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_14008	LG3	41890007	41936468	hypothetical protein	Map

Annotations

category		relationship type		keyword

SNP	Position	Effect	Amino acid change
A/T	41890027	missense_variant	p.Ser442Thr
A/T	41890029	missense_variant	p.Val441Asp
C/T	41890090	missense_variant	p.Ala421Thr
A/G	41890161	missense_variant	p.Val397Ala
C/T	41890165	missense_variant	p.Val396Ile
A/T	41890266	missense_variant	p.Met362Lys
G/A	41890270	missense_variant	p.Pro361Ser
T/A	41890365	intron_variant
A/G	41890440	intron_variant
T/C	41890508	intron_variant
C/A	41890568	intron_variant
T/C	41890576	intron_variant
A/T	41890588	intron_variant
G/A	41890600	intron_variant
C/T	41890625	intron_variant
T/A	41890657	intron_variant
C/T	41890835	intron_variant
T/A	41890846	intron_variant
A/G	41890962	intron_variant
C/A	41890963	intron_variant
C/T	41890992	intron_variant
A/C	41890997	intron_variant
C/T	41890998	intron_variant
G/A	41891004	intron_variant
A/T	41891011	intron_variant
T/G	41891026	intron_variant
G/C	41891038	intron_variant
G/C	41891086	intron_variant
A/T	41891105	intron_variant
T/A	41891112	intron_variant
G/A	41891114	intron_variant
T/G	41891116	intron_variant
G/A	41891125	intron_variant
T/C	41891136	intron_variant
T/G	41891138	intron_variant
T/A	41891140	intron_variant
G/T	41891150	intron_variant
C/T	41891160	intron_variant
C/T	41891216	intron_variant
A/T	41891232	intron_variant
A/C	41891238	intron_variant
T/C	41891384	intron_variant
C/A	41891412	intron_variant
A/G	41891413	intron_variant
G/C	41891431	intron_variant
A/T	41891538	intron_variant
C/T	41891549	intron_variant
A/T	41891552	intron_variant
T/C	41891568	intron_variant
T/A	41891618	intron_variant
T/C	41891666	intron_variant
T/C	41891674	intron_variant
G/C	41891719	intron_variant
G/A	41891721	intron_variant
A/G	41891733	intron_variant
G/T	41891737	intron_variant
T/G	41891739	intron_variant
A/T	41891741	intron_variant
C/T	41891796	intron_variant
T/A	41891817	intron_variant
T/G	41891820	intron_variant
G/A	41891825	intron_variant
A/C	41891856	intron_variant
A/T,*	41891879	intron_variant
A/*,T	41891885	intron_variant
A/T	41891896	intron_variant
T/C	41891926	intron_variant
A/G	41892011	intron_variant
C/T	41892018	intron_variant
T/G	41892040	intron_variant
A/G	41892054	intron_variant
A/C	41892079	intron_variant
A/C	41892081	intron_variant
A/G	41892118	intron_variant
C/T	41892177	intron_variant
A/G	41892206	intron_variant
T/A	41892232	intron_variant
A/G	41892323	intron_variant
A/T	41892327	intron_variant
C/A	41892439	intron_variant
G/A	41892478	intron_variant
G/A	41892503	intron_variant
C/A	41892598	intron_variant
T/C	41892608	intron_variant
T/A	41892649	intron_variant
C/A	41892660	intron_variant
T/C	41892742	intron_variant
C/G	41892778	intron_variant
G/C	41892885	intron_variant
A/G	41892917	intron_variant
C/G	41892927	intron_variant
A/G	41893090	intron_variant
T/C	41893104	intron_variant
T/G	41893254	intron_variant
T/A	41893279	intron_variant
A/T,*	41893287	intron_variant
T/A	41893337	intron_variant
A/C	41893358	intron_variant
G/A	41893386	intron_variant
G/A	41893449	intron_variant
C/A	41893498	intron_variant
C/T	41893552	intron_variant
T/C	41893568	intron_variant
A/C	41893585	intron_variant
G/A	41893601	intron_variant
A/T	41893629	intron_variant
T/C	41893640	intron_variant
G/A	41893650	intron_variant
T/C	41893651	intron_variant
T/G	41893657	intron_variant
T/G	41893660	intron_variant
G/C	41893664	intron_variant
A/G	41893669	intron_variant
T/G	41893711	intron_variant
G/A	41893738	intron_variant
A/T	41893790	intron_variant
C/T	41893838	intron_variant
A/G	41893853	intron_variant
A/C	41893947	intron_variant
G/A	41893962	intron_variant
C/A	41894033	intron_variant
T/C	41894077	intron_variant
T/A	41894085	intron_variant
A/C	41894090	intron_variant
G/T	41894093	intron_variant
G/A	41894166	intron_variant
T/C	41894189	intron_variant
C/T	41894205	intron_variant
A/G	41894218	intron_variant
T/C	41894222	intron_variant
A/G	41894238	intron_variant
A/G	41894243	intron_variant
G/A	41894248	intron_variant
C/T	41894266	intron_variant
T/A,C	41894288	intron_variant
T/C	41894289	intron_variant
A/G	41894298	intron_variant
C/A	41894309	intron_variant
T/A	41894338	intron_variant
C/T	41894344	intron_variant
G/A	41894346	intron_variant
T/C	41894358	intron_variant
C/T	41894369	intron_variant
G/A	41894380	intron_variant
C/A	41894392	intron_variant
T/C	41894400	intron_variant
G/T	41894415	intron_variant
C/T	41894458	intron_variant
C/T	41894461	intron_variant
T/C	41894466	intron_variant
G/C	41894467	intron_variant
T/G	41894479	intron_variant
A/G	41894484	intron_variant
T/C	41894485	intron_variant
C/T	41894523	intron_variant
G/A	41894525	intron_variant
C/G	41894539	intron_variant
G/A	41894556	intron_variant
A/G	41894561	intron_variant
A/G	41894598	intron_variant
C/A	41894637	intron_variant
A/G	41894662	intron_variant
C/G	41894674	intron_variant
G/C	41894679	intron_variant
G/A	41894681	intron_variant
G/T	41894689	intron_variant
C/T	41894690	intron_variant
C/G	41894695	intron_variant
T/C	41894707	intron_variant
T/C	41894715	intron_variant
C/A	41894724	intron_variant
A/G	41894731	intron_variant
C/T	41894732	intron_variant
C/T	41894741	intron_variant
A/C	41894762	intron_variant
T/C	41894764	intron_variant
G/A	41894766	intron_variant
G/A	41894868	intron_variant
G/A	41894890	intron_variant
T/C	41894897	intron_variant
G/T	41894898	intron_variant
T/A	41894957	intron_variant
C/A	41894963	intron_variant
C/T	41894975	intron_variant
C/T	41894981	intron_variant
G/A	41894983	intron_variant
A/G	41894990	intron_variant
T/C	41894997	intron_variant
C/T	41895087	intron_variant
G/A	41895110	intron_variant
T/C	41895119	intron_variant
A/G	41895125	intron_variant
C/T	41895160	intron_variant
C/T	41895174	intron_variant
A/G	41895196	intron_variant
C/T	41895203	intron_variant
T/C	41895210	intron_variant
G/A	41895244	intron_variant
C/T,A	41895309	intron_variant
A/G	41895311	intron_variant
A/G	41895318	intron_variant
T/A	41895321	intron_variant
C/T	41895326	intron_variant
T/G	41895328	intron_variant
T/G	41895330	intron_variant
A/G	41895333	intron_variant
A/C	41895337	intron_variant
A/T	41895338	intron_variant
T/C	41895342	intron_variant
A/G	41895354	intron_variant
G/A	41895367	intron_variant
C/T	41895371	intron_variant
A/G	41895384	intron_variant
A/G	41895385	intron_variant
C/G	41895388	intron_variant
T/C	41895397	intron_variant
A/G	41895399	intron_variant
C/T	41895404	intron_variant
T/C	41895433	intron_variant
G/A	41895457	intron_variant
C/T	41895480	intron_variant
A/G	41895481	intron_variant
T/A	41895529	intron_variant
T/A	41895538	intron_variant
A/G	41895544	intron_variant
T/C	41895549	intron_variant
C/A	41895563	intron_variant
C/A	41895592	intron_variant
C/A	41895596	intron_variant
C/A	41895623	intron_variant
T/C	41895643	intron_variant
A/G	41895659	intron_variant
C/A	41895677	intron_variant
G/A	41895679	intron_variant
T/C	41895702	intron_variant
G/A	41895718	intron_variant
A/G	41895752	intron_variant
A/C	41895809	intron_variant
A/C	41895838	intron_variant
C/T	41895924	intron_variant
C/A	41895926	intron_variant
A/G	41895945	intron_variant
T/C	41896029	intron_variant
A/T	41896030	intron_variant
T/C	41896035	intron_variant
C/T	41896039	intron_variant
T/C	41896041	intron_variant
G/T	41896043	intron_variant
C/T	41896062	intron_variant
C/T	41896075	intron_variant
C/G	41896087	intron_variant
C/A	41896088	intron_variant
G/A	41896109	intron_variant
C/T	41896116	intron_variant
C/A	41896130	intron_variant
G/C	41896141	intron_variant
G/A	41896164	intron_variant
C/T	41896167	intron_variant
G/T	41896171	intron_variant
G/A	41896177	intron_variant
C/T	41896182	intron_variant
G/C	41896189	intron_variant
C/A	41896192	intron_variant
A/G	41896196	intron_variant
G/A	41896197	intron_variant
T/G	41896205	intron_variant
C/T	41896214	intron_variant
C/T	41896218	intron_variant
T/A	41896221	intron_variant
G/A	41896225	intron_variant
G/C	41896227	intron_variant
T/A	41896230	intron_variant
G/A	41896239	intron_variant
A/G	41896240	intron_variant
A/G,T	41896249	intron_variant
C/T	41896258	intron_variant
G/C	41896278	intron_variant
G/A	41896284	intron_variant
T/C	41896292	intron_variant
C/T	41896301	intron_variant
G/C	41896304	intron_variant
T/C	41896346	intron_variant
G/A	41896377	intron_variant
T/C	41896390	intron_variant
A/G	41896426	intron_variant
G/A	41896468	intron_variant
T/C	41896554	intron_variant
G/A	41896576	intron_variant
C/T	41896578	intron_variant
T/C	41896592	intron_variant
T/C	41896607	intron_variant
C/T	41896619	intron_variant
G/A	41896682	intron_variant
A/G	41896708	intron_variant
T/A	41896725	intron_variant
T/A	41896747	intron_variant
C/T	41896780	intron_variant
T/C	41896811	intron_variant
C/A	41896814	intron_variant
A/T	41896837	intron_variant
C/T	41896862	intron_variant
C/A	41896864	intron_variant
A/T	41896875	intron_variant
C/T	41896911	intron_variant
A/C	41896930	intron_variant
T/A	41896949	intron_variant
C/T	41897037	intron_variant
T/C	41897048	intron_variant
C/T	41897062	intron_variant
G/A	41897067	intron_variant
A/T	41897072	intron_variant
G/A	41897076	intron_variant
C/T	41897080	intron_variant
C/T	41897083	intron_variant
A/G	41897093	intron_variant
T/C	41897105	intron_variant
A/C	41897118	intron_variant
T/C	41897178	intron_variant
T/C	41897233	intron_variant
C/A,*	41897249	intron_variant
A/G,*	41897262	intron_variant
C/T,*	41897266	intron_variant
T/G,*	41897286	intron_variant
C/T,*	41897319	intron_variant
C/T,*	41897334	intron_variant
A/G,*	41897340	intron_variant
A/C	41897343	intron_variant
T/C	41897358	intron_variant
A/G,*	41897364	intron_variant
C/T	41897369	intron_variant
C/T	41897378	intron_variant
A/G,*	41897414	intron_variant
A/G,*	41897418	intron_variant
A/G,*	41897425	intron_variant
C/T	41897433	intron_variant
G/T	41897449	intron_variant
C/T	41897453	intron_variant
C/T	41897479	intron_variant
A/G	41897480	intron_variant
A/T	41897489	intron_variant
G/A	41897531	intron_variant
T/A	41897532	intron_variant
C/T	41897533	intron_variant
T/G	41897536	intron_variant
C/T	41897547	intron_variant
C/T	41897549	intron_variant
A/G,T	41897550	intron_variant
C/T	41897551	intron_variant
G/C	41897555	intron_variant
C/A	41897596	intron_variant
T/A	41897598	intron_variant
A/G	41897619	intron_variant
C/T	41897641	intron_variant
G/A	41897644	intron_variant
C/T	41897647	intron_variant
T/A	41897681	intron_variant
C/T	41897735	intron_variant
G/A	41897737	intron_variant
T/C	41897855	intron_variant
T/A	41897948	intron_variant
A/T	41897978	intron_variant
A/T	41897984	intron_variant
C/G	41897987	intron_variant
A/G	41897988	intron_variant
C/T	41897990	intron_variant
C/T	41898015	intron_variant
T/G	41898017	intron_variant
G/A	41898020	intron_variant
A/G	41898067	intron_variant
G/C,T	41898087	intron_variant
T/C	41898112	intron_variant
T/C	41898132	intron_variant
T/C	41898178	intron_variant
C/T	41898185	intron_variant
A/G	41898187	intron_variant
G/A	41898196	intron_variant
C/T	41898215	intron_variant
G/A	41898240	intron_variant
G/A	41898294	intron_variant
T/C	41898296	intron_variant
T/G	41898343	intron_variant
T/C	41898370	intron_variant
A/G	41898372	intron_variant
G/A	41898373	intron_variant
C/T	41898376	intron_variant
A/G	41898382	intron_variant
G/A	41898430	intron_variant
T/C	41898439	intron_variant
C/G	41898442	intron_variant
T/G,A	41898444	intron_variant
A/C	41898445	intron_variant
C/A,T	41898462	intron_variant
T/A	41898466	intron_variant
A/T	41898469	intron_variant
T/G	41898473	intron_variant
A/G,*	41898487	intron_variant
T/A	41898516	intron_variant
G/A,C	41898520	intron_variant
C/T	41898521	intron_variant
C/G	41898522	intron_variant
G/C	41898531	intron_variant
G/A	41898532	intron_variant
G/A	41898545	intron_variant
A/T	41898549	intron_variant
T/A	41898557	intron_variant
C/T	41898560	intron_variant
G/T	41898561	intron_variant
G/A	41898570	intron_variant
T/A	41898574	intron_variant
C/T	41898575	intron_variant
C/T	41898578	intron_variant
C/T	41898590	intron_variant
