAATGCTATTACATAAAGTGGATTCCTTCTTTTGTGTCCACATTTTATTTTCTAATATTACCTTTTAGTAACCACTATTTTAAATCCAAATAATTAATCATAATAAAAAAATATTTTCTAATTTTATCCTTTTACAGCTACTTTTTTTAAATTTAAATAATTATCTATAATAAAAATTTGTTTATATAACAAAAAAATTATAAAAATTATTTATTTTTGTAATTTTTTTAATAAATTCTTTTATAGTTTAATAAAATTTTGTTCAAAAAAATAAACACGAGTTGTTATACTAGATTATAAAATGAATACTTTAATTGTTTTGTGATATTTATCCTGAAAATTTTAATTAATATTAAAATGAAAATTGTTTTTGGAAGATATTATAACGAGAAGTTAACATTGAAATTTTCAAAATCACCTACTTAAAGAATAATGGACGATTTATTTAAGAAATATTAAGGAGTGAACTTGAAGCCTTAGTTAATCCTATAAAAGTGGCTTGGACGACAAATATCGTTATGATAAGCTCTAATAATGGTTCTGATACCATGTTAGGGAATAAACTTTAAGTCTAACTCAATCCTACAAAACTGACTTGTAAGATAAGGTTTGCACCCAGCTATATACTCTAAATGTTTCTTATCTAGTCAATTTGGGACTTCCAACAATAATGATACATGGTTTTCATTTTTTTTGTTTATAATTAATCTATAATGTCATCTTTATTAGAATTTCTCTTAATCACATTTTTTATGCAATAATTTTCAAACTCAGGGTCTCATAACATTTACATTATACACTAAGCGGTCCTATGATACTAGTAACTTTTAAACATTATGCAATTAAAAACATGTTAAACTCATGAAAATAATACATTTTCAAAAATCCATATCATTTAAGATATGTAAGGGAGTTTATATAATGGATTCTAAGTTCATAATATTTCTTGTAGCAGTTAAAAACACTTTAATACTTTTTAACATTATGCAATTAAAACATGTTAGATTGATAAAAATAATACATTTTGAAAAGTTTACATCATCTAAGATAGGTAGGGAAATGAATGATATAATGGAGTCTAAGTCCATGGTGTTTATTACTTCAGTTAAAAACACTTTAAGTTAAAAGCACTTTAAGTTAAAAACACTTTAACTTAAAAACACTTTAAGTTAAAAACGTTTTAAGTTTGTATTTGACTTTTCTTATATTTTGTAGTGGAGTGGTATGAGGTTTTAGTTAAATTCTTATTTTGAAGAGTATAGATGTCTTGAGGTCAAAAAGATATGAGAGAATTGTTTGTGATGTAAAAAAATTTACGTATTGTTATTATTTGATTGTCATTAGACAACAATTATGATTTTTCTTTTGTTTTAGAATTTTCACATTACAAATTTTTGTGTTAATCTTAATTGATAGGATGATTCTCAAAAATAAAGATGGTGATGTGTTGTTTATGATGATGTGTTTTTTTTTTCTTGAAAACATAACCAAAGAAATCAATTTTGCAATAGAAGAGTAATCTGAATCAAAATCACATGCACATGGCAAGTAAAGTCAAGACTTGATTTTGATATATTATTTGAATTAAAATATAGTTAATAATTCAACACATAATTATTTAAAAGTGTATACATAAATTAAATTCATGAAAATTTTGATGAGTTTTTTTTACAAGTTTATTTTTTAAGCTTGATGAAATTTAAGGAAGAATAACATCAGATTTAAATATTTTAAATTTATCTCCTTAAAGTCAAACTTGTTGAACGTACAGAGTAATCATTCCAAATAAGTATTTCTAGTTACACTACATGTGAAGCTTTTTAACTAAAAATAATAAGATCTGAAACAAAACATTTTTAAAATAAGAATAATAAATTAAATAAATATCTTCATAAGTTAAATAATAATGTATAAAAATTATATTATATACAAATTGTTATTTTTAATTAGAGTACAAGTTAATTATAAAAAAAATACTTTTTTGTTTGTAAGGATGTTGGTAGAAAAACATATTAAAGTAAAATAGATTTTCAATAAATGGGTTGGCTATGGTTTCTTTAAGAATACTTTCAACCACAAATTTTAGTGACACTGTCTATGTCAACTTCTAAGCATTGCTCTCTCTCAACTTCATATTTGGACAGATATGTTGAAAGTAAATGAAACTTGGTACAAATTGATCATAACATGGTAGTGTGTATTATAATATTAAGTGTTACATTTCCCTGTCAATTTTCTATATTTCATGTTAAACAAAACTAATACTAAAAACATATATAATAAAAGTGATAATATTTTATTGGTTAAAATTTATTAAACTTCAGGTAAAATTATATACTTCACATCTTATTTTTAATGTTTTCTCTTGTTTTATAATTTTCTATAAATTCTAACTAATATTTGTTAAAAAAATCATTTTTATCATTTTTGTGTGTGAATACATTGCTTTAACATTGTTGTTGGGTGTTAAAATATATATATGAAAGGCCTCCAAGTTGTGATTTAAAAGCATTAATTTCTTGCACTTTGTTATTCTAATCATTTCCAAAGCTTATATCTTGAATTCTCAAACAGTGTCTTCGACAACTTTTCTACTTTTAGACCTTTTCGAAAGTTAAAACATTTAATGCCAAAAAATCACATAGACAATACTCCTCGTACTATGGAGATGTCTCTTTCTTCAACATTTTGTCTTTAGGATTGTTCCATTAAAAACAACTTCCAAACAAATTTCCCCACCAAGGGAGAAAATCAGTTTTAGAATAAAAGAAAATTGATAACACCAAAACTTCAAGTATATTCATGAAAAGAATCTTCACATACAATTCCTTAACAATCACTACAATGTCATGTGGTAAAGACAGTTTCAAGATCCTCAATTGCTCTTCAACTTAGTAAAACTTGGAAAACCAAGGCACCAACATGCATATATATAATCTCACAAAATGCCAAATTTTCTGGCTCCAAATTCAAGGTTAGTAGAATCCTTCAAATAGGGCATTGTGCATTCTCATTCTCTATGCTCAAGGGACAAGTCAAACAAAAATGTCTAATCCACAAGCACAAGTTAAACAAGAAAAACAGCACATTAGCTGCCATGAAGGACACCAAAGGGCTGGAAAATCTGTTTGCTCTGTTTGCAATAACAGAAGACCACAGTTTGAAAGGAACAGAAAAAAAGAGTTCTCATATGCTGAGTTGTGTGCAGCCACACAAGGGTTTTCCCCTAAGAACTATCTGTCAGAAGGAGGGTTTGGTTGTGTCTTTAAAGGGGAGTTGTGTGGACAGAAGATTGCTGTCAAGCAACACACGTACTCTAACCAAAAGGGAGAGAAGGAATTCAAGTCTGAAGTTGATGTTCTCAGCAAAGCAATGCATGAGAATGTGGTCATGCTGTTAGGATCATGCGCTGAAGGGATTCATAGACTTCTTGTGTATGAATATATCTGCAATGCTTCATTGGACCAACATTTATCTCGTATGACAGAAATGAAACCAAACTTGTATAGATTATGAGTGCGTGCATTTGTTGATATTAAATTGAAGGGGTACTAATCTCGGTTTCTTACTGTGCAGAACATTGTCGTACACTTCTTGATTGGCCAGACAGGGTGAAAGTAGCTGATGGTGCTGCCAAAGGACTGCTATACCTGCATGAGAATAACATAATACACAGAGATCTGACGACTAACAACATTCTTCTTACACATGATTATGATGCAAGGGTAATAATATGCAAAGATAATTCGTTGGAGGTCTTACATTGACTAAACTAGGCTAATTAATAGTATATACATAGGTTCAAATCTTATTTTATAAGGTTTTGTAAGATTGAGTTAGGTTTGAAGTTAACTATTGTCATGTATATTACATGAGCAATCAAAAGAAAGGAGAACTAATTTATTTTGTACCAAATTGCAGCATCTACTCTCCACCATATACGCTTTCATTTATAATGGCTTATTGGAAACACTGGATTTCTATATATATTATACACACATTTTATACTATATTTTATTGATGAGTGATCGTTTAATTGCAATTTGGTTCCACAGCCAAAACATCCTTCACCTCATCAAGTTTGACTAAGGAATTATTTTTGTGTTTTCTCAGCTAGGCGATTTTGGTTTGGCTAGAACTGTGACTGAAGGCTCCTCATACAATACAGAATGTGTAGGGAATCTGACTTATATGGCACCAGAATATGCAGAATCTGGAAAAGTGTCAATTAAAACAGATGTGTATTCCTTTGGGGTGGTTCTACTACAGTTAATAACTGGAATGAGGACCACAGACAAACGACTTGGTGGTAAAGGTCTGGTGGAATGGGTAAGAATCATGTATAAACCTATTATCTTAAAATTTTAGGTTGAAATTGATGTCAATCCCTCATGTAGATTGAGATCATTTCCCATTGGTGTTGTTGCATGTTCTGAGTAATCCTCTCTCGAAATACCTTTCAATTAGTTGATAATTAGCAAATAGAACTCATGCAGGCATAACAATGCAGATACCAAGGATTTTAGTTGCTCATTTTTTGTTCAGGCTAGACCACTACTGAGGGAAGGAAAATGCCAAGACCTTATTGATGGCAGAATGATGAACTCCCATGATTGCCATCAACTCTATTGGATGAGCCGTCTAGCCGGAAATTGTCTTCAGAGGGATCCCGAAAAGAGATTGCATATGAGTACAGTAAGTCTACTGCACAAGCTAGTTACATAACATGAATGACATGTAAAGATGTCATATTCTGCTGTTTTCTCAAGCAACTTACATAAGATGAATGACATCTAAAGTTGTCATGTTCTGCTGTGTTTTCATAGATTGGACACCACTTCATGTCATCTTTATCTGCCATAGGATCAAAATGCAGACTCAGATTCAGGAATTTGTGTTCATAG