G/C,T	41898596	intron_variant
T/C	41898597	intron_variant
T/A	41898599	intron_variant
A/T	41898614	intron_variant
T/A	41898616	intron_variant
C/T	41898626	intron_variant
T/A	41898629	intron_variant
T/C	41898634	intron_variant
T/G	41898645	intron_variant
A/T	41898674	intron_variant
C/G	41898675	intron_variant
A/C	41898755	intron_variant
C/A	41898766	intron_variant
A/T	41898793	intron_variant
G/A	41898865	intron_variant
G/T	41898868	intron_variant
C/A	41898870	intron_variant
T/C	41898876	intron_variant
G/T	41898880	intron_variant
C/A	41898889	intron_variant
G/A	41898893	intron_variant
C/A,G	41899149	intron_variant
A/G	41899170	intron_variant
C/T	41899184	intron_variant
G/A,*	41899187	intron_variant
G/A	41899226	intron_variant
A/G	41899227	intron_variant
G/A	41899241	intron_variant
A/T	41899275	intron_variant
A/T	41899277	intron_variant
G/C	41899279	intron_variant
C/G,A	41899280	intron_variant
G/A	41899299	intron_variant
C/T	41899303	intron_variant
C/G	41899312	intron_variant
A/G	41899317	intron_variant
T/A	41899325	intron_variant
C/T	41899327	intron_variant
A/C	41899334	intron_variant
A/T	41899335	intron_variant
T/C	41899397	intron_variant
T/C	41899404	intron_variant
G/A	41899406	intron_variant
T/C	41899452	intron_variant
T/C	41899462	intron_variant
T/C	41899535	intron_variant
T/C	41899576	intron_variant
A/G	41899641	intron_variant
T/C	41899654	intron_variant
G/A	41899689	intron_variant
G/T,A	41899786	intron_variant
G/A	41899790	intron_variant
C/T	41899808	intron_variant
G/A	41899879	intron_variant
A/G	41899889	intron_variant
A/G	41899923	intron_variant
T/C	41899947	intron_variant
G/A,*	41899984	intron_variant
G/A	41899985	intron_variant
C/A	41899993	intron_variant
A/G	41899995	intron_variant
A/C	41900034	intron_variant
C/T	41900039	intron_variant
C/T	41900040	intron_variant
C/T	41900060	intron_variant
T/A	41900074	intron_variant
T/A	41900078	intron_variant
C/G	41900079	intron_variant
A/T	41900082	intron_variant
A/C	41900117	intron_variant
T/G	41900121	intron_variant
C/T	41900122	intron_variant
G/T	41900194	intron_variant
A/G	41900196	intron_variant
A/T	41900197	intron_variant
T/A	41900201	intron_variant
C/T	41900219	intron_variant
T/G	41900227	intron_variant
C/T	41900256	intron_variant
G/A	41900273	intron_variant
C/T	41900282	intron_variant
C/G	41900292	intron_variant
A/G	41900343	intron_variant
T/C	41900359	intron_variant
G/A	41900360	intron_variant
T/G	41900364	intron_variant
A/T	41900367	intron_variant
T/C	41900393	intron_variant
T/C	41900410	intron_variant
G/A	41900412	intron_variant
C/A	41900423	intron_variant
C/G	41900442	intron_variant
T/C	41900446	intron_variant
T/C	41900464	intron_variant
C/T	41900467	intron_variant
C/G	41900469	intron_variant
C/T	41900494	intron_variant
A/G	41900502	intron_variant
G/A	41900508	intron_variant
G/A	41900515	intron_variant
T/C	41900527	intron_variant
C/T	41900533	intron_variant
C/T	41900566	intron_variant
T/C	41900573	intron_variant
G/A	41900580	intron_variant
T/C	41900586	intron_variant
T/C	41900587	intron_variant
G/A	41900603	intron_variant
C/G	41900620	intron_variant
T/C	41900627	intron_variant
C/T	41900654	intron_variant
C/A	41900661	intron_variant
A/G	41900663	intron_variant
T/C	41900671	intron_variant
C/A	41900672	intron_variant
G/C	41900677	intron_variant
A/G	41900686	intron_variant
T/C	41900691	intron_variant
T/C	41900706	intron_variant
C/T	41900714	intron_variant
G/A	41900716	intron_variant
G/T	41900756	intron_variant
T/C	41900764	intron_variant
T/C	41900782	intron_variant
G/A	41900790	intron_variant
C/T	41900791	intron_variant
T/C	41900814	intron_variant
G/C	41900824	intron_variant
A/G	41900852	intron_variant
T/C	41900909	intron_variant
G/A	41900919	intron_variant
A/T	41900927	intron_variant
T/C	41900930	intron_variant
A/G	41900937	intron_variant
C/T	41900938	intron_variant
C/G	41900948	intron_variant
A/T	41900955	intron_variant
C/T	41900974	intron_variant
G/A	41900996	intron_variant
C/T	41901011	intron_variant
A/G	41901013	intron_variant
C/T	41901016	intron_variant
A/T	41901017	intron_variant
A/C	41901019	intron_variant
T/G	41901024	intron_variant
G/A	41901035	intron_variant
G/T	41901117	intron_variant
G/A	41901167	intron_variant
T/C,G	41901178	intron_variant
A/G	41901180	intron_variant
A/G	41901187	intron_variant
C/T	41901212	intron_variant
G/A	41901231	intron_variant
C/T	41901239	intron_variant
G/A	41901241	intron_variant
C/T	41901263	intron_variant
C/T	41901268	intron_variant
G/A	41901272	intron_variant
C/T	41901292	intron_variant
T/G,A	41901294	intron_variant
A/G,*	41901301	intron_variant
T/G	41901303	intron_variant
T/C	41901319	intron_variant
G/T	41901335	intron_variant
T/G,C	41901345	intron_variant
G/T,A	41901350	intron_variant
T/C	41901361	intron_variant
A/G	41901371	intron_variant
T/C	41901381	intron_variant
G/A,T	41901391	intron_variant
G/A	41901402	intron_variant
C/T	41901420	intron_variant
G/T	41901423	intron_variant
G/A	41901429	intron_variant
T/C	41901439	intron_variant
G/A	41901476	intron_variant
C/T	41901491	intron_variant
A/C	41901504	intron_variant
A/T	41901522	intron_variant
T/A,G	41901537	intron_variant
G/A	41901550	intron_variant
C/T	41901551	intron_variant
C/T	41901554	intron_variant
T/C	41901555	intron_variant
T/G	41901557	intron_variant
C/A	41901559	intron_variant
G/A	41901570	intron_variant
C/T	41901571	intron_variant
C/T	41901580	intron_variant
C/T	41901582	intron_variant
G/T,A	41901590	intron_variant
T/C,A	41901593	intron_variant
T/C	41901597	intron_variant
A/G	41901614	intron_variant
G/T	41901671	intron_variant
C/T	41901702	intron_variant
G/C	41901704	intron_variant
T/A	41901705	intron_variant
G/A	41901709	intron_variant
G/A	41901710	intron_variant
G/A	41901727	intron_variant
C/A	41901729	intron_variant
A/T	41901730	intron_variant
T/C	41901748	intron_variant
G/T	41901755	intron_variant
T/A	41901779	intron_variant
T/G	41901781	intron_variant
C/T	41901784	intron_variant
T/G	41901786	intron_variant
T/A	41901816	intron_variant
G/A	41901843	intron_variant
A/T	41901870	intron_variant
G/A	41901892	intron_variant
G/T	41901900	intron_variant
A/T	41901901	intron_variant
C/T	41901904	intron_variant
A/G	41901905	intron_variant
C/G	41901911	intron_variant
G/A	41901956	intron_variant
G/A	41902041	intron_variant
A/T	41902089	intron_variant
C/A	41902090	intron_variant
A/G	41902132	intron_variant
T/A	41902137	intron_variant
A/C	41902153	intron_variant
T/G	41902173	intron_variant
C/T	41902205	intron_variant
A/G	41902224	intron_variant
A/T	41902233	intron_variant
A/C	41902321	intron_variant
G/C	41902362	intron_variant
T/G	41902391	intron_variant
T/G	41902395	intron_variant
T/C	41902398	intron_variant
A/G	41902427	intron_variant
T/G	41902445	intron_variant
G/C	41902451	intron_variant
A/T	41902457	intron_variant
A/G,*	41902471	intron_variant
G/A	41902488	intron_variant
G/C	41902517	intron_variant
C/A	41902520	intron_variant
G/A	41902523	intron_variant
G/T	41902524	intron_variant
G/A	41902540	intron_variant
G/C	41902549	intron_variant
A/G	41902597	intron_variant
C/A	41902612	intron_variant
C/G	41902633	intron_variant
C/T	41902650	intron_variant
C/T	41902655	intron_variant
G/A	41902666	intron_variant
C/A	41902669	intron_variant
G/A	41902671	intron_variant
G/A	41902683	intron_variant
G/T	41902698	intron_variant
T/C	41902705	intron_variant
C/T	41902742	intron_variant
A/T	41902744	intron_variant
G/A	41902758	intron_variant
G/A	41902805	intron_variant
A/G	41902842	intron_variant
G/A	41902884	intron_variant
G/T	41902894	intron_variant
C/T	41902907	intron_variant
G/A	41902914	intron_variant
C/G	41902922	intron_variant
T/G	41902952	intron_variant
T/C	41902976	intron_variant
C/T	41903007	intron_variant
G/A	41903064	intron_variant
C/T	41903065	intron_variant
G/A	41903080	intron_variant
A/T	41903091	intron_variant
T/G	41903111	intron_variant
C/T	41903122	intron_variant
A/G	41903124	intron_variant
T/C	41903135	intron_variant
A/G	41903142	intron_variant
T/A	41903153	intron_variant
C/T	41903157	intron_variant
A/G	41903175	intron_variant
A/G	41903176	intron_variant
G/T	41903239	intron_variant
C/A	41903247	intron_variant
G/A	41903249	intron_variant
G/T	41903277	intron_variant
G/A	41903278	intron_variant
G/A	41903280	intron_variant
G/A	41903302	intron_variant
C/A	41903305	intron_variant
T/A	41903308	intron_variant
C/T	41903316	intron_variant
G/T	41903323	intron_variant
C/T	41903334	intron_variant
C/A	41903335	intron_variant
G/A	41903343	intron_variant
A/T	41903346	intron_variant
C/T	41903360	intron_variant
T/C	41903366	intron_variant
A/C	41903392	intron_variant
C/T	41903395	intron_variant
G/A	41903412	intron_variant
A/G	41903414	intron_variant
A/T	41903430	intron_variant
T/C	41903444	intron_variant
C/T	41903453	intron_variant
G/A	41903461	intron_variant
G/A	41903472	intron_variant
C/A	41903491	intron_variant
C/G	41903509	intron_variant
T/C	41903512	intron_variant
C/A	41903540	intron_variant
G/A	41903558	intron_variant
T/A	41903559	intron_variant
G/A	41903565	intron_variant
T/C	41903578	intron_variant
A/T	41903594	intron_variant
C/G	41903611	intron_variant
A/G	41903649	intron_variant
C/T	41903655	intron_variant
C/A,T	41903657	intron_variant
C/T	41903660	intron_variant
G/T	41903682	intron_variant
C/T	41903683	intron_variant
C/T	41903698	intron_variant
T/C	41903699	intron_variant
G/A	41903706	intron_variant
A/G	41903714	intron_variant
C/A	41903715	intron_variant
G/A	41903719	intron_variant
G/C	41903730	intron_variant
C/T	41903734	intron_variant
C/T	41903757	intron_variant
C/T	41903771	intron_variant
C/A	41903776	intron_variant
G/A	41903787	intron_variant
C/T	41903791	intron_variant
G/A	41903798	intron_variant
C/A	41903799	intron_variant
C/T	41903801	intron_variant
T/G,A	41903806	intron_variant
C/T	41903813	intron_variant
G/A	41903817	intron_variant
T/G	41903829	intron_variant
T/C	41903850	intron_variant
C/T	41903853	intron_variant
A/T	41903863	intron_variant
T/C	41903887	intron_variant
T/C,*	41903947	intron_variant
T/G,*	41903951	intron_variant
G/A	41903979	intron_variant
T/C	41903980	intron_variant
C/T	41903981	intron_variant
T/C	41903998	intron_variant
T/G,A	41904000	intron_variant
T/C	41904003	intron_variant
C/T	41904005	intron_variant
T/C	41904013	intron_variant
C/A	41904042	intron_variant
G/A	41904047	intron_variant
A/T	41904059	intron_variant
G/A	41904065	intron_variant
T/C	41904069	intron_variant
T/C	41904074	intron_variant
A/T	41904082	intron_variant
G/A	41904086	intron_variant
G/T	41904088	intron_variant
C/T	41904116	intron_variant
G/A	41904119	intron_variant
G/T	41904147	intron_variant
G/A	41904175	intron_variant
A/G	41904222	intron_variant
G/A	41904236	intron_variant
G/T	41904260	intron_variant
A/C	41904297	intron_variant
A/T	41904353	intron_variant
C/G	41904354	intron_variant
A/T	41904363	intron_variant
T/G	41904376	intron_variant
A/T	41904379	intron_variant
A/C,T	41904403	intron_variant
C/T	41904408	intron_variant
A/G	41904432	intron_variant
T/C	41904444	intron_variant
G/A	41904452	intron_variant
C/T	41904463	intron_variant
C/T	41904510	intron_variant
C/A	41904574	intron_variant
A/G	41904584	intron_variant
C/T	41904599	intron_variant
C/T	41904602	intron_variant
A/G	41904623	intron_variant
C/T	41904652	intron_variant
A/T	41904659	intron_variant
C/T	41904709	intron_variant
T/G	41904728	intron_variant
A/T	41904732	intron_variant
T/G,*	41904747	intron_variant
C/T	41904863	intron_variant
G/T	41904898	intron_variant
T/C	41904906	intron_variant
G/A	41904987	intron_variant
A/G	41905002	intron_variant
T/C	41905016	intron_variant
C/T	41905046	intron_variant
C/T	41905068	intron_variant
T/A	41905084	intron_variant
A/T	41905086	intron_variant
T/A	41905091	intron_variant
C/T	41905092	intron_variant
C/G,*	41905126	intron_variant
C/A,*	41905133	intron_variant
G/T	41905190	intron_variant
T/G	41905197	intron_variant
A/G	41905267	intron_variant
T/A	41905284	intron_variant
T/A	41905316	intron_variant
G/T	41905317	intron_variant
C/T	41905323	intron_variant
C/T	41905329	intron_variant
C/T	41905334	intron_variant
G/T	41905336	intron_variant
G/C	41905370	intron_variant
C/A	41905390	intron_variant
C/T	41905403	intron_variant
G/T,A	41905429	intron_variant
T/C	41905951	intron_variant
T/A	41905953	intron_variant
A/C,T	41906006	intron_variant
G/T	41906021	intron_variant
G/A	41906025	intron_variant
C/T	41906027	intron_variant
T/A	41906052	intron_variant
A/T	41906078	intron_variant
T/G	41906085	intron_variant
A/G	41906104	intron_variant
G/A	41906117	intron_variant
T/C	41906168	intron_variant
T/G	41906172	intron_variant
G/A	41906238	intron_variant
A/T	41906239	intron_variant
T/C	41906265	intron_variant
C/T	41906282	intron_variant
G/A	41906303	intron_variant
T/A	41906315	intron_variant
C/T	41906633	intron_variant
T/A	41906671	intron_variant
A/G	41906684	intron_variant
T/C	41906690	intron_variant
A/C	41906691	intron_variant
C/T	41906734	intron_variant
T/C	41906737	intron_variant
G/A	41906740	intron_variant
C/T	41906788	intron_variant
C/T	41906796	intron_variant
T/A	41906802	intron_variant
G/A	41906804	intron_variant
T/C	41906805	intron_variant
T/G	41906848	intron_variant
G/A	41906866	intron_variant
G/A	41906906	intron_variant
A/G	41906909	intron_variant
T/C	41906911	intron_variant
G/A	41906912	intron_variant
C/T	41906928	intron_variant
A/C	41906934	intron_variant
C/T	41906935	intron_variant
T/A,G	41906936	intron_variant
T/A	41906939	intron_variant
C/A,T	41906955	intron_variant
C/T	41906960	intron_variant
A/G	41906964	intron_variant
C/T	41906966	intron_variant
T/A	41906971	intron_variant
T/C	41906973	intron_variant
G/A	41906984	intron_variant
T/C	41906992	intron_variant
C/T	41906993	intron_variant
G/A,T	41906995	intron_variant
A/C	41907002	intron_variant
G/T,A	41907015	intron_variant
A/C	41907040	intron_variant
T/C	41907042	intron_variant
A/G	41907080	intron_variant
T/G,A	41907086	intron_variant
T/A	41907158	intron_variant
G/A	41907204	intron_variant
G/A	41907431	intron_variant
T/A	41907521	intron_variant
C/T	41907532	intron_variant
G/A	41907537	intron_variant
C/A	41907700	intron_variant
T/G	41907703	intron_variant
A/C	41907706	intron_variant
A/C	41907708	intron_variant
A/G	41907723	intron_variant
G/A	41907741	intron_variant
T/C	41907742	intron_variant
G/T	41907743	intron_variant
A/G	41907831	intron_variant
C/T	41907835	intron_variant
C/A	41907861	intron_variant
A/G	41907899	intron_variant
A/G,T	41907912	intron_variant
T/C	41907916	intron_variant
T/A	41907925	intron_variant
T/G	41907931	intron_variant
T/G	41907935	intron_variant
G/T	41907941	intron_variant
G/A	41907944	intron_variant
T/C	41907945	intron_variant
G/C,T	41907974	intron_variant
A/T	41907988	intron_variant
C/A	41908010	intron_variant
T/G	41908064	intron_variant
T/C	41908207	intron_variant
C/T	41908306	intron_variant
A/G,T	41908410	intron_variant
T/C	41908448	intron_variant
A/G	41908502	intron_variant
C/T	41908529	intron_variant
T/C	41908538	intron_variant
A/C	41908546	intron_variant
C/T	41908562	intron_variant
G/A	41908570	intron_variant
T/A	41908610	intron_variant
C/T	41908647	intron_variant
T/C	41908665	intron_variant
A/G	41908689	intron_variant
A/C	41908731	intron_variant
T/A	41908826	intron_variant
A/G,*	41908833	intron_variant
A/G	41908842	intron_variant
C/G	41908881	intron_variant
A/C	41908884	intron_variant
T/C	41908923	intron_variant
G/C	41908990	intron_variant
A/T	41909017	intron_variant
A/G	41909027	intron_variant
G/A	41909036	intron_variant
T/A	41909046	splice_region_variant&intron_variant
G/C	41909206	splice_region_variant&intron_variant
C/G	41909224	intron_variant
A/G	41909236	intron_variant
A/C	41909269	intron_variant
T/A	41909275	intron_variant
A/G	41909289	intron_variant
G/A	41909335	intron_variant
T/C	41909441	missense_variant	p.Asn267Asp
A/G	41909446	missense_variant	p.Leu265Pro
G/T	41909549	missense_variant	p.Gln231Lys
A/C	41909573	missense_variant	p.Ser223Ala
C/G	41909594	splice_region_variant&intron_variant
C/A	41909597	intron_variant
T/C	41909600	intron_variant
C/T	41909617	intron_variant
T/C	41909618	intron_variant
A/G	41909625	intron_variant
G/C	41909626	intron_variant
A/G	41909681	intron_variant
T/C	41909689	intron_variant
G/A	41909693	intron_variant
A/C	41909701	intron_variant
T/C	41909706	intron_variant
C/A	41909712	intron_variant
T/A	41909717	intron_variant
T/C	41909718	intron_variant
A/G	41909766	intron_variant
C/A	41909796	intron_variant
A/T	41909818	intron_variant
G/C	41909826	intron_variant
A/G	41909941	intron_variant
C/A	41909947	intron_variant
A/T	41909954	intron_variant
A/G	41909978	intron_variant
G/A	41909985	intron_variant
A/T	41909991	intron_variant
A/G	41910045	intron_variant
G/T	41910132	intron_variant
G/T	41910137	intron_variant
C/T	41910141	intron_variant
C/T	41910327	intron_variant
T/A	41910363	intron_variant
C/T	41910405	intron_variant
T/C	41910498	intron_variant
T/G	41910510	intron_variant
T/C	41910550	intron_variant
G/T	41910582	intron_variant
A/T	41910639	intron_variant
G/A	41910640	intron_variant
A/G	41910664	intron_variant
A/C	41910864	intron_variant
T/G	41910960	intron_variant
A/T	41910967	intron_variant
A/G	41910974	intron_variant
A/T	41911086	intron_variant
T/C	41911154	intron_variant
C/T	41911160	intron_variant
T/C	41911175	intron_variant
G/A	41911177	intron_variant
C/T	41911212	intron_variant
T/C	41911265	intron_variant
A/G,*	41911285	intron_variant
C/T,*	41911330	intron_variant
T/G	41911366	intron_variant
A/T	41911371	intron_variant
A/G	41911372	intron_variant
A/G	41911380	intron_variant
G/C	41911438	intron_variant
A/G	41911444	intron_variant
T/C	41911471	intron_variant
G/A	41911474	intron_variant
G/C	41911663	intron_variant
T/C	41911696	intron_variant
A/C	41911706	intron_variant
A/T	41911723	intron_variant
G/A	41911724	intron_variant
G/T	41911739	intron_variant
G/A	41911745	intron_variant
G/T	41911750	intron_variant
A/T	41911798	intron_variant
T/C	41911802	intron_variant
G/T	41911807	intron_variant
T/C	41911829	intron_variant
T/C	41911838	intron_variant
A/T	41911841	intron_variant
G/C	41911857	intron_variant
A/T	41912014	intron_variant
C/T	41912053	intron_variant
G/A	41912077	intron_variant
T/C	41912139	intron_variant
T/C	41912182	intron_variant
C/A	41912203	intron_variant
G/T	41912291	intron_variant
G/A	41912328	intron_variant
A/G	41912359	intron_variant
A/G	41912365	intron_variant
C/T	41912402	intron_variant
C/A	41912470	intron_variant
C/T	41912485	intron_variant
G/C	41912658	intron_variant
T/G	41912733	intron_variant
G/C	41912766	intron_variant
A/T	41912779	intron_variant
G/A	41912783	intron_variant
G/T	41912809	intron_variant
T/G	41912874	intron_variant
G/T	41912876	intron_variant
G/T	41912906	intron_variant
G/A	41912946	intron_variant
G/A	41912958	intron_variant
T/A	41912977	intron_variant
A/C	41912983	intron_variant
G/A	41913001	intron_variant
G/C	41913003	intron_variant
A/T	41913017	intron_variant
T/G	41913037	intron_variant
A/T	41913077	intron_variant
A/G	41913104	intron_variant
G/T	41913115	intron_variant
A/C	41913118	intron_variant
G/T	41913123	intron_variant
A/C	41913126	intron_variant
C/G	41913153	intron_variant
C/G	41913190	intron_variant
A/G	41913199	intron_variant
C/G	41913271	intron_variant
T/G	41913326	intron_variant
G/T	41913332	intron_variant
A/T	41913380	intron_variant
T/C	41913448	intron_variant
A/C	41913557	intron_variant
T/C	41913582	intron_variant
A/T	41913674	intron_variant
A/T	41913837	intron_variant
T/G	41913855	intron_variant
G/C	41913869	intron_variant
A/C	41913877	intron_variant
T/C	41913885	intron_variant
A/C	41913891	intron_variant
T/A	41913922	intron_variant
C/G	41914046	intron_variant
G/A,*	41914068	intron_variant
G/A	41914095	intron_variant
A/T	41914125	intron_variant
T/G	41914180	intron_variant
T/A	41914212	intron_variant
T/A	41914222	intron_variant
T/A	41914256	intron_variant
T/A	41914317	intron_variant
T/C	41914349	intron_variant
G/A	41914391	intron_variant
G/T	41914419	intron_variant
G/A	41914466	intron_variant
A/T	41914489	intron_variant
A/G	41914531	intron_variant
C/A	41914535	intron_variant
C/T	41914552	intron_variant
G/T	41914560	intron_variant
C/A	41914605	intron_variant
A/C	41914609	intron_variant
G/T	41914657	intron_variant
C/A	41914690	intron_variant
G/C	41914717	intron_variant
T/C	41914775	intron_variant
T/A	41914823	intron_variant
A/G	41914827	intron_variant
C/T	41914939	intron_variant
A/T	41915036	intron_variant
G/T	41915040	intron_variant
G/T	41915067	intron_variant
T/A	41915296	intron_variant
T/A	41915299	intron_variant
A/G	41915316	intron_variant
A/G,C	41915326	intron_variant
A/T	41915418	intron_variant
A/T	41915424	intron_variant
A/G	41915475	intron_variant
G/A	41915487	intron_variant
G/C	41915671	intron_variant
T/C	41915753	intron_variant
G/T	41915760	intron_variant
A/G	41915776	intron_variant
A/G	41915781	intron_variant
T/G	41915784	intron_variant
T/G	41915797	intron_variant
T/G	41915862	intron_variant
T/C	41916024	intron_variant
T/A	41916038	intron_variant
G/A	41916057	intron_variant
G/A	41916127	intron_variant
A/T	41916135	intron_variant
G/A	41916150	intron_variant
T/A	41916167	intron_variant
C/A	41916199	intron_variant
G/A	41916200	intron_variant
T/C	41916213	intron_variant
C/A	41916220	intron_variant
A/C	41916230	intron_variant
A/C,*	41916234	intron_variant
A/G	41916257	intron_variant
G/A	41916262	intron_variant
A/G	41916337	intron_variant
A/G	41916340	intron_variant
T/A	41916468	intron_variant
G/C	41916481	intron_variant
A/G	41916483	intron_variant
C/G	41916521	intron_variant
T/A	41916673	intron_variant
A/T	41916678	intron_variant
G/T	41916692	intron_variant
G/T	41916743	intron_variant
A/T	41916754	intron_variant
T/G	41916833	intron_variant
A/G	41916840	intron_variant
T/G	41916850	intron_variant
C/T	41916871	intron_variant
C/G	41916924	intron_variant
T/A	41916934	intron_variant
G/A	41917008	intron_variant
G/T	41917036	intron_variant
A/T	41917100	intron_variant
C/T	41917195	intron_variant
G/A	41917199	intron_variant
G/A	41917458	intron_variant
A/T	41917553	intron_variant
C/T	41917558	intron_variant
A/G	41917559	intron_variant
C/A	41917750	intron_variant
C/G	41917758	intron_variant
C/A	41917831	intron_variant
A/T	41917832	intron_variant
C/T	41917856	intron_variant
A/G	41917920	intron_variant
T/C	41917951	intron_variant
T/A	41917977	intron_variant
C/T	41917987	intron_variant
G/T	41917996	intron_variant
G/A	41918162	intron_variant
T/A	41918453	intron_variant
C/A	41918457	intron_variant
T/C	41918460	intron_variant
C/T	41918464	intron_variant
A/C,*	41918470	intron_variant
C/A	41918475	intron_variant
C/T	41918497	intron_variant
C/T	41918499	intron_variant
C/T	41918506	intron_variant
C/G	41918726	intron_variant
C/T	41918735	intron_variant
C/T	41918737	intron_variant
G/C	41918769	intron_variant
A/G	41918783	intron_variant
C/G	41919042	intron_variant
A/T	41919094	intron_variant
G/A	41919100	intron_variant
T/G	41919152	intron_variant
T/G	41919153	intron_variant
C/T	41919160	intron_variant
C/T	41919197	intron_variant
G/C	41919233	intron_variant
A/T	41919250	intron_variant
C/A	41919270	intron_variant
A/T	41919297	intron_variant
T/G	41919360	intron_variant
A/G	41919361	intron_variant
G/A	41919362	intron_variant
G/T	41919391	intron_variant
C/G,A	41919404	intron_variant
A/G	41919411	intron_variant
C/T	41919413	intron_variant
T/G	41919417	intron_variant
C/T	41919427	intron_variant
A/G	41919434	intron_variant
G/A	41919449	intron_variant
C/G,*	41919456	intron_variant
A/T,*	41919470	intron_variant
A/G	41919512	intron_variant
T/C	41919547	intron_variant
G/A	41919580	intron_variant
A/G	41919592	intron_variant
A/T	41919621	intron_variant
T/C	41919628	intron_variant
T/C	41919630	intron_variant
C/T	41919659	intron_variant
A/G	41919674	intron_variant
A/T	41919679	intron_variant
A/C	41919685	intron_variant
T/A	41919695	intron_variant
C/T	41919733	intron_variant
C/T	41919783	intron_variant
T/C	41919794	intron_variant
T/C	41919857	intron_variant
A/C	41919859	intron_variant
G/A	41919873	intron_variant
A/G	41920045	intron_variant
C/G	41920076	intron_variant
C/G	41920092	intron_variant
G/A	41920095	intron_variant
C/A	41920096	intron_variant
C/G	41920097	intron_variant
T/C	41920147	intron_variant
T/A	41920197	intron_variant
A/G	41920259	intron_variant
A/T	41920269	intron_variant
A/T	41920273	intron_variant
A/T,*	41920279	intron_variant
C/T	41920327	intron_variant
A/G	41920335	intron_variant
A/G	41920342	intron_variant
A/C	41920344	intron_variant
C/A	41920351	intron_variant
A/G	41920354	intron_variant
T/C	41920357	intron_variant
A/T	41920378	intron_variant
T/C	41920385	intron_variant
T/C	41920394	intron_variant
A/G	41920397	intron_variant
T/C	41920456	intron_variant
T/C	41920525	intron_variant
A/G	41920552	intron_variant
T/C	41920554	intron_variant
T/C	41920589	intron_variant
C/T	41920646	intron_variant
T/C	41920713	intron_variant
C/T,*	41920723	intron_variant
T/C,*	41920730	intron_variant
C/T	41920882	intron_variant
T/C	41920903	intron_variant
G/A	41920933	intron_variant
A/G	41920996	intron_variant
G/T	41921133	intron_variant
T/A	41921134	intron_variant
T/C	41921145	intron_variant
C/T	41921153	intron_variant
G/A	41921165	intron_variant
G/A	41921186	intron_variant
T/C	41921260	intron_variant
A/G	41921328	intron_variant
C/T	41921331	intron_variant
C/T	41921347	intron_variant
C/T,*	41921369	intron_variant
A/G	41921413	intron_variant
A/G	41921447	intron_variant
G/A	41921528	intron_variant
G/A	41921559	intron_variant
G/T	41921592	intron_variant
T/C	41921624	intron_variant
C/A	41921631	intron_variant
G/T	41921652	intron_variant
A/T	41921668	intron_variant
G/T	41921724	intron_variant
T/A	41921738	intron_variant
G/C	41921760	intron_variant
C/A	41921831	intron_variant
G/T,A	41921883	intron_variant
T/C	41921898	intron_variant
T/C	41921923	intron_variant
G/A	41921955	intron_variant
C/T	41921971	intron_variant
T/A	41921973	intron_variant
A/G	41921977	intron_variant
C/T	41921980	intron_variant
T/C	41922039	intron_variant
A/T	41922061	intron_variant
C/*,T	41922069	intron_variant
C/T,*	41922084	intron_variant
G/A	41922086	intron_variant
A/C	41922088	intron_variant
G/A	41922096	intron_variant
G/T	41922098	intron_variant
A/G	41922102	intron_variant
C/G	41922108	intron_variant
G/A	41922111	intron_variant
T/C	41922136	intron_variant
T/C	41922155	intron_variant
G/A	41922161	intron_variant
T/A	41922175	intron_variant
A/C	41922192	intron_variant
G/A	41922262	intron_variant
T/C	41922323	intron_variant
C/T,*	41922332	intron_variant
A/T,*	41922335	intron_variant
T/C	41922354	intron_variant
G/A	41922367	intron_variant
G/A	41922500	intron_variant
G/C	41922527	intron_variant
T/C	41922545	intron_variant
C/A	41922651	intron_variant
G/A	41922757	intron_variant
T/C	41922814	intron_variant
A/G	41922869	intron_variant
C/T	41922882	intron_variant
T/C	41922886	intron_variant
A/G	41923186	intron_variant
G/A	41923503	intron_variant
A/C	41923506	intron_variant
C/T	41923525	intron_variant
G/A	41923546	intron_variant
C/T	41923573	intron_variant
T/A	41923579	intron_variant
C/A	41923608	intron_variant
G/C	41923621	intron_variant
G/A	41923622	intron_variant
T/C	41923789	intron_variant
G/T	41923855	intron_variant
G/C	41923963	intron_variant
G/C	41924010	intron_variant
G/C,T	41924016	intron_variant
A/T	41924033	intron_variant
C/T	41924082	intron_variant
C/T	41924085	intron_variant
A/T	41924089	intron_variant
C/A	41924099	intron_variant
G/A	41924111	intron_variant
G/A	41924215	intron_variant
G/T	41924283	intron_variant
C/T	41924314	intron_variant
C/T	41924393	intron_variant
G/A	41924420	intron_variant
G/C	41924423	intron_variant
C/T	41924426	intron_variant
G/A	41924446	intron_variant
G/T	41924600	intron_variant
A/G	41924725	intron_variant
C/T	41924769	intron_variant
G/T	41924795	intron_variant
C/G	41924824	intron_variant
C/T	41924847	intron_variant
T/C	41924848	intron_variant
G/A	41924902	intron_variant
C/T	41924910	intron_variant
G/A	41925250	intron_variant
T/A	41925251	intron_variant
A/T	41925278	intron_variant
C/A	41925380	intron_variant
T/A	41925566	intron_variant
A/G	41925568	intron_variant
C/T	41925612	intron_variant
C/A	41925642	intron_variant
T/C	41925969	intron_variant
G/A	41926227	intron_variant
A/G	41926252	intron_variant
G/A	41926277	intron_variant
T/C	41926297	intron_variant
G/A	41926315	intron_variant
C/A	41926366	intron_variant
T/C	41926390	intron_variant
A/G	41926473	intron_variant
G/A	41926524	intron_variant
A/T	41926574	intron_variant
G/A	41926611	intron_variant
T/C	41926636	intron_variant
C/T	41926783	intron_variant
C/T	41926859	intron_variant
A/G	41926867	intron_variant
A/G	41926877	intron_variant
T/C	41926912	intron_variant
T/G	41926959	intron_variant
T/A,*	41927187	intron_variant
G/A	41927218	intron_variant
A/G	41927251	intron_variant
G/A	41927273	intron_variant
T/C	41927305	intron_variant
C/T	41927325	intron_variant
G/T	41927331	intron_variant
G/C,*	41927340	intron_variant
T/A,*	41927342	intron_variant
T/A,*	41927343	intron_variant
G/C,*	41927345	intron_variant
C/T	41927366	intron_variant
C/G	41927371	intron_variant
T/C	41927382	intron_variant
C/T	41927388	intron_variant
T/A	41927411	intron_variant
G/A	41927415	intron_variant
G/A	41927417	intron_variant
A/G	41927427	intron_variant
A/G	41927439	intron_variant
A/C	41927453	intron_variant
C/G	41927466	intron_variant
C/T	41927499	intron_variant
C/T	41927507	intron_variant
A/T	41927511	intron_variant
A/G	41927515	intron_variant
C/A	41927516	intron_variant
C/A	41927523	intron_variant
C/T	41927534	intron_variant
T/G	41927536	intron_variant
C/A	41927538	intron_variant
G/A	41927539	intron_variant
G/A	41927548	intron_variant
T/C	41927550	intron_variant
T/A	41927551	intron_variant
G/A	41927556	intron_variant
A/G	41927569	intron_variant
C/T	41927573	intron_variant
A/G	41927576	intron_variant
A/C	41927579	intron_variant
A/G	41927583	intron_variant
G/A	41927600	intron_variant
G/T	41927604	intron_variant
A/G	41927609	intron_variant
C/A	41927611	intron_variant
G/A	41927617	intron_variant
T/C	41927622	intron_variant
A/C	41927627	intron_variant
T/C	41927631	intron_variant
A/G	41927633	intron_variant
C/T	41927636	intron_variant
G/A,T	41927637	intron_variant
G/A	41927650	intron_variant
A/G,*	41927654	intron_variant
T/C,*	41927655	intron_variant
G/A,*	41927657	intron_variant
G/A	41927661	intron_variant
T/C	41927667	intron_variant
T/A	41927681	intron_variant
T/C	41927705	intron_variant
T/C	41927706	intron_variant
G/A	41927763	intron_variant
G/T	41927787	intron_variant
C/T	41927899	intron_variant
T/A	41927940	intron_variant
G/T	41927950	intron_variant
A/G	41928386	intron_variant
C/T	41928500	intron_variant
C/T	41928580	intron_variant
C/T	41929259	intron_variant
C/T	41929332	intron_variant
G/A	41929333	intron_variant
T/C	41929364	intron_variant
C/A	41929369	intron_variant
T/C,A	41929422	intron_variant
C/A,G	41929448	intron_variant
C/T	41929495	intron_variant
T/C	41929534	intron_variant
C/A	41929550	intron_variant
C/T	41929645	intron_variant
C/T	41929658	intron_variant
T/G	41929673	intron_variant
C/A	41929692	intron_variant
A/T	41929757	intron_variant
G/C	41929758	intron_variant
G/C	41929761	intron_variant
G/T	41929783	intron_variant
C/T,*	41929794	intron_variant
T/A	41929798	intron_variant
G/A,*	41929834	intron_variant
T/G	41929865	intron_variant
C/G	41929906	intron_variant
C/T	41929907	intron_variant
C/T	41929914	intron_variant
A/C	41929944	intron_variant
A/C	41929965	intron_variant
A/C	41930010	intron_variant
G/A,T	41930015	intron_variant
T/C	41930027	intron_variant
G/A	41930091	intron_variant
A/T	41930150	intron_variant
C/T	41930193	intron_variant
A/T	41930203	intron_variant
A/T	41930204	intron_variant
G/A	41930205	intron_variant
G/A	41930206	intron_variant
C/T	41930214	intron_variant
C/A	41930222	intron_variant
G/A,C	41930227	intron_variant
G/A	41930245	intron_variant
C/T	41930248	intron_variant
G/A	41930271	intron_variant
A/G	41930304	intron_variant
A/T	41930312	intron_variant
G/T	41930335	intron_variant
G/C	41930339	intron_variant
G/A	41930341	intron_variant
C/T	41930345	intron_variant
T/C	41930356	intron_variant
A/G	41930368	intron_variant
T/G,A	41930373	intron_variant
G/A	41930396	intron_variant
A/C	41930402	intron_variant
C/A	41930410	intron_variant
A/G	41930434	intron_variant
C/T	41930447	intron_variant
C/T	41930458	intron_variant
T/C	41930468	intron_variant
A/C	41930469	intron_variant
T/G	41930506	intron_variant
T/C	41930513	intron_variant
C/G	41930515	intron_variant
A/T	41930541	intron_variant
T/C	41930542	intron_variant
T/C	41930546	intron_variant
T/A	41930624	intron_variant
G/A	41930662	intron_variant
A/T	41930673	intron_variant
T/G	41930687	intron_variant
G/A	41930721	intron_variant
A/T	41930722	intron_variant
A/G	41930746	intron_variant
T/A	41930781	intron_variant
A/T	41930782	intron_variant
T/A	41930861	intron_variant
T/C	41930939	intron_variant
A/T,C	41931003	intron_variant
C/T	41931005	intron_variant
A/G	41931061	intron_variant
G/A	41931152	intron_variant
T/A	41931224	intron_variant
T/A	41931238	intron_variant
T/G	41931248	intron_variant
C/T	41931271	intron_variant
C/G	41931280	intron_variant
T/A	41931387	intron_variant
T/C	41931503	intron_variant
T/G	41931541	intron_variant
A/C	41931643	intron_variant
T/C	41931649	intron_variant
G/A	41931790	intron_variant
T/A	41931791	intron_variant
C/A	41931880	intron_variant
C/G	41932129	intron_variant
T/A	41932139	intron_variant
T/A	41932145	intron_variant
G/A	41932165	intron_variant
T/C	41932532	intron_variant
G/A	41932594	intron_variant
T/C	41932634	intron_variant
C/G	41932645	intron_variant
T/C	41932683	intron_variant
C/G	41932705	intron_variant
C/T	41932714	intron_variant
G/A	41932715	intron_variant
A/G	41932719	intron_variant
A/C	41932721	intron_variant
C/A	41932765	intron_variant
T/A	41932779	intron_variant
T/C	41932878	intron_variant
G/A,C	41932882	intron_variant
A/T	41932883	intron_variant
G/T	41932914	intron_variant
A/G	41932927	intron_variant
C/T	41932962	intron_variant
A/G	41932963	intron_variant
G/A	41933009	intron_variant
C/T	41933037	intron_variant
C/T	41933439	intron_variant
T/C	41933465	intron_variant
T/C	41933491	intron_variant
C/T	41933551	intron_variant
G/T	41933746	upstream_gene_variant
C/T	41933813	upstream_gene_variant
G/C	41934839	upstream_gene_variant
T/A	41934910	upstream_gene_variant
T/C	41935045	upstream_gene_variant
G/A	41935289	upstream_gene_variant
C/G	41935398	missense_variant	p.Cys207Ser
T/A	41935943	upstream_gene_variant
T/C	41935962	upstream_gene_variant
A/T	41935963	upstream_gene_variant
T/A	41936002	upstream_gene_variant

View accession wise SNPs

Sequence Details:

Protein Sequence:
>Vu_14008.1

MNNCCDNSTLVSSSYKANVDTLFSWLIPDSYKSDGYNYTSVNSNNHNNDDAVYGLYSCRYDITGYFCRFCINSASSELTRRCSNSVGAIIWYDICIIRYTNQSFSGQVSLSPIWNTTGTRKIKDSSEVKKTEDCMEGLIRKATLLSGILPDGRQIAVKRLSQFSGQGSQEFKNEVMFIAKLQHRNLVRLLGCCLEENEKILVYEYMCNSSLDFYLFGGDEKRNQLDWKLRFSIINGIAKGILYLHEDSRLKVIHRDLKGSNVLLDYEMNPKISDFGLARAFEIGQNQANTKRVVGTYGYMAPEYAMEGLFSVKTDVFSFGVIVLEIICGRKNSGFHRSEHGQSLLLYAWRTWGAGKCLETIDPMLEKSFLGSEVERCIHIGLLCVQEDAKDRPTMSQVVLMLASDTMILPKPKHPAFSIGIMASEEVYTSKSSKNVSNNDLTVSVSLPR*

CDS Sequence:
>Vu_14008.1

Promoter Sequence:
>Vu_14008::LG3:41936468-41938468(-)

TATTGACATATGTTGGGAGCTTAGTCCGTATGGAAAGCATTAGTAGTCAATTTTTTATATGCATGAGATATTTTTGGACATAAATGCAGTGAAACCTTATTTCCGTACGGAACAGTAGACGTTGGCTCTCTATTTCCGTTTTATGACGAAATTGACCTCGTTTTTGCTTTTATGATTTCTTCATTGAGTTGAGTTGCGTGTGTTTCAATTTCAACCAGGGTAATATGTCACTGTCTACTTTACAAATAATCACAGCTGGCATGCTACAGAACCCCAACAGTAATTCAACTCTATATGAGGTTCCCATCATCTTCAAATAAAATACCCACAAATTCAACTCTCGTTACATTCTTTTTTATACATATCACTCTTTTTAATAAATTCTAACATCGTTAATATTAAAATAATGAAAAAGAATGGACTCATTCTTATATAAACAGCGAGACCATATTGAAAAAAATAAATAAATAAGCACCCAACATTTATATATTTTATTTTTATGATTTTAAACACAGTGTTTCAATCATGTAACCTTATCCCTTTATAAATATTAATTTCAACTTCTACAATAACATCTTTAAAATTTTACAAGAAGATAACCCAAATCCAAATTGTTATCAATTTCATTAAAACAACTCCAATCTTCCCTTTGGCCTCGGTTCACGAGTGGTTGGCACCCTCTTCAGGAGTCCGTGTGGAGGACCTACTGCAACGGCAAAAAGTGTGGCTTTGCCACCAGAAGAGAACGTGGAGCGAAAGACTGGAAAATCCTGAAGGCCGTGGAGCCAATTTCAATGGGTGCAGGTGTTTTGCCAATGAGTAATAATAGCGATGGAGGTGACGGGGAGGTGATGTACATGAGGGCTAACAAAACGTATCAACTTACCTCCTCGAAGACGAACTCCAACCTTCATATCTACCTCCTCAGTTTTCTTTGCTCCCAACTGCATAGACGAAGAAGAACCCAAATAATAGATGACGAACCAAATGCACACTTAACATACTTAATCTCATTTCAAAACTTAAACAGCCAACGTGGCAGAGAGTGAAAAGGGTAGCAGGCATACAACGTAACATCGCCGTTAAGTTAACGCTATCCAATTTTAAGGACTGATAGTAAGAATTTCAAAACTATAAGGACTAAAAACCATCAAAGTTTCGAGTAGGGACTAAAACCAAAATCGTGTAATACTTAAGGGACGAAAAACATATTTAACCCCATATAATATTCCCGCAAATCTAATCTACAAATATTCGGATATTTTTATCATCCTTATTTTTTATATATTTTAAAATTTCCATTACACTTTAATAATAAGTTTTTTTATATTGTTCTAGAATTTAACAATTTAATAAAATCAACATGCGAATTTAAATGATCTGATCCGTGTTAAAAAAATGCATGTTGGTGATGTTTTTCTTGACGAGTGACAATTTTTATTGTTTTTTAAAGTAAAACACCTTTTCTTCTTACCTAATATTTATGTTCAATTCAAACACTTTCATTACAAAAATGTTCTCCCAACGTAAGAATGCTGGTTTCAATAATCAAACAGTTGCTCGCGTGTCGGATAAGTTAATCAGGCTAATATTCAACCTTTATAAAGTTCTTGTTCCATAACTTGTATTATTTACAAATTTATTAAAGAAATTGATTATTTTAATAACTTTACGCTGACTTCAGTTATAAATTACGCAAACTAAAACAGTTTTCAAAATTAGAGCAAAAAACAAACTTATTCTATCAAAAGATCAACAACATATCCACATCAAATAATAGAAATAATAAAAAAAGTATGCAACTTATGTCATGCAAATTGACTTCTAAATTAATCCTACCACTGTCTCGCCATAATCCACTTATCACTTTGTCAACCGTGTCCATGAAAACGGTTCTCTGATGAAGCACCAAAACTTCATGGGTGACGAACCCTATTAGGGTTAGTCTTAGCTTCATGCTCCTCCTTTTCATCACAACAAGTGCTCAAACACCAATTTAC

Gene Sequence:

>Vu_14008(-)

ATGAACAATTGCTGTGACAACTCAACTCTTGTTAGCTCTTCATACAAAGCCAACGTGGACACCCTTTTCTCATGGCTAATCCCAGACTCATACAAAAGCGATGGATACAACTACACCTCTGTAAATAGCAACAACCACAACAATGATGATGCTGTTTATGGATTGTACAGTTGCAGATACGACATCACAGGGTATTTTTGCCGGTTCTGCATCAACAGTGCTTCCAGTGAACTCACTCGAAGGTGTTCCAACAGTGTAGGAGCTATCATATGGTATGACATATGCATCATCCGTTACACAAACCAAAGTTTCAGTGGCCAAGTTAGTTTATCTCCAATATGGAATACTACCGGAACCAGAAAAATCAAGGTAATTTTTCAGTATGGAACATGAAAACTCAGCTTAAGGATGTTTTCTTTTTCTTAACATGATATCAGTGTGAAGTATGCAAGGGTTCTTGAGGTTAAGAAGTCTGATTGTTCACTTTCCGAACTTTTATTCCTTTTAGTTAAGTGCCAAATTCAAAGTTAAAACTTTGAGTAAGAGAGATTTAAGCCTAGCTTCATTCCTACAAATGACTTGCAGTATTATAGTAAATGTAAACAATTATATTCTAAAGTAAACAAAGTTTACTACATATGCTTTAGGATTGAATAACAATTTAAAAAACTTTTATACTGTTCTTAACTGCACATATTTTCCTTTACAATTCAATATTCTATGGTAAATTTTGATCCAAACACAGGACTCATCAGAAGTTAAGAAAACTGAGGATTGTATGGAGGGTTTGATTAGAAAGGCAACGGTATTAATGATTTGGAATATGTAATGTAGATTCTTTACGTTTGGTATCTTTCTATATGTTCTAATTTATTTCAAGCTTTTATCAGGAATTTTACCAGATGGAAGACAAATTGCAGTGAAAAGGCTCTCACAATTTTCTGGTCAGGGTTCACAAGAGTTCAAGAATGAAGTGATGTTTATAGCTAAATTGCAACATCGTAACCTTGTGAGACTTTTGGGGTGCTGTTTGGAGGAAAATGAGAAGATACTTGTATATGAGTATATGTGTAATTCAAGCCTCGACTTTTATCTCTTTGGTGGTATGTTTTACGTATAGTTTTAGTGAATAACGTTTTTCATGAGCGTTTGTAGTTTTTATTCCCAATTAATCATGGCCTACGGAAACCAATCAAGTAGAGGTGCTATTGGCTTTAAAGAATTGATGTGAAATTGATTACAGGGTATATTGTTTATTAGCTTATATGACAAGTGCTGTATGATCTTAATATGTAGTTTTCTTTAAGGATAAGAGCAAGAAATCAACATCATAATAATAATATTACCAGAGAAAGTTGTGGGGCTAAGTTCATTTCTATTCATAATGTGAAATTGAATTCAGGTTATCTTGATGTAGTTAAAAATCATAAGATATCCTTAAGGAAAATAAGCAACCTCTTGAAAGTGGTTGAGTCCTTTAAGTGGTTTTTTTTTTCTTTTCATTTCTTTTCTTCATTTTGAGATATCTTCTTTGTTTTGATGCTGTCAGATGAAGAGAAGAGAAAGCAACTTGATTGGAAACTAAGATTAAGCACTATCAATGGAATAGCAAAAGGTATTTTATATCTTCATGAGGACTCTCGACTCAGTAATTCACAGAGATCTCAATGCTAGCATGTTCTATTAGACCCTGAGATGAATCCCAAAATATCAGATTTTGGATTCGCTAGGACCTTTGAAATAGGACACAACCAAACAAAGACAAAACGAGTTGTGGACACCTAGTGAGTGCTACTAATCCAGTTTTAACCATTTCAAAAGCGAAATTGTTATGTACTAACAATTCAATTTATAAGAGGAATAACAAAGTTCTATTGCTTCCTTGCAGTGGATACATGGCTCCAGAATATGCTATGGAAGGATCATTTTCTGTGAAATCGTATGTTTTCAGCTTTGGAGTTATTGTCCTAGAAATCATTTGTGGAAGAAAGAATAGTGGATTCCATCTATCAGAACATGGTCAAAGTCTTCTTATATGTGAGTTTTCTCTCCTATTGTTTAAGGAGTCTCTCAACCATAGAGTTCAACAACATTCACAAATTACATGCAGGCGTGGAGCATATGGTGTGCAAGAAAATGGTTGGAATTGATGGATCCAACACTGATAAAATTATTCAAACATAGTGCAAAATATGCTTTTTATAGCGATGTTTTATACAGGTTAAAATCACCTCGTATAAAAAGTGACGTGGTGGCAGTATCGTAAATAAAGTAAGTTTTTTTATACCTATTCCATTAAGAACAAGTATACAAAATAATGAATAAAATTTTTTATACCGATTGCACTCAAAATAGATATAAAAAACTATTTTTTATGCCTCTTAAACTTGTAATAGGTATAGAAGTAATGTTATGACAAAAATATAATGTTGAAAAACTTTTTCTATACCGATTAGACAATATAACCAGGATAAAAAATTTCATATTCTACCTAAATCCCTTTTCTCAGTTCATTTTCTCTTCTGCATCTTTCTCTCTACGACCCCTTTCTCTCTTCTGGAGCAAGTGTGGTGATGCTCATGATTTAGGATGCATCAGGTTGTGTTCGCGTTTGCTGCTCCGGTGGGTTGTGGTGGCTCCGCAATAGAGATGGGAGTAGTTCTAAGAAGCTGTAATAGACGCCGTGGAGTGGTTTACAGAGTCGATCTCCTTTGACAGGCAGCTCTACAAGCAAGACATGAAAGGGAAGCATAGTGCATGCGTCGATGCTAGCTCACTAGGTCAGTCACGAAATCTTTCACTCTTCCAATTTAACGCTCAACGAAACACTCATTGTTCGTTGTTTAGGATTTGATAAGCGCGATCAACAGAGACTCCAGACTCTCCATTCTCGAAGGTTTGGAGGAAATAGAGAGGCGCATTGAGAATGGAGAGTTCAATTGGAGAGCTAACAGAGAGGATGTGCACATGAACATCGATGATCCTGCAAAGAAGCTCCACACCACTCGGAGTAGGAACGATCAGGTTTTGACTAACTTTCGCCTCTAGTGACATGACGCCATCCACAAGATCTTCGTGAGCATGAAGTAGCTTCATGATGTTAGGCTCCTCCGATCGTTGCCTGCTAAATTCATCTGTCACGCTGATGCAAAACCTGTACTAAACCACCCTTCATCTCTCTCGCCCCTTAATTTGCCATTCATTATCCAACATTAAATTTTGATATGTTTTCTCTGCCTACACATTGGATATACGAAGTTGGATAATGAATGGAAAATCAAGGGGAGAGAGGTGAAGGGTTGTTCAGTACAAGTTTCACATCGGCGTGACAGATGAATTTAGCTAGCAGCCCAGAGGATCCTAACATCATCCTGAAGCTGCTTCAAGCTCACATGGATCTTGTCGATGGTGTCGCTACACTAGAGGCGAAAGTCAGTTAAAACTTGATCGTTCCTACTCCGAGCGGTATGGAGCTTATTCGCAAACTCACCGATGTTCATGTGCATGTCCTCTCTGTCAGCTCTCCAATTGAACTCTTCATTCTCAATGCGCCTCTCTATTTCCTCCAAACCTTTGAGAATGGAGTCTCTAGAGTCTCTGTCGCTTGCGCTTATCAAACCCTAAACAAAGAAAATTGAGTGTTTCGATGAGCGTTGAATTGGAAGAGTGAAAGATTTATTGATTGACCTAGTGAGTTAGCATCGACGCATGCTCTATGCTTCCCTTTTATGTCTTGCTTGTAGAGCTTCTTGTCGAAGGAGATGGACTCCGTAAACCTCTCCACGACGTCTGTTACACCTTCCTAGAATTACTTCCATTGTGAGAACCACCGCAACCCACCGGAGTAGCAAACATGAACATAGCTTGATGCATCCCGAATCATGAGCATCGTCACACTTGCTGCAAAAGAGAGAAAGGGATCGTAGAGAGAAAGATACAGAAGAGAAAATGAACCGAGAAAAGGGATTTAGGTAGAATATAAAAAAATTTATCCCAACATGTGTAACCGGTATAGAAAACGTTTTTCAACATTATATTTTAGTCATAGTATACTTCTATACCTATTATAAGTTTAACAAGCATAAAAAAATAATATTTTATACCTATTTTGAGTGCAATCGATATAAAATATTTTTTATTCATTATTTTTTATACTTGTTCTTAATGCAACAAGTATAAAAAACTTATTTTATTTACGATAATGTCATCACATCATTTTTATACCTGGTGGATTTTAACCGTTATTATGAAAAGTTGAAATAAAAAACATATTTGGACTAGTGGATGTATTGTGATAAATAATCCGCTAATACACATTGTGTTATGATTAATATAACTTGTTACACAAACTAAACGGTTAACTCTTCAGTCTATACGTTTAAATAGTTTGTTATATGAGATCTAAGATTTTCTTCTCTTGTTCTTTTATATCTCTCTTTTGATCTTGCAATGTGGGAGATTGTTATAAACGCAAAAGGTATTGCCCCAATGTATGCAAATGCGAAATTTGGAACCTCCTCGTTTTGATGTGTTCCTTGATCCACGGAAATTGCAATTGTTTTCCTCTGCAACTCATGATGGAACATTGGGGTGGGAGGTTAGGTTTTTTAACCTATCTACACCTATAAATAGGTGTTACTGTAGACCTCCGAAAATCATCTTTCACACATCTCTCCAACTCTCATATCGTTTGCTCACTCTTCTCTCTTTTTCCTTTTCTCTTATATCTCTGGTTATTATTCGTTAAGAGTTTATCTTACTTCTTCTGAGTTTCTCGAAAAATCCGTGAAGTTCAGGTTGTATGTTTGAAGACTTACGAAATTTTTGATAAGTTTTTTAAGAGTAGTGAATATAAATTCTCTCAAGAAACTCATTTTTTTCGTGTGGTCATTAACATTTACAACACACATCACCATATTAACTAATGAATTGACGTGGAGAGTTAGTCACTTTGTAATGAAAAAGACAGTGAAAGTTAATTAGGGACCAAATGAAAAATAGAAAATATTTATTAAGGACGAATATAGACGACAACATTTATGAAAAGACAAACACAAAATTTGGTAATTTATGTAATTTACACGAAAAAAAACTAATTATCAATAACATAGAAATACAAAATGTACAACAAAGTCAAATTAGAAATTAACACCCGAATTTGAATTATCTGATCGGTGCTTAGAAAATGGACGTTGGTGATGTTGTTCTTGACGAGTGACAATTTTTTATTAAAGTAAAACACCCAATACCCATTTATGTATGTTCAATTCAAACATGTTCATTAGAAAAATGTACTCGTCACATAAGAATGTTCATCCAATCAAAACAGTTGCTCCCGTGTCGGAGAAGATAATTAGTTTAATTAGCCTAATTCAAACTTGAAAGGACTTAGTACGACCTGTATTCTTTAAAATTTATTAAAAAAAATGATTATTTTAATAGCATTACACTGACTTCAATTATGATTTACAGTAATGCTTTTTAATAGGTTAAAAAGAAGTATTAACGCATGAAATAATTGTTGTAAAAACTAACATAAATCCGAAAAATTCTTAGGAGCAGCAGAGTTATATTTTAAATATCTTTTAATTTCATTAGATTTGATCGATTTTAAATTTTTTATCTCTTACATTTGAACCTATATTTTTAATTTCTTTCATTCGAAAAAAATTGTTCTAATTCTTTTTATTTTGAAAGAAAAAAAAAACATGTAACATGTACGTCATGGCAAGAATATACAATAGAATCAATCAATTATCATATAATTAAAAATTTACAACTACACATATAAAAGCTAAAATTAAAACAAGGTTTTTCAAGATTAGAGGGAAAAAAAAGAAACTTATCCTATAAGAAGATCAACAACATATCCACATAAATAATAGAAATAATAATAAAATAACGATAAGCAACTTAAGTCACACACATATTGAACTTGTAAATTAATCATCTAGCATTGTTTATGTAAGAACCTAGAAAATAGAGTATTAGAGTAGATATATGTATTAAAGTAATGAGACCGATTATTTTACTTTAAAATAATCTTATAATATAAATAGAATTTTATAAACGCGTCTCATTACTTTAAGAACACTATATCTCTCTAAAACACAATTCCCTACCGTTTCTCTGCCTTCTCTCTAGCTCTTCTCTCATTTGAGCTGTCGGTTTGACGATCAGGAGGTGCCTAGACGATCCTGGCGTCAAGGACAACAATCTAGACCGATCAATTTCTTGATTTCAGTCGGTAAGTCGTTTTTCCCCTTTCTCCGTACGTTTCTAACCTTGATCATGCAACAATTGTTGTTTGCATGTGTTTGGGTGCTTTCTTATTCAATTTCTAGCTCCATTTAGGTTTTAAGAGTTGTTTTCTATCGCCAATCGGTGATTTGTAGGTGTTCCTAGAAATTCCTTGTGTTGCAAGCAAGCTGTCGCGGTTTTAGTAGAGTTGTCCAGAATTATTCAAGGTAAGGGAAGCTAGATTTCTATTTTTGATTAGTAGTTTGGCATGTATGTGTGATGAATTTTGTGATATATATAATAGTGATTGAACTGAATTTAGGTATTTGAGTAATATTGTGTTCTATGTAATTTGATTGCTTCATTTTAAACTTGTGAAGATGATGATTTTGAACTGAACTGAATGTGGTGCAAAGTTGTTTTGATCATAATGGGTGAGGGTAATCTGTCATAAGGATAACTAGATACAACTTTAAGTGAATTATGCAAGTTTTGAGTCATTTTGGAGGATATAGGTAGTGAAAATGAGAACTAGAGGTCAATGACTCAATTGGTATGTTGGGACAGTCTGGGTAAGTCATTTGTGACTTGTTTGAGTCATTCAAATGGTCAAAAACATGTGCAAAGTGGTATATTTGAATTTGGGTCCTTAAGTTGATGAATTTGATGTTTTAGAATGGAAATTGGTTCATAAACACTTTAATTTGAGATTAGGAAGGTTTAGAATCACTTAGACAAGTCTAAATAGGTATATAAGAAATCTAGGAGTGTTAGAAGTTGGGAAAAATAGTTAGAATTGGTATTTTATGGTTGAGTTGCATAATTCTGCAGAATTTCGTTCTGCAGATTATGCAGACTCGCTCAACGAATGGATTCGCACAGTGAGTCACCCTGGCGAGATGCTCTCTACACTAGTAAAAAATCGGGTTTTTACAGCGCACATTATGCCACGGTTCAACGAAAACCGCAGCATAATGGTGCGCGGTGGCAGTTTTGTAAATAAAACGAACCTATATGTCGCGGTTCTACTGGGAACCGCGGCATATACCCCAGTCAACCATTGCCTTTGACGCCACGTATGAATAAAAAATTAAATAACAGAGTATATGCCGCGGTTGTGCAGAGAACCGCGGCATATACCCTGCCAATTTATTGCAGGTGCTGACTGGGCCAGAGAATTCGAAAAGTTACAGGGGGTATATGCCGCGGCTCTCTGGGGAACCGCGGCATATACCCCTGTCACGTCTCAACTTCTCTGCCAGTCAGAGAATTTCAGAAGTTACAGGGGGTATATGCCGCGGTTCCCCAGAGAACCGCGGCATATACCCCCTGTAACTTTTCAAATTCTGTGAAAGGCAGTTGGGGAGACAGTTGTGTTGAACACGTTTCAGGGGTATATGCCGCGGTTCTCTGGGGAACCGCGGCATATTCGCCTATATGAAATTAATTTAATGTTTATTTGAAATATTTCGAGGTTTATGCCGCGGTTGCCCGCTGAACCGCGGCATATAGTTTGAAAATAATTTTTTAAATTAGTATAAAATGCCTTTTATACCGCGGTTAAGTAGTGAACCGCGGTAGATTCTCCCGTTCAGAGTTAAAAAACAAAACTTGGAACAGTGCATCGTCTTCCTCGCGCGTTCTCTCTGTTTTCGCGTTTCTTCTTCCTCCGAACCACCCTTCATCTCAGATTTTGCGTTTTTAACCGTTTAAACTCAAAATTGTTCAGTCATTATTCGTTTTTTACGATAAAAACGAGTTTTAGCCGTTCAAAATCGTGATTTCCTGGCGTTTTTCACCCTCTCCGCCGCCGTTGTGTTGCGTTTTTCACCCTCTCCGCCGTCGTTCCTCTTCCAGGTATTTATGTCCATTTGCATTTTTAACGTGATTTCTTCATTAATTTTTGCATAATGCTATAGTTTTGGTAATGTATGAAGTTTCTATAGTTTTGGTATAATTTTTGCTTTAATTTTGATAGTGCATGAAATTGTTATAGTTTTGGTAATGTATGATATGGTTTTTGCTATAGTTTTGGTAATGTGTGTTGTAGTTCTTGTATTATTTATAAACCTTAAAATATATAGTTAGATTATACAATAGCTCTTAGATTTAGATTTAAACAATGCATTTGATTAGATAGAATTTTCTTAGACTCTCTACTTTATTTGATGTTGAAATACATTTGAACATGTGTTTGTTATGTTGAAATTGAATTTCTGTAAATGTTTTTATATGCAGGTCTGTTTTTGTGGTAGTGGATATCACAAAAACAGACCTGCAATTTTAAAAAACTGCAGGGGAATATGCCGCGGTTCTAACCACAACCGCGGCATATAGTGCATTTTTTAATTTTTTTTTAATTTTTTTTTTAAAAAAAAATGAATTTAGGCAGCGGTTCCCTAGACAACCGCGGCATATTCCGCAGCCTATATACCGCGGTTCGAACCGCGGCATAAAGTGTCTGACTTACTACCGCGGCTGAATATGCCGCGGTTCAAGAACCGCGACGTATAGTGAAAATCAACCGCGGTAAAAGCCCCTCGCTGCACTAGTGCTATCAGAGCATTCGCACAATGAACTGGTGCGCTGTGCGAATGACTGTAGAGAGTTGCTCTCTGCTTGGGCACTCGCACAACAACTTGGTGTGCTTTGTGAGTGGTTGGAGAGGGTTGCTCTCAATCTGGTGATTCGCATGGCGAATCTAGGCGTTGTGTGACTGGTGGTGGTCTGGGATAAATGCTAGTTTAATTCGAATAGTGAATGGGTGCGCTTTGCTAGTGTTTGGGGAGTCTGAGCCACTGTCTAGGGGCTCTCGCAAAGCGATTTGGTGTGCTATGGGAGGGAGAAAGGTTTGGAAGCTCTGAGAGTTTATTCGCACAACGACTAAACTCGTTGTGCGAATAGTTGTGAAGGGTAGGTCTCTATTTGAGGATTCACATAAGCGAGTTGGGGTCGCTATGCGTTAACCCTCTGGTTTTGCTCAGCAATTGTGTGCGTTGTGCGACTGGTCCAGGTTTAGTTTACTCTTTCTTCTTTGTTCTAGAGTGGTCGAATGATGTTTAATTCATTGAATGTTATGTATAAGATGTATGAAATCATATGAATATCCGAGGTATAAATGGTGATTCAAAGTGAAGAAATGTATGATTCAATAAGGTGTAATTGAGTATCAAAGTAGGATCTCTTGGTGAGATACTTGTATTGTTTAGAATGAATACAGGGAGCTCAGTCTTGGGGGTTATCTTAACACTCTAATGATCTTTCATTCTAATTTAGAGAGAATTGATGCATGTGGTGAGAGTAGTAGGAGGTCCTAATATAGGCGCTACTTGGAGGCCTATCGCACGGTAATGGACTAACCTTGTGTGTGGTAGGGTAAAACCCATTGGCAATGGCTTTGCAAAGCAGTAGAGGCCACCACAAGTGCATAACCCGTCATAGTTCGGTATTCATTCTATGTCCGGATAGTCGGTTTAGGTCTTTGCATGTTAAGATGTTTGGATTGGATTAAATTATACATGATTCTTATATGAAATGCTTTAAACTTTTGATATATTGTTTTCTATCTAGCTTAACCTTGCTTTCTGTGTCTATCTTTGTATGTTGTTTCTCTATTGCGATGATCACCTAATGTAGTAGGTTGCATGTGACTTTTAAAAAAAAAAACAAAAGGCTTTGGCATCGGTTGTAGCTTGAACTGTTGTCATATCCACATGTTATTACCTCGATTGAACCGAGGTAATAAACCCTCCCACTTGTTTTTTCTTCCTTACTACTTTGGGTGTAGGAGAATCAAAGCATAAATGTTGTAGATATTACCTCGGTTGCAACCGAGGCCAAAATTCGCCCACATTTATACCTTGCCCGTATATACCTCGGTTGCGAAACCAGTGCCTATAGGCGAAAATAACCACTGTCGTTTCCCTTGACTACACTAGTGAATGTAGTAGGCCCACAACTTCGAAGGTGTTGAGAGTGTGTAGGAGCTCGGGTGAAGTCACCGTTGAAGGCACAATAGTCGTCTAGCTGAGATGATCAAAACCGTGTGGTTATTGGTCAAAACTATAACTCTGATAGTGATGAAGGTAGACAACGCCACCGACGACAACGACGACGAGTGTAGTAGCAGAGGCGATGAAAAGTTTTCCTAAAAGAACTTTAGCTTTTAGATACCATGTTGAATATAGTAAAAATTATGTATGAGATTAATCTCCGTGTGTTGAATATACACATAGGGTATTATACTTATAATAGAAAAAATATGGGCTAAGCGCAAAATACAAATAAGAAATAATAATAAACTAATTAAAGATATGAGATAAAGATAAGATATTTAATAATCTAATATATCTAACAATCTTTTTTTTTTTGTTTGTAACTAAGAAATGCCAATTAGTTTGAAACCATGTCATTAAGGTCTTCAAGAAGTGAATATGTAATTGTCTTACCAATTTAGTATCTAGCTTCTTCTTCTTGTTTTTTCCTTTCCTTTTCCTTCTTCATTTTTTTAACCTAATGAAATTAACTACCTACAGATACATCATATGAGATAATTAAGTATATCCCCACAATCACAATTAAACAGAGATTTACTTTGAACTATTTTGAGGCATGTTGATTCTGAGTACATGTACCTCAAAACGTTAAAATTCTAATAAAATAAAACAAAAAAGTGAACTTATCTTGTTTTCATATTTGATTAAGCAAATATGTAGAGTTCTCTTATGTGAAACTTCTAGAGATTTGGTGGTTCATTATGAAATGAAAAACAATGTTTCCAAAATAAGTCTACACCAAAGAAGAAAAACAATGTTCCAAAACTCAAACTACTTTTCTGAAACCGACATTGGCAAGAATGTATGTATATTTTGTTAGACATTTATAAAGTTGCTTTTATTCTTAAAACCTACACACTCGAATGTAATACTTCTACAAAAAAAATTTAAGATTTGAGTCATTCGAATGAGGTAAGCCAACACACTTTGCTCAGTGCATTTTCTAATGATTTGTTTAATATGTATTGTTCCTATATATAAGGAAGCCAAAAATATTTGAGATTTGATAATTCTCAAATATAGTCAAAGATATTGTGAGGCAAAGGTTAGTCATTAGAAATTACTACCACTAGAAGACAAGGAAATTATGTTTTTTAATGAGAACCACAAGCTACTTGAAGATATATATTAAATCAGAATACATAGTCCAACCCGAGGAGTTGTTTCAAAATTTGTTCTCAAAAAGCTTCCAAAATCATGCATGGAGTACAAACAACAACTAAAGCATAGGCTCAAACAAATCTCCCTCCCAAACTTTGTCACGCATATCACCATTGAAGATATCAACCAAAAAAAGTGTAGTACTTGAAGGCTAAGGCATTATCAGCCAAAACAAGACAAACTAGCTCGCAAAATGTATGAGAAAAAAACCTAATTACAAGAAAAATAATTTTAAATATTCTCGTCCTAGTGTATATAAACCCAACTTCAAGAAAAAAGGAAATTTCTTTATCCTTGGTGTTGGGTACAAAGAAAGTCCCACATTGGATAAAATAAGAGATGGACATGGGTTTATATATGATAACAATTGAATATACCGTTATCTGTGATGCAATTTTGATACTAAATCAACCTTTTTTGACTTAAAAGCTTGCGTGAACTCATGTTTTTAGCTTAGTTTTGTGAATAAGTGAGTAGAGGGTATACTTAATGATTTTATCACTAAATTCCCTTAATTTTGTAGGTTATTGGTATGATTTGGAAGAAGAGCAAAAATGTCATGGAGTCAGAACTCAAGAAGAAGGCGGATCTACAGAAAAAGAGAAAAAGATGAAATGCAGAAAAGTAAGGCTGAGGGCCCTCTCAAGGGCCTTGAGCGCCAGCCAGTCAAGGTTGAGTGCCCCTTAGGGGCGCTGAGCGCTAGTCTTCGCGCAAACTTGTCTGGTTGCCCTTTCCAGGGCATTGAGCACCAGTCTTCATGTGTCGCAGCACGCCTGGGCGCCCCATAGGTCACTGAGCGCCAGTGACGTGGGCTTGGACTTTATTTTTGATCTATTTAAGGATTTACTCGCCCTAGGGTTGGTATCTCTTGATGGCTTGAGCATAAAAACACACTTTTCGCCCCTTGGAGGCAGATTTGGGGATGTGGGAGCTCTCCTCTTCAGTTTCTAGGGTTTTTCTATCTCTTCCATTCCATTATTCATCTAGTTTCTCCATCATAATCGAGAACTAAACCTTATTTGTTGTTGGGAAAGATGTAACCTCTTAAACTCTCATGTATTTGAATTGACTCTGATTTATATATGCTTATTTCATTAATTGTTAGGGATTTTCTCCTTTTCTCAATGTTTATTATATTTGGTCCTCTTTATTATTGACAAATACCTAGAAACCAGGATCTAGGGAATTTCTCCCAAGAGAACTATTGCCTACACATAGGGATAAAACACTTGGTTGTCTTAAGCTTCCGTTCGTAATGCAGAATTAATTATTAGTGATGCAAGACATTATGGTCTAGTAATTAAGGATAGGCTTCGTTCTCCAAGACATCGGGTTCTAAGTAATTTAGAGAGTGACATTGACATTTAATAAAAAAGAAGATAAGATACCTCCATTGGTAAGAGGGCTTTTGGAGTGGTACCAAAAGCAAATCCATGAGGGCTTGACCCAAAGCAAACAATATCTTACTAGTGTGGAGATCTATGTGTGTGTGGAGATGACAATGTTTACCATGGTGTACTCGAGGATAAGAAAAGACTTTTGCTGTAGAGGAGGTGGAGAACTATAGTCCTTTGTTTGAGGGGAGGATGTTGGGTACAAACAAATATATACACATAAGATACCTCCATTGGTAAAAGGCCTTTTGGAGTGGTACCAAAAGCAAATCTGTGAGGACTTGACCCAAAGCTGACAATATCTTACCAGTGTGGAGATCTATGTGTGTGTTGTCCCTCCCTACACTTGGAAAACTAGGCCATCATCATGCACCTTAGTGTATAACAATCTAGTAAGAAACAACCATTCTCCTAAGACATATTCTAAGATTTTAATTAATTCTTGAGTAACTTTGTGTTTACTTGTGTTAAAGTCATGTTTATTAGGTAGAGTAAACGATTGATGTTTTTTGTCTCGTGATTTGCGATATGTATGTTTACTTTATTTACATTACTTTTGGATTTATGAGTAATTGGAACTTAGTGTTTCATTATGATTTTAAATTTGCATTATGTTTTAGTTTGATTTGATTTAGATAAAAGGTAAATTAATTTGGAATTCTCAAAAAAACTGTTATTATATATATTTATATATATATATATATATATATGTATATATATATATATATATATATATGTATATATATATATATATATAAATTAATTAGTGGAGATGGGAATAATGTTTTTGATCGATGATAGGTTATAGTAAATTTTACCATTACAATTGTTGAATAATTTGCAGCATACATTTAATGAAATCATCAATAGGAGTGTCAAGTGTGTTAAGACAAAATCGTCTATAAGACTTATATGCCTAAACGCTCTCATGTTTTGAAGTTTAATCAAATAACATTAAACGAGATGAGAATCTAAAATGCTTAACTAGAAGAATAGGATAGGCAGAAAAGCCTAAGGAAAACACTTGGTTATAAGAAAAGCAAAACATCTAAGTTAAAACTTCCAAACACAACACTAAACGACTTACAAGTCAAGCATCTAAAAGAGTTATGCTAACGCGTAAACTATATTTACTTAATGGTAATCAGTTGAACTCTCAAGAAGTGAAAAGATGTCGAGACAATGTCTCTGACTAAAACCTTTAACAGTATGAAATAAAGATTCAAACACATGTACAAAACAAAACTCAAACGCTCTTGCTCTAAAAAGGCAATATCCCAAAATGCGTTTACAACAGACTAGACGATACCATGAGCTAAAACCTTTACTTCGTCCAATGATAAAGTTCTTACTCAACGCTTGAAATAATGAAAAATTTAAATGATAAACTCTACCTCAAGGGTAGAAATGTAAAAAGCACTTTGTTTTTATGAACAAACATTAAATATCATTAAATGCTCAACATTCAAAAACAACAAAACTACTTAGAGATAAGACATATTTGATGCATGCACAATCTACTCTATTTTATGCAGATAACCTACTACACGCATCCACTTGCTTTATTTGAAATATATCAAAAGTGGACGTTATAGACAAAGAAGACATTTGTGGAATGTTATCCTCTTAAGAAGTCATGTTTGAAAGGTAGTACAACCTACTTCGAGCAAAGTACTGAAAAAGCAAGCCTACTCTAACAAGTTGACTTTAACCAACAACTACTTCACACGCATGACAGAGAAGACACAAGATTCAAGGTGAAGAGCTCAGTCTAACAGATATCTTTTGAAAGAGCCTTTAAATAGAAGATCATTAAAAGGAAGAATCCAGAGGATAGGTTACAACGAAAATATCAATCCTACGAAAAACGTTTGGAAAAAAGCAAAGAAAAGCTCAAGCTCAAAGAGAGTATTTGAGAAAAGAAAGAAAAAAAGTTAAGTAACACTCTCCTGATTCATTGTAATATCTGCTTACTATTGTAAGAAGAGAGAAAAAAGAATATTGTCTTGAACACATATCCTCTCTACGAGAGTAATCGTCCAAACAACTTGTAAACAATCAGTTGATTACAATTCTGAGGAGAATTAAAACACTTGTTGTGTAACTCAGGCGAGTTAAGGAAATATAGATAGCGTATCAATGAGTATTAGGATTATCTAGTACTAGGAGTGTTGAAACTCAATCAGTCTAGGGTAACAAGAGTTATGGAGAGACCAAGAGTGATGAAGAATACTGCACAACTAGGAGTGGGTGAAACTCAAACCAGACAACGTATCAGAGGATACTAGGATTGGTGAGAAAATTTAGTTATAATCTTGTTGAAGATTATAGTGGAACCCTTTAAGGATAGAGAACACTAGACGTATAGCTCATTTGGAGTGAATGAGTATAAAAATTTTGTGTATTTATTGTTTAACTTTATTTCAATGCTTCTCCTATAAACCATGTAGTTGCATTTTGGTTTTGATTACAAAAGCTTACCATACTAAATGATTGTTCCTTAAGAGAAAGTTCTTAAAAACATTGTAGTGAATATTCTAAATAACATGTGGAAAAAATTTATTGTTTAAAACATTTAAATTTAATTACTTCCTAAAGTAAATGAACAAATCATTAAATGCATAAATATCACTTTTAAATGAAGCTTATGTGGAGAGTTATTAAATTACTTGGTATTAACAAACTCAATGAAATTTAATTAGCGGATGAAATAAGAAATAGTAAATATTTATCAACGACGAATATAGACAACAAAATTTATGAAAATCCAAACACTTTGGTAATTTATGTAATTCTTACATGAAAAATAAATAAATTTAATTAGCAAAGATGGTGGAACCAACCGTTATAAATTTAGAAATACAAAAGGTACCAAAACGTAAATATAGAAATATGGCAGTATTTTAAGACTCTGAAAGAAATACTTCATGTGATAGAGAAAATTGTAAAAATACTAGTCATAGTTTAAAGTAGTATATTTTGTAATTTTATGTAAGTTGTTGACATGGTTCAAAATGATAGTATACATGAATATTCATAGATTCATCTCATTCTATAAAATTTTAGTTAGAATTTATTTATTATGTTTATGTGAAATGTTATGCTTTTTCTCTTATCTTAAACTTTTCTATTAAAGGTGACAACGAGTTAGAGTTGAATAATATCTACTGTTACTTATAACAAAAAAAATTTACCCATTATCGTATTATTATTATTGGATATCTATTTAAAAAATATTTATGAATATTTTAAAACTCAGTTATTTTTGGATACTTGTGGTTATTTAAAAGAGTATATTTTATAAAATTTGAAAATAAAATATAAATAAAATTAAAAATATATATATATATATATATATATAATATAAAATAATTTTAATTAAATTTAACATAATAAAATATAAATTAATTTTAATTAAATTAAATTTAATAAAATACAAATTAAATTTTATTTTAATTTTTTGCATATAATAAATATTCGTGGTTACTATCATACTTCCGCAAATTTTATCTACAAATATTGGCAAGTAAGGATATTTTTGTGATCTTATTTTTTATATTTTTCTAAAATTTCTATTCCACTTTAATACTTATATGCTAAGCTTTTTTTTATATTGTTCTAGAATTTAACTCTTTAATAAAATCAACACGCGAATTTAAATGATCTGATCCGTGTTAAAAAAATGCATGTTGGTGATGTTTTTCTTGACGAGTGACCATTTTTATTGTTTTTTAAAGTAAAACACCTTTTCTTCTTACCTAATATTTATGTTCAATAATAAATACTCGTAGGACTAACTATTCACCACGAATGATACCAATAATAAATACTTGTAGAACTAACTATTCACCACAAATTTTATATGTGAATTCCACAAATATTTTTGTCATTCTTATTTTTTATATTATTCTAAAATTTACATTACCCTTATATTTTAAGTTTTTTTTTTTATTATTCTAGAATTTACTCTTTAATAAAATCAACAGGCAAATTTGAATGATCTTATCCGTGTTAAGAAAATGCATGTTGGTGATGTTGCTCTTGACGAGTGACAATTTTTGTTTTTAAAGTAAAACACCCAATACCTTTTCTTCTTACAGAACATCTATGTTCAATTCAAACACTTTCATTACAAAAATGTTCTCCCATCGTAAGAATGCTCGCTTCAACAATCAAACAGTTGCTCGTGTCGGATAAGTTAATTAGTTTAATCAGGCTAATATTCAACCTTTATAAAGGTCTTGTTGCATATAATACTAACGACTTGTATTATTTACAAATTTATTAAAGAAATTGATTATTTTAATAACATTACGCTGACTTCTGTTATAAATCTTCAAAATTAGAGGGAAAAAATCAAACTTATTCTATCAAATGATCAACAACATATCCACATCAAATAATATAAATAATAATAAAAAGAATAATAAGCAACTTATGTCACATGCAAATTGACTTGTAAATTAATCCTACCACTGTCTCACCATAATCCATGGAAATGGTTCTCTGATGAAGCACCAAAACTTCATGGGGATTAAAACAGAAATGTTGACGAACCCTATTAGGGTTAGTCTTAGCTTCATGCTCCTCCTTTTCATCACAACAAGTGCTCAAACACTAACTTACATGAACAGTTTCTGTGAAAACTCAACTCTTGTTAGCTCCTCATACAAAGCCAACGTGGACACCCTTTTCTCATGGGTAATGACAGACTCATACAAAAGCGATGGATACAACTACACCTCTGTATATAGCGACAACCACAGCAATGATGATGCTGTTTATGGACGGTACAGTTGCAGATACGACATCACAGGGTATTTTTGCCGGTTCTGTATCAACAGTGCATCCAGTGAACTCACTCGAAGGTGTTCCAACAGTGTGGGAGCTATGATATGGTATGACATATGCATCATCCGTTACACAAACCACAGTTTCATTGGCCAAGTTAGTTTATCTCCAATATTGAATACTACCGGAACCAGAAAAATCAAGGTAATGTTTCAGTATGGAACATAAAAACTCAGATAGCTTAAGGATGTTTTCGTTTTTTTAACACGACATCAGTTTGAAGTATGCAAGACTTCTTGAGGTTAAGAAGTCTGATTGTTCGCTTTCCGAGCTTTTATTCCTTTTAGTTAAGGTTTTTTATCTGCCAAATGCAAAGTTAAAACTTTGAGTAAGAGAGATTTAAGCCTAGTTTCATTCCTACAAATGACATACAGTATTATTGTAAATGTAAAAAATTATATTCTAAAGTAAACAAAGTTTACTATATATAGTTTAGGATTGAATAACAATATAAAAACCTTTTATACTGTTGTTAACTGCATATTTTGTCCGTGATATGCATATGTCATTTGATGTGTTATTATAGTTAATTTTGTTTTTTAAAATATTCTCTAATAAAATTCCCACCATTAAAAAAAAGAAGCTTTTATTATGACTTTGTTTTACAATGTCATTCACTACTATTTTTAAGAAAGTTATACTAAAAATTAATAAACTATACTAGTCTGTGACTCCATGACAGTATAAAACTATTTTGTACTGAAGTTTTTCTAGTCTTTTGAATGTTCTTTAGTTCACTTACAATTCAATATTCTATCGTAAATTTTGATCCAAACACAGGACTCATCAGAAGTTAATAAAACTGAGGATTGCATGAAGAGTTTGATTAGAAAGGCAACGGTAGAGATGAAGACATATTGGGCAGTGGATGAGTTTGATTGGGTTGACAATGAGAAAAGATATGGGTGGGTGCAGTGTGACAGAGGTATTAAAAATGATCAGTGTGGTGAGTGCTTGCATGCATTGTTAGACATATTTCCACAGTGTTGTTCTACAAATGTACAGTGGGGAATTTTTGGTCCAAGTTGTAGCATGAGGATGGATGATCAAATTTTTTACACGAGTTCAGGTTAGCGTTTATAATATGGGTCCTCTGTTGAAACTTTGGTGTTATCTTTATGCTATTTAAAATAAGTTGATATGAAATTAGATTTTTTACTGAAATTTTTTGTGTTGTCTTCTGTTGTTCAAAATACTTTGATTTATTCTGATTTTGAAAACATAAACATAAAGAAGAATAAATACATAATTTTTTTTATGAGCTAAAAGAGAGAAACTTCTTCACATTTAGATTTTTCCATTTTATCTACAGAATTTTGGTGTAGAGTAGATAGGACTATTTATTAGTGTTCCTCTGTGTAGCCTAGCAGCACGCTATTGGAGTTTATGAATGTTTAGAGTTGCTTATGCACATATTCTCTTATGGAATTCAAGATAAGCGTACTTTAGGAAATCTTTTACTGAGAAGCAACTCATTACTGTAGCTTTTATTCCATGCTAAGAACAAGTATCATTGGGTGGTACCCTTAAGATGTTACATTTTTCCTACAACAATTAGATTCTGTTTTCCCTGTGATTCAAGCTGACATGTGAAAAACAAAAACTCAATTAACAAATTACTATCCAAAAAGGACTTTTATGAAAGGGCCTGATTAGGATAGAATAGATGTGATATTGATCCATAACATGTGACACTGACTTTATATTTCCTCTCTATAATTTCTATACCTACTCTGCAAACCTTTCACATTTACTATTGCTACTGTTATAACGATAAGCACTTTATTTAGGCTTTGAGTACGTTTATCTTTTCTTTCTGTTTGCATAATGTGAATCTGAATGTGTAGATGATTAAAATTATAAGTTTTCATATGTTTTATCCTGTTGTAGGCAACGGAGGTGTTAGCAAGCAAAAAAAGTTGATAATTTCCTTTAGTGTGTTGGGGTTTGTAGCTCTACTATCTTTAAGTCTCTACTGCTTTTGGCACAGGAAAAGAGTCAGAAAAGGTAATTTGCTGCAATAACACTTGCTTGGTTTTTGAAAAAGATTGGTTTTCCATACTCAAATTTGAACTCAAACTTGTCATTGTAGATACGATGCAGTTTGATGAGGAATCATTGAATGGAGATCTACCTACAATCCCATTAACCGCAGTTCTACATTGTACAAATAACTTTTCAGAAGCATCTAAATTAGGGGAAGGTGGATTTGGCCCTGTTTACAAGGTATTAATGATTTGGAATATGGAATATAGATTCTTTACGTTTGGCATCTTTCTATATGTTCTAATTTATTGCAAGCTTTTATCAGGGAATTTTAGCAGATGGAAGACAAATCGCAGTGAAAAGGCTCTCACAATTTTCTGGTCAGGGTTCACAAGAGTTCAAGAATGAAGTGATGTTTATAGCTAAATTGCAACATCGTAATCTTGTGAGACTTTTGGGGTGCTGTTTGGAGGAAAATGAGAAGATACTTGTATATGAGTATATGTCTAATTCAAGCCTCGACTTTCACCTCTTTGGTGGTATGTTTTACATATAGTTTTAGTGAATAACTTTTTCATGAGCGTTTGTAGTTTTTATTGCTTTTTCTGAGCTCCAAATTAATCATGGCCTACGGAAACCAATCAAGTAGAGGTGCTATTGGCTTTAAAGTATTGATGTGAAACTGATTACAGGGTATATTATTTATTAGCTTATATGACAAGTGCTAGATGATCTTGATATGTAGTTTTCTTTAAGAACAAGAGCAAGAAATCAAGATCATAATAATAATATTCCCAGAGAAAGTTGTGGGGCTATGTTCATTTCTATTCATAATGTGAAATTGAGTCCTTAAGTGCTTTTTTTTTTCTTCGCATGCTGCTCTTTCTTTTTTACTTTTTGAGTTATCTTCTTTGTTTTGATGCTCTCAGACGAAGAGAAGAGAAAGCAACTTGATTGGAAACTAAGATTAAGCATTATCAATGGAATAGCAAAAGGTATTTTATATCTTCATGAGGACTCTCGACTCAAAGTAATTCATAGAGATCTCAAAGCTAGCAATGTTCTATTAGACCATGAGATGAATCCCAAGATATCAGATTTTGGATTGGCCAGGGCCTTTGAAATAGGACAGAACCAAGCTAAGACAAAACGAGTTGTGGGCACCTAGTGAGTTATACTAATCCAGTTTTAACCATTTAACCATTTGAAAAAAGAAGTTTTTGTTATGTACAAATCATTCAATGTATAAGAGGAATAACAAAGTTGTATTGCTTCCGTGCAGTGGATACATGGCCCCAGAATATGCTATGGAAGGATTACTTTCTGTGAAATCGGATGTTTTCAGCTTTGGAGTTATTGTCCTTGAAATCATTTGTGGAAGAAAGAACAGTGGATTCCATCTATCAGAACATGGTCAAAGTCTTCTTTTATATGTGAGTTTTCTCTCCTATTGTTTAAGAAGTCATTGAACCATAGAGCTTAAGAACATTCACAAATCACAATTACATGCAGGCTTGGAGAATATGGTGCGCAGGAAAATGTTTGGAATTGATGGATCCAACACTGATAAAATCCTTCAGAGCAAGTGAAGTTGTCAAGTGCTTACACATTGGTTTGTTGTGTGTTCAACAAGATGCAGGAGATAGACCAACCATGTCTACAGTTGTTCTAATGCTAGGAAGTGACACAATGGCCCTTCCAAAACCCAACCACCCTGCATTTTCTGTTGGAAAATTGACCTCTAATGATGCATCAACTTCAAGAAGTTCCAAGAATCTTTCTATTAATGATGTAACAGTCTCAACCGATTTAGTAAGGTAATAGGGAATATTTTGGGTTATTGAGAAGTATGTATTCTTTCCATTAAAAACCGTAACATTAATAACACAAAGATACATTAATAACATGTCCTTAATTACCTTTTGTTTGTCACTTAGGAATACCATTTGTTTGATGGCATTATCAATGTCATCAAGAAGTAAGTCTAAGAAGCAGTCTAAAGTCTCATTAGGTTCTTGCTCCTCTACAGCAAAATCATGAACAAGATATTGAGTATTGGGATCTCTTGCAAAAACCATTCAAAGTTCCCTCGAACTTTGTTATCAAATAACACCCATCTAAATCCATGATTGGTCTACATGCCATTTTGTGTTCAAGGAACATGTAACAGTTTCCAGACCTAGTTAACAACATTCCAGCTGAAATTCCTAATTGCAACTTACAACTTTTGCCAACATTAACCCGTTGCAATTATGCAGAGTAAGACCATAACTTTCTTTCCCTTCATGCCATTGTCTAACTTAACTTTACCTTTTCGGAAGATCTTAACTTCTTTGCAACCTCACATTCCTTTTGTTGTGGACAGACCTTCCATGGTTGTGCTTTACTTTCAAAATCTTCAATATCAGTATTCAGTTTCACATACCCAAATGACAAATCAATGTCTTCAACTCCAGTTTCACATACTTCAGTTTCACATACCCATATGACAAATCAAGGAAGAAGGAAGTTAAACAGGGGGAGAAAGGTATACCGGTAGAGGAAGAAAATGGAAGAAAAAAAGAAGTAAATTCATAATTCTATGTGGAAGATATGGAGGTGAAGGATGCTGTTTACACTTCCATAAATAAATAGAAAGACATCGTAATGACAACCCTTGTTTCAAAAAGTTTATTACTTTAATCCTCCAATGGATGGTCCACCATGTAACATGCGGCTCAATACTACACATCAAAGCCATGGCACAAACTCTAAATCAAAATAAATAATAAATAAAAGACAAAAGAGTAACCATTTACTTACTTGAACCACATGGTGGTGGACCAAAATATAAAACAAAAAAAGTTATGAGATATAAAAAGTTTGTTAATTTATTATGAGAATAAAAAATTACATAAATTTATTTTGAAGACCAAACCTAAGAAAAAACTATAATTTGCTCCGATAAAGATATTTTGACGAATGTTAATTACAAGGGTTATAAATTTAGAAATACAAAGCGTACCAAAAAAGTCAAATTAGAATTAAAACGCGAATTTGACTCATCTGATCAGTGGTTAGAAAAATGTGTGTCGGTGATGTTTGTTTTCTTGACTAGTGACAAATTCTTAATGTAAATTTCTCTTCCTTTTAAGCTACAATCCAACACAGCATTCAATTCAAACACTCTCGTTAGGAAAACGTAATCATCACATGAAAAATGTTCCATTCAATAATCAAACCGTTGGTCGCGTGTCAGATAAGTTCATTAATATACGATAATTCAAACTTGACAGGTCTTGTTTACATACAATAATACAAAGTTGATTCTTTTAATACCACTGCACTGACTTCAACTATAAATTACATTAATCCTTACGAATCGTTTGAAAAATACTAAAACGTGTATCTTTATACAAATGTTTGTTCCAAATGTTAAAAGTCAATTGTATATATATACAATCCCCAAACTCTTCAGTGTTATATTTTTAATATCTCTACTTGTTGAAAAACAAACTTATCACATCAAAAGATTAACAACGTATTCAAATAAAATAATAATAATAACAATCAACTTATGTCGTTAGCAAATTGACTTGTAAATTAATCCTAGCACTGTTGTCTCACCATAATTCACTTCACTTTATCAGCCTTGTAAACTAATATAACAGATATATAACAGCTTTTCTATATATCAGTTCTTGCTCTTTTCCTTTATACATCACTGTGTATACAACTGTTTGATGTGTGTATTACTAATAAACTAAACTTATCATCTTCTCCTTTCTTTCTTACACTTCTCTAATACAGCACCAAAACTTCATGAGGATCAAAGCAGAAATATCCATGATCCCTACTGGGATTAGTCTTAGTTTCATGTTTCTCCTTTTCACCACCGCAAGTGCTCAACCACCGATTTACATGTACAATTTTTGTGAGAACTCAACTCTTAGCTCCTCATACAAAGACAACGTTGAAACCCTTCTCTCATGGCTAACCACAGACTCATTCAAAAGCAACGGATACAACTTCACCACTGTAAATAGCAACAACAACAACAATGATGATGATGTTTATGGATTGTACAGCTGCAGATACGACATCACAGGGTATTTTTGCCAGTTCTGCATCACCACTGCTGCCACTGAACTCTCTCGGAGGTGTCCCAACGCTGTAAGAGCTATCATATGGTATGATGTATGCATCATCCGTTACTCAAACCAAAGTTTCATTGGCAATGTTACTTTAACCCCAACATGGAATATTACAGGACCCAGAATAATCAAGGTAATGTTTCAGTAAGGAATATGGAAATTCGGATAGCTTAAGATAGATGGTTTTATTTTTTTAAACATGATTATTGTGAAGTATAGAAGGGGTTCTTAGGTTAAGTCTGATTAGTTTTAGAAGTTTTTTTTTTTCTCTCCAGTTTAATTATGTTTTTATATGCAAAAGTCAAAGGTAAAACTTTGAACAAGAGATTTAAGTATAGTTTCATTCCCACAAACGACCTGTTGGTAAGATATTATTTTTAATTCCAATTAAAATTTTAGAATTTTAACATATTATATTTAGATGATGAAATTCATGTTTCTTTGTGTTTTAAATCCTATTAGATAGAATATTTTAATTTCTGTTTAACAGTTAGGTTGTATTAATGTAAAAGAAAAATTACACAGCCAATCAATCAAAAGTTTGTTAATATAACTTTCAAAAATTATTCTACAATCAACAAACTTTACTATCATGGTTTAGGATTGAATAACACCATATAGTCATTTACTTATGTATTATGCATATATGTCAATTGATAATTTATATACAGCATTTTTATTTGAATTTTATTTATTTATTTTTTGTGTGTTCTCCAATAATATTCTCATCATTAAAAAAATGTCTATTATGACTGTGTATATAGAGTATAAAACTGTTTTGCAATGTAGTTCAGTATGATTTTTAAGTTAATACTTATAATTTGTGATTCCATGAGTAAAACTACTAAAGTTTTTTGGGTTTTTAAAAATCCTTTATATTTAACATTTTGAGGTTGTGCTATGCTAATTCACTTTAAAATCAAACTTCTATCTGAAATTTCTTCATCCAAATACAGCATTCATCAGAATCTAGGAAAGCTGAGGACTCTGTGCAGAGTTTGATTTGGAAAGCAACCGTAGAGACGAAGAAGTTTTGGGCAGTGGATGAGTTTGATTGGGTTGACAATGAGAAAAGATATGGTTGGGTGCAGTGTGATAGGGATATTAAAAGTGATGAATGTAGTGAGTGTTTGCATACATTGTTAGACATATTTCCAGAGTGTTGTTCAACACACGCACAGTGGGCAGTTTTTGGTCCAAGTTGTGGCATCAGGATGGATGATGAGAAGTTTTACCAGACTTCAGGTTAGGGTCTATTTTGAATTTTTTATAATGTTTAAAAACTATCTTTTTAGAAAGAAATACGAGGTAGACATTTGGATTTGTTTTTTCCATTTTACACACATATAATTTCAAAATGACCTTTTTAACTCATTAAAAGAAAAAAATAGCATTTCTTTCTGTTTGGCATAGTTTACTTTTAATTTTGGTCTCTTGGATTATTTGTGTAAGTGATCCCAAAGGGAAAAAACTATTCTTTTAATTTTAGGAGAAATTATATATATCTAAAATTGTAAAATTGTAAGATTTGTAATTTCAATCTCTTGTAGATTTTGTCTTCATCTGTATGATCCCACTATTTTACAGGGTTCCAGTTAAATTTATTGTGTTATATTCGTTGTGCCTTTGAGGTGTTTGGGAAAATGTTTAAAGCAGAGGAACTGTACCATGAACTAAGTGTTTAAAAAAGAGTAACGTTACAATATATTGATCGATAGCTTTAATTCTTTTTTATGTATATAAATAGAAATAATAGTTTTTTGGTAGATTCTTGGGATGTGAGTTGATTTATTACAGAGATTATGTGCAATTCGAAACTCAAACTGATGGGTAATGAAGAGGGTAACCTTGATTACTTTTTATATGCCCTCAGGTTGATTCTAAGGCTTTATTCATTACTTATATATGGTTTTTCCTTTAAGTTAATGCACAGATTAAACTTGATCTACCAAATCGTATAGCTTGTGCGATGATGGAACTTGTATGTGGTTAAACAGGTGTCGTGAATCTTTTCTTTTTTCTAGTATGTTAATTCTTTTCATTAATGAGTTTATCTTTATTGATGTCCTTTAAAATTATTTGGGATAGTGTAATATGAATTCTTTTTATTCCTGTCCTGTTTATTTGGACTCTGTTGAATGTATATGGTAATTAAATTGTGAAGTAGCACCATGATAATGTACATTTATCTTTTCTTTTTATTTGCAGAATGTGATCTGAATAATGTGTAAAAGATTAAAAATGTAATTGTTCATCTTTTATACCGTATCAGGCGATGGAGGTTCAAGTAAGTCAAGAAAGTTTATCATTTCCTTTAGTGTGTTGGGGTCTGTAGCTCTACTATGCTTCGGTGTCTACTGCTTCTGGTACAGGAAAAGAGTCAGAAGAGGTAATTTGCTGCAGTAAGTAAACACTTGCTTGATTTTTTAAAAAAGATTGCTTTCAGGTCCTCAAATATGGATTCAAAAACTTGTCATTGTAGATAAGATGATGTTTGATGAGGAAACGTTGCATGGCGACCTTCCTACAATCCCGTTAATCGCAGTTCTACATAGTACTAATAACTTTTCAGAAGAATCTAAATTAGGGGAAGGTGGATTTGGTCCTGTTTACAAGGTATTAGTGATTTGGAATTTGTAATATAGATTCTTTACATTTGGCATCTTTCTATATGTTCTAATTTATTGCAACTTTTATCAGGGAATTCTACCAGATGGAAGACAAATTGCAGTGAAAAGGCTCTCGAAATTTTCTGGTCAGGGCACACAGGAGTTCAAGAATGAAGTAATGTTTATAGCTAAATTGCAACATCGTAACCTCGTCAGACTTTTGGGATGCTGCTTAGAGGAAAAGGAGAATATACTTGTATATGAGTATATGTGTAATGCAAGCCTTGACTCTCACCTCTTTGGTGGTATGTTTTACAGATAAATTTAGTGAATAGCTTTTTTTTCCCTCCATGCTCTGTCCAATAATTACTATTTGGTATTTGCTGAGCTCTTAAGTTTTTTTTTTGCTCTTTCTCTTTTGAGATATCTTATCTGTCTTAATGTTGTTAGGCGATGAGAAGAGAAATCAACTTGATTGGAAACTAAGATTCAGCATTATCAATGGAATAGCAAAAGGTATTTTATATCTTCATGAGGACTCTCGACTCAAAGTAATTCACAGAGATCTCAAAGGTAGCAATGTTCTATTAGACTATGAAATGAATCCCAAGATATCAGATTTTGGATTGGCCAGGGCATTTGAAATAGGACAGAACCAAGCAAATACAAAACGAGTAGTGGGCACCTAGTGAGTTTTACTAATACCTAGCACCGCTTTAAGTAATAGGATTTTTCTGATGCAGTGTTAACTACTTAACCATTTGAAAAATTAGATTTTTGTTATGTATTAATCATTCAATGTATAAGAGGAATAAGAAAGTTGTATTGCTTCCCTGCAGTGGATACATGGCTCCAGAGTATGCTATGGAAGGATTATTTTCCGTGAAAACGGATGTTTTCAGCTTTGGAGTTATTGTCCTAGAAATCATTTGTGGAAGAAAGAACAGTGGATTCCATCGATCAGAACATGGTCAAAGTCTTCTTTTATATGTGAGTTTTCCCTCGTATTGATTCAGGAATTATTGAACCATACTAACTAGTACTTACATCGTTAAGAAATCACAATTACATGCAGGCTTGGAACATATGGTGTGAAGGAAGATGTTTGGAATTGATAGATCAAGCATTGATAAAATCCTTCGTAGCCAGTGAGGTTGTGAAGTGCATACACGTTGGTTTGCTTTGTGTTCAACAAGATGCAGCAGATAGGCCAACCATGTCCACGGTTGTTCTAATGCTAGGAAGTGACACAATGACCCTTCCAAAACCCAATCACCCTGCATATTCTGTTGGAAGATTGACCTCTAATGATGCATCAACTTCAAGAAGTTCCAAGAATCTTTCTATTAATGATGTAACATTCTCAACAGTTTTAGCAAGATAATAGGGAATGTTTTCCGTTGGTCAGGAGTACGTATTCATTGAATTTAAGACCATAGCACTTATCAAGCGTGGTATGTTTCTTTCTTCTTATCTTGATGTTTTTAAGATGATAGAAACAATGAAATTAGGAATATTGATTCTCATTTTCTTTACATGATTCCTCACATTATAAAATCCATTTTAAATTGTTATAACTCATAACTAAAAAAAAATTAAGAAACAAACAAACTCAATTTTATATCAAAATTCATATGCCTCTTCTTCCGTACATTACAATGGAAATTGCTTTTATAAACAAAATTAGGTAAAACACTATATTCCACATAAATTCCCACTACTCATTTCACAATGTTATTGACTCTTCAATACCCACATTATAAGGAAGATTAAGAACACTAAAGTTGAATTTCGCATCTTATTTTTAAATTTAACTCGTGTTTTTTATTAGCATGTACAAAATAACGTGATGGTATATTTTCACAAATTTATCATGTACAGTTTCTTATTCTTTTTATTCTTAGTGTATAGCTTTGATTCTCTTAATTTAAAAACATAATAAAAAATTATAATAACCTTAAAACTACGTTGATCTATAACATCCCAAAATACAGTAATTACTATAATTCAGAATTAATTACAATTAACAGTAAATCAATGCAGTCTTTATATTAATAAAACGAAGCACAAAAGCCGAACGGCTTAAAGTACAGAACCACTATACAAGAAACGGAAATAATACAATTTTAGGACGAACGGTTTTACAAAATAAATAACCGAACGTTCAATTTCAAAAGCGAACATCTAAACTAAAAGAAAAACGGGCGTTCTACTGCTCCGCTTTCACTTCAACTTCCACTAAGTTTTCTTCCTCGATCACATCCTCTAAGGTGGCCTCGCCTTCTGCTCACATCCACACGGATGATCATTGCAAGATAGGACGAACGTACATATACAATGGACAACACAAGGAAAACGAAAGGGTAAGCTTATATAATTTAATTCATACATCAACATATACGGTTAACATTTTCATTCACACACAGCAAGTAACTTAACATAGAATAACATAGAAATATATATATACTAGACAGACCGTCCGGACTGTATGAAACTGTGTAGCTACAGGCGTCCTTGCACCCGAGTGATGTAGTAACTGGAATACACTCATCAACTGCCACTCGAGGTTAGCTCTATCCAAAGTACCCCTAAGGAATAGAACCTCCTGCCATTCCCACACATGAACTACCCTCCTCTACATGAAGATGAGTATCACGGAATATCAGGATGGACCAAGCCAGCATTAGCATGCCCACAGTCATACTTTCCAATCCAATATTCAACATGTATGAGACGTTCCTTCCTGGAACGCTCGTCCAAAATCCATAATTGTATAATCGTTCCATATAATGTTCACCTTTTAAATCTTCATACTTTATTATCATTTTCATCATTCGTTTCAAATACCCAAAATAACGAACGTTCAACCCTCTAAAGGATAAGGGCGAACGTGAACAGCGAGACCGAGAAGTACTCGTCGCCAATCAGAATAACTCGACATATGATTATTTGAAGAACGTTACTGCTACTCAATTCAGTTGAATGAAATGACTCTAGAATGATACCATCAATATTCAGAATATTCTAAGTACCAAGATGTTAAGCAGAATCCAATCGGATGAAGATACAACAAGATGAGGAATTGACTACACTGTGAACCATTAGTTTAAAGGAGTCGACTGCCAGTCAATGACCGAACGCGACAATATACTTTTACGAAGTATTTGGACGAACGCTAGTTACGTCCGTTAAGAAAATCAAAGGTAAGGACGAGCGTTCGGTATAAGACCGAACACTACATTAGAACGAACGCTGGGTAGATGACCGAGCACCAATTATGACGAACGCTTGGTACAAAACCGAGCGCTACTTAAGACGAACGCTTGGTTTAAGACCGAGCGCTATTTATAACGAATGCTTGGTATAAGACCGAGCGCTATTTAGGACGAACGCTTGGTATAAGACCGAGCGCTATTTAGGACGAACGCTTGGTATAAGACCGAGCGTTACTTATTTTAAGGTGTAATTTAATATTATTTGATTTAAGGTATACGACATCTCTATGCTAAGCCGAACGCTCAAACATAGTAATTCAAATGGGGACGCTCGTTCTCGATCAGAGTTCTTTCCAAATGAAAGAATTCCATTCTAAGTCATTTTCAGGGAAACCGAACGGTATAAGACCGTACGATGACGAGCGTAATTTATCATAGGGAGAATTATCGTATTCAGATTTTTCAACTATCTTAACTCAACATTTCTCATAACGATTCATACTTTATAAATTCATATCCATCATTAATTCACATACTTTATAGAGTTCATCATATTAACAAGTCAAACTATACAATAGTCATCCATCTTTCAATCCATACGTATCAAAATCAACATACAGTTCAACCAACAGAAATCATATTCATCCAGTACAACAATGTTCGTTCATGCATACTCAAACAGACGATATACATATATCCATATCATGCTTTTATACAACATACAAGTATAAATTAAATTAATAAGCTTCCCTTACCCGGATCAGTGAGTGAGACGTCCTAATGCAAAGGTTTGGTTCGTCCTCCACGTTCTACCCTCATATTCACTTAATATCTTTCACTTAATCTAAACACCAAAATCAAAATAACTCAGATATCACCCATGCATGAACCCAGAATCTGGTTTCGCATGAAACCTAATGGACGAACGGTCAGAGACGAGAACTTACCAGCTCAGATCCCAATTCTGTTCGGTCCAGAATGACGCTCACGTCTCAGGGAACATTTCTACGGTTCTGAAACGTGAACGAAGAAGAAGGTGATGAGTTACAGTAGAGAGAAGGTGAACTGGTTCTAGAGAGAAGGTGGAGAAAAATGGAGAAATCAGTTTTGAGGAAGAAGGTGAGTGCATGCAGATAATGGGAAGGAGTGTTTCAGAAAATTCAATTCTCTTTCCCAAGTCAAACGGACGTTCACTCACACGCGGACACCTGTCTTCCACTACTGATTTTTAGAAGGTTCCAACTTGACACATGGCAGACGGGTGGCAGAGAGTGTGAGTGGATTTTAATGGTCTGAGTAATGTCGTGGTGCATTTTTCAATACACGGCAGAGTGGTTTAATTGCATTAAATCTGATTGGACAGGTGTTTTGTAGAGGTAATTATCTAGGGTCTTACATGATCTCTCTTAATCATATCACATGCCAAAAAGATAAGAAAATGACAACTCTTTTCACTTTTCTGAAATTAGATCAAATTAGGTAAACCCTCAGCTAGGAAAAGGCAAAACAATTTACATTATTTTTGGAACAAATTTTGAGAAGAAAAAAAGTGTGAAATTGTCTAAGAATTTTTACATTCAAGCAAAAATTCTCATGTATAATGAAGATATTAGTTTTTCTTAAAATAAAATATCCAAAGTCATAGATATCATAATGTGTAACCGGATCAAAATATATATAAAAAAAAAATTGCTGTGGGATGATGACATTGTGGAGAAATATTTATATTTTAGAAATTTTAATTTAATATTTACACGTGTCCTTTTCCATGGTGCTGTGTCTGAGTTATTGAATTGGATCGATAGTATAGCATATTTTGATTTCCTGTGAACTAAATCACACCGAATTTTGAAAGTTTTAGAGAGTAAAATCATATTTGTTGACACATACATAAATATGCATATGCATATGCATGTGCAAAGGTTACTGTAGTGTTGTTATAAGAGATTTTTGCATAAGGTGACTAGTTTCTTGGTAAACCTCTTCTAAGAAAAAAAAAATATCTTCTTTATCAATTAAAAATAATTTATGTATAAGTTACTTCTCTATATTTAACTTAATATTCAGATTAAAAAAAATTATGTTATATGATTAAAATTTTACAAATTAACATGTGTAAAATAATTTTAACTTATAAAAAGTTATTTTAATTTTTCGTAATTTTTTCACTTCGAGTTATAGAAGAATTTCTTCAAACAATTTTTCAACTTCAAATCCTAAACGTGGCTAAATATTCAAAATCAAAGTTTTGTTGTTAATAATGAACCTATTATGCTCAAAGAAGATTAACATTCATAAAAATACATATAGACGTGCTTATAAAATGATATTTCAGAATTGGTAGTGTATTTAAAACAGGAAGCTCAATTATTCTAGTATTAAAAAACTTAACTATAAATAGAATTGTCATAAGCCAGACTGTTTACTTTAAAAACACATTAAATTTCTAGTATTATTTTTCTAGAGTTTTGTATTCTCTTTCTCTTTCTCATTCTCTATTTGTCTAATTAAATATCTGAAACTGTTATAGTGATATTTGCAACGAGGTCTTCAATTCCTACCGCCAATATTTCTCTATTCGAGTACATCTTTTTCCTTCTTTTAACGTTCAAATCTACCTTTGTTCTTGTTAATGTTAAGTTTATTTTTCTGTCAATAAAGTTTCCTCTTTAGTAACCTAGTCTTTAGGAGTGTTTGTTATTTCTCCTGCTTTATTACTATGTAGTATGTACTTTACGCTTTTCAGTTTTATTGTAATGCTTATATAAGTCATCTTTCATTAGTGAAGATATACTTGTACTTGAACCCACAAGCTCAACGAAACATATTTCAGCAACAACTTCGACGAATCTCACATCGAGCACTATACCTAAAAACAAATTTCAGCAACAACGAAACATCTTTCCCCTCTCCACTACATCGCACAAGTGATGGCATACCACCTAGCCATGGTCAAGCATCTACAAGAAGAGTTAAAGTCATCCATGAAGATGGTATAAACTCTACCCTTTGGACCATATTTGGAGCCATCATGGAGCATAGCTTGGAGTAGTGTAAGTTTCTTTAGGCCATGTATTTTGGCCAAGTAGTGTAGCTTTCTTTAGGCCATGTATTTCGGCCAAGTAAGTAGGTTTGTTTAAGGCTTGTATTAAGGCCTAATTAGTGTAGGGTTTTTTCTTCCAAACCATGTGGAAAGTATGTGCCATGTGTCATGCTTCCATTGGAGAGGATTTAGCTTTAGTAGTGATTACATGGTACTCTAGGAACGGAGAGGATTGTGTTTTGTGAGTGGCCACATATCCTCCCATCATTAGAGAGGATTTGTGGACACTTGTCCACTCCTTATAAGGCCCCATTTTTGGCCAATGAGAGCAAAGGTGAGAGATCATGCTTTTAGGGATTTTAGGAGATACCATTAGCCGATAAATAGAGTTGTCTCATATCATGTATTCATCTTTAATGTTGAGTAATGTTATGCTGCCCATTTTTGGCCATACTACTCATCTTAGATCAAGAATAGAGCAACCCATGAGGCCCCTCTAGTCACCTTCCTCTTTGAGTTGGCCTAACCTCTCCTGGAGCCACCAAACACTACACCACCACCACCACCATATCTCCTAGAGGTCATGAGCTTCTACCTCATCCACATTTTAGCTCATCATCCTTGGACGATTTATCACCATATTTTCACACCATTTATTCGAGAAACACCCATCCATGCACATCTCCTAGCTTTAGCCCAACCTAGCCAAAGAGGTTGCTATCACAATATTTTCCAAATGATAGGTAAATGTCACAAAATTCCAACAAGTAACTAGGAGCCTCATGTATTTAACAATTACTCAACCAGACTTAATGCTTGGAGTGAGCTTAATAAGTCATTACATGGAAAATCCAAAGGAGTCACATTCGGTTGTGACAAAGAGGATCCTACGCTATGCTAAAGGTATTATTGAATATGACATATTTTATCAAAAAGGAATAAAGAGTGTTTTAACCGCCTATAGTGACAATAACTACGGTGGAGATTTATATGATAGAAGAAGTACCTATGGTTTGATTGGAACTGAAGTTATCTTATGGGCTTAAAAAAAATAAATAGTGGTAAGTTTATCCACCATTGAGGCTGAATACATTGATGCGACATTTTGCGCCGGTCAGTGCATTTAGTTTTGAAGAATTTTAGAACATGTTGGATTAAAAGAAAAAGAAGCAATAGAAATTCTATGTGACAATAATTCTACCATTCAATTATCCAAGATGTCTTTCATGGAACAACTAAGTCTATTGTTCTTGGAGACCTGGTACATGACCACATAATTCGCACTAGTTATTGCTATATTGATAATTAAGTAAGTAGCCAACATTATAACCAAGGCATTAAAGCTTGATCAATTTGAAAGAACTTGACACTTAGGGTAGTAGTAGTAGCTAAAATAAGCTAAATGTAACCATCGTATAGCTTACGGAAAAGAATGTTAATGTTAAGTTTTGTTTTGTGATTTAGTTATGCATCAATAAAATATCCTGCTTTATTGGATGAACAAGTGTTTAGTAATCTAGTCTTTACGTGCTTGTTATTTCTCCTACTTTACTGCTATGCAGTATGTACTTTTTACGTTTTTCAATTTTATTGTAAAGCTTATAAGTCATATTTGATTATTGCATAAATTAAACTCTCTTTTAAATTCATTCTGAGTATTATATACCTTGAATAGTTCTTGCGTGCAAATAGTTTTGGCTTACACGTGCTCCTAGAGTCATTTTTATGGTTATTTATTAACCAGAAATTATAAGAATATGATTTGATCATGGTGTAAGTCTTCAGGGCGAAGAAATTGCCTATACGTTATTTAGGAATTGAAAAACTAAAGGAGTCTAATAAAAAAATATTAAAAGTTGTTTATCTTTATGACTCTTGTATCATAAAAACTTTATATAAAAATGAATATATTAAATAATAACAATTAAGTTGTTGGAACCCATCCATAAAATAATATTTACAAAAAGGAAAATAAAATATAATAATATAACTCCTATGAAAAAAATGTTATCATAATATTGAACATCAGTCCCAATAGCATATTGAGATGTTGACTCGATATATGTGTATGCCAATACAGGAAGGATCTCTATTATTTTCCTTCTCACATCTTTTGGAAGATGATGTCTTTGTGGGTTTTTTCTTTCTTTTCTTCCTCTCACTAACGTTGTGTTCGTTTGAAGGAAAAATACTGTTCACGCGAATAAGCGGCGATGGATTTGGGAGAGCAGCGTTGTTCTCTTGAGATGATTTGCTCAGTTAGAAAAGCGATGATTTTCGAGAATTCACTGTTGAAGTCATCTCGCTAATTTGAGAGGATTTGTGCTGATTTAGTAGAGAAAAACTTATATACCCTGTCCGGATATTAAAATTCCAAGACTGTGCTTCCACACATGAACTAAAATATTAATGTTAGAAACATTATTCGATTCTGATATTTAATAACCGATTCCAAGCATATGAAACATAATAAAAAAAACTCATGCAATGTGCTTTCACGAGAAAGAAGCCATGTATTGTGCTTTCACGAGTAAAGTGGACTGTGGCTGCCCATGAGATGACCCAGTTTGCACTGTCTTGGCCATGCATTTCTTTCTTTTCTAAAATGCTTTTGCAGCCCATTGCAGTGGCGAGATTCCCTGCTTGACACAACCATTCAGTGGCCTTGACTGCAAAGGAGAGAATCGTGGCAAAGAGGTTTGAATTTCAAAACAAAGGTCTGACCATCCACACCATTAATAAGACGCTGGTTGGTAGATAAGTTTGGTTTGTGTATTAACTCATGCGTGTGTTTACATAGAGAGACAGCCAAGTTTGAAGAGGTTTTCTTTGAGCAGCTTTGCGTGAGTCTATGTGCTGAAGCATTGCCTTCAGAGTGACCAGTTGTGGAGTAGAGGTAATGTTTCTTTCCATTTTGATGTGGTTGTTGTAGGTAGAAGCTCTGTGATTTAGTTGAACAGGAAGACAATCGTTAATGGAGGAGCAAGAACGCTGTTGATAATGATGAGCGAGTGGATAAAGATGACCAAACGTGGAAGCAGGGGTTGAAGAAGTGATGTTCATGGCTGTGTATTCAGTTCCAAGAAGAGGATATCTGGTTCGAGCTTTTGAGAAGGAGTTGCAAAGCGTATTCGGTTACAAGGTTGGCGTATCCAGTTCCAGCTTCTCCAACAACTTCCATGGGAGGCGTATTCAATTACACAGTCCCATATCCGGTTCCAGCTTCTCCAACAACTTCCAAGGGAGGCGTATTCAGTTACACAGTCCCGTATCCGGTTCTAGGCAAGGTGTGCACGTGTTTATTTGGTTCTAGTGGCATCGTATCCGGTTCGCCAAGTTGTGGTCTGTGAGTTATTTGGACTTCCATAGCTACATTCCTTCCTCCCTCACATTCATTGGTTAGCTCCAGCGTGTTAAACTTCATGCATGGAAGCGATGTTGCCTTTGGGGTTGACGAGAAAGGCGCAGATGATGGAGGTGGGTTCGTACGACTACCATTGGAGGTAGACAGAGACACATCCATCAGATGAAGAAGGGGAGGAGGAAGAGGAGGGAGATGTCTGCCATGGAGAAGAATATGAAGGTTTCTGCGGTGGAGGAGAGGTTGATGGGGATGGAGGTGGAGAGGAGGAGGACGACGGTGCTGTGGAGGTTTTACGGAAACTTTTTCAACCTGTAGATGCAGCAGGAGCCCGAGAGTAAGAGGGAGTTCAAGGATTTGGTTTTTTTTGTCAATAGCCTGGCCATTTGTATGTCTTGCAGGTTTATGTAACGATAAGGTGCATTTGGTAAGCTACCGGTAAGCTACGGAGGTGAAGTATTTGGTAAGCTACGAAGAATGTTACTCATTCACATGTGTAGTAAACACAGTGATTTATGTGTCCAGTTTCATTCCTTGAATACCGTTTGAGATTTTTAATCTTGTTCTTTCACACTTTTCCTGGCCACAACAAGACCATTTTTCACATGTGCAGAACTACTACAGAACGTTCGTCCTCCTTTCTGGACCTGGTGATTTTCCAACCAACAAGTTTTCGACATTTATTGGTATAAACAAGCATTTTGGTTGTCTTTCTTTCTTTTTTCTTCACACAGACTATTCACTTGATGTTTATAACTTTGTCTTTATAATTAATTGCATTTGAGTTTTAGTCTGAAAAAGCTCATGTAATTGAGTGAACAAGAGAACAATACCTTATTGGTGTAAGCATTGCTGTAGATGAAGATGTCGTTCACAATTTGACCAATTCCTCTTGCAATTGCCTTGGCCAGAAAATGATTGTAATTATCAACCTTTGGAGCAAACTCTCTCCAATCTAAATTGTTCTTATTGTTGAAATTGAATCCAGAAAAGCAAGAGTGGTCCTTGATAAACCAATCCAGCAAACTCAAACTTCCCAAAGTAGCTTCTGAAAAGGTCACACCATAGCTGAGAGGCTCACCATCTTTGACCAGCAAGGAAAATAGGTGAGGGATAAGAACCTGTTTATTGTGTCCATTTGCTTTTTAGTTGTAGTGTTAAAGACAATGTTCTTCTTCCCATAACATGTGTAGTCTACTAATGAACTTCCTCTTATACTATGATTAGAGCATCCTTGAGGTGGAAAAAGCTTGGTGGGTGTATGTTAATAAGTTTTTACCATTACCTGGTTGAGCTTCCTAACTTGTTGTGTTAAATCACTGGGTAGAGTGAGTTGAAGGTAGAAATTTAACAAAGTTTTTAATTTCTTTTAACCATTATATGATATAAGATATTGATGTCCTTTTTTTAACAGGTTCCTTTTGGAATTGTCACTCATTTTATTTGAATATTGACAATTGAAATTAGTATCTTATTGGGATCTTACTATGAGTGCGTATTGAATCTTGGCTCAAGTCTTGCTTCAAACCTTGCTTGAAAGCTTCATAAGTGTCTTCAATAGGTATGTTTCATATTACTATATTTAATTAATATGCATGAATGTGGTTTATTTACTGAATAAATATAATGTATTTTGTTTAATTATTATATGAATGCATGAATATTTTTAATTAGGATATGATTATATGAATATATGAATATATGAATTTAATGATATTGTTGATTTTAGTTGTATGTATAAAGTTGTTAAATTGTATGTATTTTGTTAAGTAAATATAGATGGAAGAAGAAATAGATTTATCATATTTGGACCGTGAAGATATACATGATGATGTGGTTGGTGTAGACTTCAATATTATCGCAATGATACGTCAACAATTACAAATAACCACTTCATTGGCTGCACTAACAATGTTATGCATTGTTGCACACGTGTTGAGTATCTTGAATATGTACTCGAGTGATTCGAGTAGTGTAAGCAATTACCTACCAGACAGAGACCGTCGTAGGGAGCAATTAATGTCATATCTTGTGCATATTAATCGGTCTCACGACATTATTAGGATGGGTCCAGAGGAATTTATTAATCTTTGTGAGAGACTAAGATCAACTGGGTTAGTTAAGAACGACATTCGGTTGACAGTGGAGCAACAAGTTGCTCAATTTCTTCATATAATTGGCCATAATGTTAAGAATCGAAGTGTCGCATTTTTCTTTCATCGATCTGGTTCGATGGTTAGCAAACACTTTCACAATGTCTTGGAGGCTATCTTAACTTTGGAATCTGAATTTCTAATTCAACCCTCAGAAAATGAGGTTCATCCATATGTCTTCAACAACAATCGATTTTACCTGTACTTTAAGGTACTCATTTCAACATATTTGTAGATGTTCTTTGATCAAAGGATGATAACAAATTTTGAGTTTTATGATGACTTCTTATTTGTATGTTTAGGATTGTTTAGGGGCCATAGACGGTACTCATGTTCGTATAAAGGTGTCAAGATGTGATACTCCGAGATTTCGAGGAAGAAAAGATTGGCCAACTCAAAATGTGTTTGCGGCATGTGATTTTGACATGAAACTCATATACGTTCTTGTTGAGTGGGAAGGCAGTGCATCTGATTCAAGAATTTTAAAAAATGCTCTTGATCGAGATGATTCGTTGGTTATCCCCCAAGGTCAGTATCTACATTGCAATGTTGAAGATTTTATTTAGTAGTGACAAATTACCTGTATATGTGCAAAATTGTAGGAAAATACTACCTCGGTGGTGCTGGATTTATGTTGAAAAGCACAGTTTTGACTCCATATAGAGGCGTAAGATATCACCTTAAAGAATATACACGTAGAGGACCACAAAATCCACGTGAGTTGTTTAATCATCGACATTCATCGTTGAGAAATGTTATTGAAAGAACTTTTGGTGTGTTGAAAAAATGATTCCCTATCATTGCAAGTGGCACTGAACCACACTATGGATTGGAGACAATGATAGACATTATATTAGCTTGTTGTATCTTACACAACTTCCTTCGTGGCGTGGATAACGATGATTCATTACTTGATGAAGTTGATAATGAGTTGAATGAAAGGGAAGAGCATAATGTTTCATCATCTCAAGTTAGAGAAGAAGACCATAGGATTGGTAGTAGTATTAGGGATTCTATAGCAGATCATATGTGGCAAGATTATCAAAACTCTTAGTTATTGTATTTTATTGTGTTGTATGACTATTTGATATTATGGGTATGACAAGAACATTATATTATGGATGTTTAATCTTAACTTCTTACCATTTTTTTTATCAAATAGATATAAAATGACTAGAGGTAAGGCAGTCGCCATTGAGTCCTCTGGTCCTACTAGAGAATTCATGAAGTGGACAGAGGACATGGATGCACGTCTTCTACACTTTATGATTGAGGAATCATGAATCGGTAATAGGGTTGACGGAAGCTGGACATCCCAAGCATATAGTAACATAGTTTATCATCTTCATAGCTTGGGTATGTCGCAATTACGAAAAATAATGTTAAAAATAATGATAAATGGCGTGAGGTACATGACCTCTTTTCTAGATTGAGTGGATTTGCCTGGAACGCCGTAAGTATGAGATTTGAAGCTGAGGACGAAGTTCGGATGGACCTCATTCAGGTATTTTAAAATAAATACTTAGATTTTGTGGATTCTTAAAATACATAATATGAACTAGTGTGTTTGTAATGTATGTTGTTTCAGTCGAGGCCAAATGTGGCAAAGTGGAGAGTTAATAGTATCATACACTACGATTTAATGGTGGAGTTATGGGCAATTGATAGAGCTACTAGGAGTGGTGTTCGGACCGCTCGTCAAGCACGTCGATAATGGGTTGGGCCTTGTGTGAGTATTGATCTGAATCAAAATATTGAGTACATTCTAGAATAGCCTGAGTGGACGGGGTATAGAGACCCAACTCCACCATCACCTCCTCCATCTATGGATGAATATAGTTTAGGGAAGACTCAATATGTGCCTTCCGTCCCATCCGATGGAACTTCATCCTCACGAGGTTCCAAAAGGAAGGCACCTATGATCGATGTCATTGATTCTCAATTTGATAAGTTGACGACCAGCCTGGATGGTTTCACAAATGTCCTTAGCTCATCAAATGTTCATTTTGGTGTAATTTTTGATGCAGTCGTGCGTCAAGTCTCAGCAATGGAAGATAGAAATAAAATACTCTGTCGCACCTCGACGTACACATACACAGAGGGCGACATTTATGAAATGTTGAGTGCTATGAACATTGCTGATGAAAACTTGCTCGACCAATGTTATGATTTCTTATGTGGAAACCCCACATGTACAAAGAGGTTGATGGGACTTCCACCACACCAACGGTGAAATATATTATGTAAAATGATTTCGGGTGGTGACTGTTAGGATGTGTTATCTGACTAGTTGTATTACTATTATATTATGAGATGTACCTGTAATGTAATTATGACTTATGGGTTTTCATCCATCTTTAATTTTTAAGTTATGGTTATGGTTATGATCTAATGGTTTGTCTTTGCTTGTTGTTATTTTTAATATTCAATAATTTGTTATAACTTACCTTGTTATTGTTTTCATTAATTGTTTTGTTGAAGAAATTATCAAATGGCCTCATCATCAACCAAAAGGTCTAGAAAAAGTCGTAAGGGAAAAGAAACCCCCACTGAGCCAGAAGATGCAGCCTATGTCAGACCATCTGTTGCAGAACAATTAGATCAACATTGTTTCTTCACTCACAATCATCAGATGGAAAACTATGCAACTTATTTCTACACAAGGAATATTGTTGGTCCAAAGATAATTAATTTCGAATCATTTGCCGGTTCAGGGTTATTTTTCCAACATCATCTTCAATTTCAAGGGGTGGTCGAATTTCTTACATTGCAGGGACCCTTCTATCTGGATTTAATCAAAGTTTTTTATTCAAATCTAAAGATTTCTGCAAATGAATATTTGCTCAGTGAGGTCAACAAGAGAGGAATTAAATTGAAACGTGTTGATTGGTTGAATGTTGCTAATATGAAGTATGAGGGTCAAAAATTGTTTTATTCAAATGTCCCAAATGACTTTTCGTATGATCGGGAGATGGCATTAGCTACTATGGTTAGACCAGAAATGCAGGGTCAACGTCTTAGCACAGTTGGGTGTTTGAATATTAATGATAGACTTCTACATTATGTTATTGTCCACATGTTGACTCCACACCTGGAAATTTTGTAAAGTTATTGCAAGAGAATATCTTTATGATATGGGTGCTTAAAAATAATATAGCTATCAATTGGTCTCATCACATCGTGCAACATATGCTTAAATGCAAGGCCAGTGACACCTCCCTACCATATGGTGTCCTGATCACCCAAATCATGCAATATTGTGGAGTACATATTGATGTCGATGCCAGCACTCGTATTGGGACCAGACATCATTTTTCAATAAATTCTTTGAAGAGGTTGAATATTGTTAATGTCAACGGTGTTTGGCAACACGCTGTCGGTGATGATGAAGAAGAGCAACCACACCATCATGACAACCATGTGCAACCTCCTCCAAATCTTTCAAATCCTAATATGATGACTCAAATGTGGGAGAGGGTACAAGACTTGCAACACAAAATGCAAGTTATGGAACAAATGCAAGTGCGGATTCAATGTATTGAAGATAACTTGACAAACCTATCCCTCGACATGAACCGCCAATTTGCTCACCTGAATCAAAATGTTAACTTAATTCTTCACCATTTAGATGATTAAGTTGATTACTATTCCGAGAATGTATTACATGACTTTTTTGCTTAAATTGACTTATGTGTTTGATAACTTATATTACCTATTTTTGAATGTTAGGAATCTTTGACATCAGTTTTCATACTTTTATTTATTGGTCAACTTAATGAAATATAAATAAGATGGATTCTCAAATCGTAGATGAACTGCAAGAAGTAAATAATCAAAGAAGAAGACTATGTGCTGCTCTTGAACGACATACACAAGCCATGGAGCGTCGAATATCCCTGGTAAATGCTAAGATTCAATCATCTGATCCAACTACAGAAGAAATTCAAAACTTATTACGGACTATGAACATTGAAGATCAAAATTTATTCAGACAGTGCTTCGACTTTTTATCTTCGCATCCATCTCATATAAGACGTCTAATAGGAATGTCAATACAATATCGTTTCAATATATTGCAACGATACCTCACTGAAGCAAGGTCATCATGAACTATTACAAATATATTTGTTTGTTATTATGTTGGCACTTTTTTTTAGGTCATGTAATATTATAACTTTGTTTAATTATATATTTGTTTAAAATTAATCAATCTCACTTCCGTAACAAATAAATTGACACTACTTGGTAGTAAATTATATTACAAACAAATACTACATTTAAAAATAAATTCATTTTACTACATTACAATTTTTATAATTTTTAAAAATTAATTTTAAAAATTATTTATAATTTTGGTCTTTTTATAAACATTTTTACTATTAAATATAACATTAATAAATAACATTCTATATTATTTTAATAACTAGGGGCATTTTGATAATCTTTAATTTCTACCAATTAAACTAATTTTTTAAATTTGTCACATCAATCAAATCCTACACTAATTCTCACAAATTTTATTTCCAAATCCACTCTCAATTACCCACAAATCCACTAAAAAAAAACAACAAAATAATTACCCTCAAATCCATTCAAATTATCTCCCCAAAATCACTACAAAAGAACAAAGCATAAATATTTTTCATTTTTATGTAATGTGATACTTCAAAACTTTACAATAATAGGTGTATTGGTCACTATATTAATTTTTCTTCGACTGGTCTATTTTTATTTGATGGGTAACTTCATATTGCCATAAGTAGCATGCAGATATGCTTGTAATATTGTCTAATCATAATTAAACGTTCAACAATAATACAAAATTTGACGAAATAAGTTGTTGCAAATTAATAAAAAAAACACAAATATTATTTATGGTAGCGTATTTAAGTTTTGCCCAAGAAAAAATTTAATACTTTATCACACATAAATTTTTTATATTATATTATTCTTTTTATTTTTATTTATTTCTTAAAAAAATATATAAAATTTTTATGACAATTTTATTCTTATACGATATTAAATATTAAATGAATATAAATGTGTGTGATCCTACTGTTACTTTATGTTCATCATATAAATAAGGAAAAATAAATAACACCCCACCTTCTCTCGTGGATTCAGAGTATAGTAGAGTTGGAGTATTAACAAATTGGCCGCCACACGTTGAACCAATTTGAAAAAATATTTGAGAAGGAAAGGAAAGGAAGTAGAACAAAAGGGAAGGCATATATAGTTTAATATTATGAGCTTTTACTTTTATATTAATATATAGTTTAATTAATATTTACGCTAGTGCATAGTTTTGAAATTTCTCTTGAAAGAAAAAGTCACAGTTGAGTTTCCTTACTTTCTGTTTGGTACGATGAAACCAGTTCGCACCTTCTGTCATTTCTGTTTTCATAATCGAATGCACTGCTGGTACATGTTCGAGCCAGCTGTTGACTTTCCTTACAGTTACTTTCCTCAAAGGTGACTTTCCTTAAATTGTGTTTGGTATGGTGAAACCAGTTCGCACTTTCTGTATCATTTTCATGAAACAAGAAAAGTCCTTGTGTCACTCGTAAACTTAGCAACTATTCCATGGTGGTGACACAAACATGCTTTGGTTTCTTCTTATTGCTAAGTTGGGGAATAATAGTTACAAAGGCAAAAGCACAGATATTTATGGGAAGTAATTGCCAAAACACCTCCCCAGAGCCTCTCAGCAGTGCATACCAAGCCAATCTTGATAAGATCCTCGCATGGATGTCTTCTGATGCAGCCACAAGCAAAGGCTATAACCACACCCGCATAGGCATCGACACCCCAGTGTATGGCCAATATGAGTGCCGTGGTGATGTTGCTGAAAACTTTTGTCAATTCTGTGTCTCCTTCGCAAGCAGAGAAGCCCCTAAACGCTGCCCCAATAGGGTATCTGCTATAGTGTGGTATGAGTACTGCATGCTAAGGTATTCTAATGAGAGCTTCTTTGGGAAAATTCTCACACACCCCACATGGCATGGGTTAGGAACAAAAAATGTATCCAACATGGAAGAGGTTCGTAGAGGTGAAGGTTTTGTGAAAAGTATGATCACAAAAGCAACTCAGGAAACCAACCACTTGTACTATTTGGGTAGCTTCAATTTGAGTTCCACTCAGAAAAGGTTTGGCATGGTGCACTGCGGCAGAGATCTCTCAAATGAATCTTGCAGACAGTGTTTGGAGGCTTTATTAGAACAAACTCAAAAATGTTGCGAACAAAATATAGGATGGTTTATTTGGTCTGGAACCTGTATGATAAGGTATGATGATCAAATGTTCTACCGTCTTAGCAACCAAACATCTTCACTTCCACCGTCAAATGATGAAACAGGTGAATCTAAAGACTATAAATTTGTAATAATACTTTTTTTTTTTCATCTGTTATTGTTTTGTAAGATTAGAAAGATTGGTTATTCTTCTTTTAATACTGTCACAGATAAACAAAGGGGTTATAGGATGTCAAAAATCTTAATCATAAGCATCAGTGTGATGGGGTCAATAATTATCTGTTTGAGCGTATATCGCTTGTGCTACAGGAGAAGAGTTAGAAAAGGTTCCTGCTATTACACATGCAATAATTTGTATGAAAACTTGTTAATATGGCTATTTTGTAGTATGAACTCACAAACTTCTCTTTATAGATTGGTTTCGTCCATCTTCGTTTCACAAAATTCAAACAGAGGAATCATGGTCCGCAGAGCTGCCTATAATCCCATTAACCACAATTCTGCAGAGTACTGATAACTTTTCAGAAGCATGTAAATTAGGAGAAGGAGGATTTGGCACTGTTTACAAGGTTTTAGAGACTCGAACTTATGACAGATTTCTTATGTTTTATATCAGCTTTTATTTATTGCAAACTTGTATCAGGGAATTCTAGGAGATGGAACTCAAATTGCAGTCAAAAGGCTCTCAAAGTTTTCAGGTCAAGGCTCGGAGGAGTTTAATAACGAAGTCCTGTTCATAGCTAATTTGCAACATCGCAATCTTGTGAGACTTTTGGCATGCTGCTTGGACGAAAATGAAAGCATACTTGTATATGAGTATTTGCCGAATAAAAGTTTAGACTTTCACCTCTTTGGTGTGTTTTCTCCCGGTTTCAAAGATAAATTGTTTTACTGCATTTTATCCACAGCAATTTTTAGTTGAAAATTAGTCTTGGCTAACAAGTCAAGTGCTGCTACTATGAGCTCTGAAGTAGTTTTCTTCTTTCATAAAAAGAAACTAAGTTATATATGTCATTTGGTATCTGTTATATCTATACCCCAATATGTTTTCATGTTCCAATCACTTCACTGTCCTTGTTTTGTCAGATGATGAGAAGAGAAAGCAGTTTGATTGGAAACTAAGATTAAGGATTATCAATGGAATAGCAAAAGGTATTTTATACCTTCATGAGGACTCCAGAGTGACAGTAATTCATAGAGATCTCAAAGCTAGCAATGTTCTATTAGACCATGTCATGAATCCCAAAATATCAGATTTTGGATTGGCAAGAGCATTTGAAATAGGACAGAAACAGGCAAAGACAAAACGAGTAATGGGCACCTAGTGAGTTCTACCCATTTCTAACATTTCTTTGAGTAATAGGATTTTTCTAATGCAATTTCAAACAATTGGTCATTTCAAAAATGAGATTCCTGCTATATTTTGTTTAAGGAACTGAAAAAGTTCTGTTGATTTCCTTTAGCGGATACATGGCTCCAGAGTATGTTATGCAAGGACTGTTTTCAGTAAAATCTGATGTTTTCAGCTTTGGAGTTCTTGTTCTAGAGATCATTTATGGGAGAAAGAACAATGGATTGTATATGTCAGAACATGGTCAAACTCTTCTTTTATATGTGAGTCTTTCGCTCCTATCGGTCAGAAAATTATTCAACAAGTCTCAAGAAGTTTAACAGTATTCACAAAATTGCAACTATTTGCAGGCTTGGAGAACATGGGGTGCAGGAAAATGTTTGGAAACGATTGATCCAATGCTAGAAAAGTCCTTCTTAGGCAGTGAAGTTGAGAGGTGTATACACATTGGTTTGTTGTGTGTTCAAGAAGATGCAAAAGATAGACCAACAATGTCTCAGGTTGTTTTAATGCTGGCAAGTGATACAATGATTCTTCCAAAACCCAAGCACCCTGCATTCTCAATTGGAATAATGGCCTCTGAGGAAGTGTATACATCAAAAAGTTCCAAGAATGTTTCTAATAATGATCTAACTGTCTCTGTTTCTTTACCAAGGTGA