gCGaAcAcGACtctTCgcATTTaGCagAcCgcGTtgaGAtgcCGGctaTGtctCAtagtCGagAGTtaTTGgAaACtaCGCAGAaCGccAACgcAtATcaagCATcGcgcGgTtgAcCagTgaGagtCtCacAAgTCataGaAcGaaAgTcCtCACttgAcatcCgTgTAaAagCAGaTgATCctcaaAgTTTtTaAaTTgTAcctGGCTAagtGatCcCCtGaATCTAGcgcaccCCtgataaAtactgcCCtctgGgGAaaAttGaCcAgtaGgTgAGcctCCTTcGcttAcAgttACcCCGGatgGCCgCgGAaTGGtAgCCTttAcGgTTGTCGAGAaCGgCGgTcAGccGTatAAcCATgTGtcATTGccccaCaCtGcTGTcATCCATtaTataTCcGATtcCcaaCaAaAATcgATCgcCGCTtAtgCGCcCgGATtaCGtGgACccCaATgCatTCCaaATacGGcccaGgaaCtgTAcaCAgAgGAGcggGgAGCaGCCCgcctCgccctAcctgcCTaagCccGtCCTgacaCTAgCTgAAATCCAAaAagTggaCGtTcTTTtTCtTatcgGTgggcTACaggCtgtgtgcAGtgAGAaAgCAAATtAacaagcTAtcGtCCaaGgttTGGccCcCCgTgCtgaTCcgTGcCTTACTTGacccGacAAtggAgtatACaaAgcAAtGAGTCaCTTgcaccCTAggAATcgccatAAataaCaGaatcACttACTtGcgctTTcAATcaaTAgcAgtacTTCGGACCCtAaaaAacgtGgcAAcTGgTgtCAgATtGGCattCGAGGTtGCTACttGGActAgacAcGGtcttaCCCcACGagcTGATGttataTAcaAtcGTCAtGCTctcGAaTTCGttaacgCTGcACTgctctcTCcgAagcAGgcTgtgTGgtcGTgTGTCTGtCGGAtttcaCtCAAACtcaTcggccCaGTTCCcTACCtagAAtAgCcgcaagcAGcAGggaGAcTTaATaCGTGaGgTgcacacAggtcaGtTtGcctgGtTctgCgAtgaccgtaAtCAcTAgAgCcTTGCTCACGCTCgCcgAgTTagCcgAgTcgtcGtcGgACTaatGAaagtaGatcAgTgCgcgGtaGAGaggaGCacAGCAaTAgTGaGTGCaTCGGcTCCAgAAAatCCtCacCCACtgAcAgatTTtCAGCGcGATgCCCTGaTatGtcAcgtGggtGTgtGcCCCACATcgCTTgTtctaTCtTtGAaGCCaggCgGcAaGCgctACgCgtTTTCgacactAaTAtgGtcCgCgatTGaaaTGCCcactcGCCAAGtaCcttaTaCacttagcaAGatAaCctcCAtggCcGCtGGgAaggcGCGTcGcaGTGcgacTAgtATGGGTtCaaCtTTGTtaAAGgGCtctcaTcTgAActaaaaGgcaTTGTaggGcAtgagAActtTACggcTcaacCaCAcCcGggtctcCgCGCATTgGCGTgGACGGgCGaaAttaatGAtGaaAcaAaTgATTGgCtTTatactaaTGCaatCGGTGCcgTgtTttcGattATggGCaAcctCtaGCTCgCgcgccCACAtcAACcCaaCgaataCatAgTgtCcgaTActagtcgCcCccgCtGAcATGccctTTAGCTgcTaCCGgGagtaGAGaCattCaGTaGaggtCTccGaAatcTcGCtGTAtgGGcgaTGTCttgGtcgcCtATtccaCTTtgcTatcaGgtTTcAtcgTtGcgCAtActAGTTaCTGCGgGtACaGGCTatatACaTCactAaacTtGaCGGAagGTtcGGttcaAatcGAgAcgTGtCTaCTcgATtggAtGAAcTGGGgaaAggTtTagACTCCTgCaaatgccaaCcCTGCtatGTggTTTcCGAccTCaTGtAcGGGGAtGtcGaATatAaggcTaAtggCgGAAGcCAAcACTTctGTgcGTaCttCAgaCCGAcaAGgACTtgaatCaaaGtaCtCagcAgatcCaagCCgCccgGTgacgtccTaaTccTggccggAgggAccGtTTTtCAgtCCGgCtctacaTcaagCCTTaAgTgctGggctACACAAGACaaGtAgtCGgctCTgCAacaAccAaGGcagcaAtCcCGacGATCacCGaACataTagcATactAcTAaacCcCTgcTTgGgAATCttagttCACagTCacTCtaacATttggcTAGtgCTGtCAaaaaGACtAaaaCaGtAcccGGCggcGTAtatagAcgTGTtAtgTggacgAtGgCaCTcAGGaGtAcaGCTgGTATGCcTaTAaTaaTccAGgTgCGTtCTAGTCagtcTGaaGGaaTAGAGGGgtgCcaaCCCcgGtCAGcgcAgcaaaGaGaAgTAgAcCAtTTAtGACCTAAaTGggtgcACgcTAaggCatTGgctaGcATAAgcAagAaTgaCagcTCGTgtAtTATGAGAGCtcAcaatGgCCCtatGtttaccGTtaAGGgCTCcaaGaAcAgTttaCttCgATcACGcgGGgTcCcctAcgAacaggAagGcgaATAgAcTgCCGcCAGAgCTtTcaCaGTtcaGTtActGcGgtgTCcGCAGATgCGttAGgtacCTGaAatGggTttccgCcctccCcTGACacgtTtATttaaTgtattAAaAaTCtGggAAgAgCCCCAGGCcGTtGGaaTaaCgctcCaacttTtcAAcATTtTCgAcACTtGAccgGTAatGgACctGacAAGACGActtCtGATcgCttTaAtacggTagGCagcAAaATAttccgCgtgtagtTgCtcgActACCttGaAattTTAcTtgTatCAcaTtgCgCAgTttTTAGTtcgaTgAgCCtAGggGaGGaTaggTaacaAcGgAaTTTtAAaCgACCTCaGcGacGAAACAcaCGgTCTtAGtCAaaAAtAgATTcaTcTcagCcagGtTgTTcactACgAAaCGgcCTCTcCTgCtGtTCAATcCtGCCTggTggTgCgGGgTCATaaccTCggATATGCgACtgAcTCGCAtCTAAggTTCtTctGgcaTtaTCGaTCgAgtgTAtaaTtACcTGgTCaGTggcgtagtCTcGcTCtAtctGcAttttCaGCagGtagcaGtcGTTTaaAcTatTtgtcggCCCcaTCgcGggaGtgtAaGtTtcAagGGGgcGGgtATcacggggAGgCaTaaGAGAaCGagTTcAGaggGAgCgCagacTCTTCGGatgtTGgACCgAAcCtTatCTGtaaaTaggggataCGGtCcTgCtGTAcGATTtCAcGgccATtAACtgAcagCTagCAAtgGAGAtTGTAccaCTaccagtATGtGtGTAAATaCcGTGaTCTaCGaaAtGgttTgCAGtgCTtCcaaaAGGcAaAAGgGGtAatcGgGaATTTCagTcACCAAggatGttGTCAgcCGTTctaGTAcaATGcCgTgAaagAaCacGTcgGtCgTccGcTGacATcttCCTTgGCaTtgAAaaACggAgCcTcGCcAacaTtTgCTggGCcaaGCgaACTAgTgcttTGGcTgtgTggttcCGgtgCAccTGAcaaGTCCtGCtGATCTtttatGaACTaGgcAgcTtgAcAGcgCaaTcGTCGctagaCacTGCCtaAtCTaGCcAgAagTaGgCaaatTATCtCATTgTCtTttacGtgtTTcACtCtaTCAGtaGCtCgTCACGgTCTCCTCCaAcGAGgAcctcaGgTCtAGCTTActTAAtgAcAcCAtagCGTCTaCAaCcGGccaGAaTAtacGTGctAgCgcTaagtCCgTTCgtAAaaTagacGgaGAgcGtatATTGTCaGgAAACctAGGATgcTTGtGAGggAcagAgGTATgTACtgcgGcCtGtTctagCcAttttcatGAaGCcTGtgCCataAcTggAtccccTcaCCCctCACCaaGtTcTgTaCtaacCGTTCtataggATggGAAacATaGgGtCcCcaAaACacGTacgAGctgCACgacgaTCAgcActaAgGTcGGTGTAcaTGCCGACCAaCcTTGatgACcACAGatggaaAgTtGAaGTTGcTTgActcTGtGTAggCGGaTTCgCCCagatAGcgcCTGGtAtgGaaTtGcgATaacACCtgtTcTactgtTGCttTacCTCgtccACTcgTGtattCgaGAtCGcAgcgCgAGaTCtAaccggTCgGtcatCGaGgCcacTTAAGatGAgGTCAagTAgACgACAGACgaTctTcGAGTTGcGttGgTaATggTtGtggGGaggCtagCCACGtCCccgcCTAgtAtCACtCCcAtTcCAcTacggGagCgggCcTACtTcttGTcATcCaCAgTCtccCTTcaTGgATAtaTAgAtgTaAaatGccaCCAtgtagGcCGtGccgtGTCgAtGtCTtcAtagtAtAgaactCtAtGAAAttAgGagGCCgCccgctCcTcAGggttAacgtctcaTatttTTAaaGTtCCTAtACgAgcTAAACGgcCgcACTGAAGctaCaacCTACactGTtTtGgGacagaGtTaaCAGGTGcTGcGaAAatcTCgaaCGCTtcGttGagAGAAGATGttgtATctaGTtcTGGgCAcCtGACacccaCgTtGtctTGgtCaCgCAcATgtGAGacgcgcgGTGcaAaatAaAaggaTTTCtGgTtCtAAAAcTgAtATaAtgtCGccGgCTTaGGGGGCcGgtaTtGgGGcggTtCtCtAgAGCGacTcAgAAGgcACaCAgtGGacGGGACAAAGaTTttaATGaCGataacgCAgatgAacTaAgtcAgaaGggTcTTgTaCtActGaGaaTGgGTAcgGAgaaatTAgagacCgTTtCGtTtCAatgtaGAtaTcACtaagtcGCcATATACaAtCTtACcaAaTCCgTGATGaAcGctTGtGgcTcgCtcGgaAAAGAcgAcTAgctaaaGCGTTtGTGCGaATACTtcggcACtCggTcACtcaTgCGtACCtaCTtTtggtaTaactGTaTttgGTctgTAGGtCTgtTagctGCtCAccAAgtggGaAcaCatGGaCgGcATttcAcTccCgTtGgtGAtAgAgtggcgCtAGgtcaAAtgAACAgcgtCCgCAtTttcTcCgGCAAaccATGAatcTaAacaAtCcTAaGaGtGaTCcTtAaAGAcctATcggCgcCAgtcTGgCggCtGgCtGtcatGTtAAcGgaaAGCAaATgCACtgctGaTaACtACaaTcgGCTCcAATcAcATCgTTGgGTCTcaAttCGTtgaGgTTtcAggggTtAttATtCaAcaGAgtcacCGtccTtccCCtaaaaTAAcATcATgcggaCctGTTgGAtgTacaTTCaTCCCAgAgCctaCTcTcGGCAGTagtaAaAAcGaaAaccgGgatCTctAGATaCaacTAaGCtTAaGCGCATccataGgcaCTatGAggAAacaGcGTAGGtgTttGGggaCGCggaaTcACatttaaCGggCTcTaGaActGTaTTaGcaaGgCtGCAgGCAgctGttTCCgGCcaGtGAtCgGcGgactTttgtAcAaAGGCtGACagaaGcAcgCtGTTGCagAaCCTaTtaTCaGTcTatCAaAAtGGacCGaCGAcctcgTCGAagCGAatcacAttAatgTcaGaaCgGgAGtaCTCCAaAAtGtAcaAaaTGcCtcATGaAcCCCTGGcCgGCgCGTcatCagccgGCTcgtgGtAtgtcCCcACgTgaACcttAcgAGCggaCTcaCTCtaAggtAgaTCtCgTgACcAgCTCATggATTcgtGCactcAgcGTccagaatCTCaaaGAAGtTaagCGAtGtccCCGtggaTTtcagatgGGgcgtattccGCTcGTTAAtctAAataCcaggAggtcgTgaATAGcATCatgtctaGcGCggACaTcggaaccAAAtgatcAtcacccATGTggCaatAatttGCgctcCCgAGccGagAatCaCCCcCgtGgAcaAcatGcTCTAGtCaGTGaTaGCAAtTTTttTtCtTgcCTggAGaGgaGgTtTtATggGATTgATGatCgTcCCtGATgGgAAatAaTCGtttAgGcGaGtACccgGGACggGCcGTGaAAccGAGaggaATaTtaCAaAgTGCatGattGgaTtgCggCacgtGGCaATtcctGtTgACtCATaGaaAgAttGTcGGggCaTtAgtggcCCAAACGcgttTAATccTTAtggttGatAgcAgAGCgcaTTGTAtcccgccATTaGAaCgGaaCagACgaGaCtTgTctttAGTAtcaCcagTaTtgtatagCgagtTtaTAGTaAttCgtCCTGCgGATAtcCggGcAgCTtgCATATTgCGgAaACagTtaGTcCGcAtGgaAcGGataTaCGGgAaAacTACGTgttaGCttcAtTgtgAAcCcTtcTtAgCttCgGAtCGGgccTgCggacAaaCgCCtAcatgGATgaCgtGCTactACCGGtGgtGaGggacGTGTTCTAACTaaaCcaggAcgtTagtcttGcACtcTggggAAgCATggccgGtcAtCTACgtaTtCACtgaGTCtAaacCTcccCGttTgCCaTCGcAttaATaGGgcggGaGtcgGaGATTAGGAtAgtgtCcctttttaatAGGATCAtCagGCCGTcTAtACctACtgagTTCtggTTAaTctGaTaaaaTgTGAGcCGTTGGCGTTATtcaGtgGgctATcCCcAagCagCtgtAtCgCctCGTaTtCtACGaagGAactCctgggCtATTGATGCCaTgcttcTGgGTcAgAtTAACaatgTggggAAAGaCgcgGTAtGaCtCaacaAACaAGaCcAACAtTCgACAaTaATaAggtttCCTTaAcCaacgtGGTGccctctGgAgCCATcGgattgtaaaATcttgAatCGtAcAgGAgCacTGgGgAgtAtGTcAgaacCttagCaggtAcGagGTatCgttAtctGtcgCagcacGTTCggCGCGcagTcGAGTacGCgCGaTgTcGgGccTCTaCcCggaAgCcagcAAtgatcgGtTgcAagcGGTATGAACGagaataGtgcgcctCGtcTcTCCcATcCgATCATTgTaTAGAAaTCttGacacCAtgCcgtAAgCtAaAaTAgCGACtCCaaCgccGtaTgGcAtaaTCCCGCTGgaCCacTtTTtAAGgTTTTaATACTgAAaTCTtgTaacaggtGtCaGaAACGcCcCTaGaAaGATcaCtTttacGAgtcGcgtaAatgcGTATCATtccgCcCCcCTcgTatAACCtCCCTtTGCgTCTaaCttATaCCcCCatATcgCAgCCcGGCtgACTCgTtgcaTaaCGTacCaAtAACgtcTcggaAAaTgATccAgatAtAtacacaCccCCcGGTCcTcgTAaGGAcccgTtgaTcTCTaGtaTgGGtacAcGCAAGAcAGtGATaTgcTcTgcgGGcTaAgTCTCcagTcgcGTGtaggCTTCTctctCAAgcaCGGtTGGTcAGTCcAAGaAGAAactGgcGtcAGgccggcGcTaAATAgcaAAtGctGagaTgcggCtGggGgattAtCCGgatGCaCggtAgtgagaggtTcTCaaCtaTaggTCGTGTtCTcGaaAtGaaAgGTACtcAcTTCGtCCCTTGaAcAcGgGCctGCGAtcaAAatTtggaGGacGTCGGCGCCAgACtGtaAaCtgcGtgCAtAGtgcAcgGAAaGGaGtGGcaCcgTtCTCTGAGTgaGTTgCtGcAgTAATAgtcgTCGAgagTaGCaGGCACgTCGTGTcTgcAtcgATTaTTtAaTcatTGcaaaatGCATGatcCggAaaTggagcTTgCAAgtcCCATCTtcTccTACggAtACgAcCGGCcCtCtgGCACTAgAaCacTCacCaagAcgCtGcaaATCgaAGGCCCaCaTcTGCcgGCgACaTTTgTtGTcTagGcATTaGaTgCtcagcAgGggACTtgCttacCCTcGTttAcAcCATAgCTtAtcGggTtgCAGTTCCACgTgActCCGggGgTtctAAAgGGTTGGcCAccCAaTAGATAatCtatcacGTTtaGATcAATtGagaAgagcaGtctAAaTcGggggAGCtGgcaAtCCTATAAtcAtaagGTttGcGAgTgaatAttCatgCtcgccTgCgcgcCtccGGACAAgtcacgTtTgCcAgtaatgtGGCCgGGagcATgcTTgcCcTatcgCgGTACCCCATttgcCccATtcAgTCTcGaaGcgtgtCcGgttaaGCtGGGaGagaaCtaGcAcaTttgaAtgaCcAGaaTtcTgATgtAatTAacgtcGtTtaTCaGttgTCGtAcgtgTcTcaCGgtggtCGggacTggTtGGtCGctaATGGTtttTgTACaATGggTAcTaATGCcGtAGcaATataCGgAatatAGaGgCGtgGgCcCGTCCgGAGAcGttaGTCCcgGGGGAAaAaAaaAcGaGtGGgaTCGaaCCCgCattcGgaGcgGGTgacacaccaccACtCAacaCgaAAGtccACctaTTTGggTgTaGAGACGttGAGCcCccCtaAtCACCgcACgTcCCgTaAagtaaTAtaCAggAaCCaccacaAGgCTTaAaAAacCtGCCgACtTacTCGCaGcctACtgcGTGACcGAaAaaTtattgGAGCGcAtccCAAaTgAGATcTctAGGgTcGTtTTtCgttttcttGCtcAgGGgagcTCacCgtAtcCaCtGcTgcgtCaGCaCTtcactAgtGCaATGtcTCAcaTAttGacGCTAtgagTtAtgCgAccTCgCGatGACaAaGcaCCCAcAaCaGcatgtTgaATTaccCcgtcgGTGATTgggccAaCgtAgtTAgATTCtTAgTCTCTTcGtagTTAcGgagcAAacccCGATagcacgGggtGGGAgTtAcgCGAGATcAAcAGCtccagTaTGaGAGgCTagTtaAATTaaAacaaAacCgCcACTCGGATcCAaTTATagGCCaacAtgGacgCaGTgtcTTctGgaTcAgAGtggAagAgTtGgTcatTagAgGAGaCaCattCgttGgGgcCatACTGcgGGCAGGaCccGtCaAGCcTCCctaGAaaCGACGTCtGtAAGgGagCgctAAcAAGactcAAgtGtAgcatctcGcgGGCCCaTGtAtTCaAtAAaaAatATGAgtactatAgCtCATatcACgcGCtAGCAAAtgtTAtGGgaagGaGGctTaTtctCgCtaaGAtcGataCtCatcTaaCcTCtCtCgccctTTaCcAAtgGtCTcCTCaaAttcgcGCcGaaggctTtgaAcGcGGGagTtTTcAaGatcaTCgGaCGGCTAcCtccTGgaaTGcAAAtCCCtTCTtCgcAGAcCaGCCgtAgaCAtGgagGTGGgcCGgGACTtGgcCCCTgTGTaAAGCTGAaccaccccGATGTGCAGGtGTcatATTtTGcaTgaGcCccGCaGACCtaAGAGtACccGtggGTTTgGgcCgTgGCtgAATAGCtAacTgTgTtGaACtcAcTtCCGAAcGttACTttcccAtgCttcGCtGcCGTtCCaGAGatgcAtgaaaaGGttGcgtTtCCGGggaggCcgATCTctttTAaTaAtaaAtATTTTcAGtAcTCaCtTTcCTAgttaGTtTGaagtcatCtTCtCGCGCGaTGcGACcgGGCTCaAATGTctcGgAtCgaagGATGagCgCAgTTCGaCCAaGaCcCccCaggGAtcCttTTtCcCgACagACgGgtcaGTaaTGtAcgcaCAcaCgGcCcTCatAgCtGcATgCctaAgtCCGaggGTAAgattcaatCaTATGctggaCgtcGccaCaGaaTAgGttTaccagGcgagTagtcAcAAgaTCcAcAaggcGtaGTAtCAaCgTAgtaCTGCCaACagGtAtggGAGctgcCcCgaTgCACggTGAGAtTagCcAGGCaGtACCCcAGACTTtCtGcGgaTGGTactTGAagAtcCCgcCAAaCAccgcCctccAcGttcTAcAtCagtGTCATATtTGgAGggtggGgcCAGAgcaaAAgcGgATTAGttcGAGCaCaGtCAgaTacaTTGCatGACgacGgccgtaCCgAGTGgcttgtgCTtGGCcCtcGtTCGtaATGTAGttcAttgGTaAttCtgGTcCCTgGAtcTtGgtGgtaAtctcACgaTgTgTGGAGaaTTtaACTTCAAGACtgGgaaAAGaTtGCCgtaTTCCTgAAatcatagtgacgCACggctgtAgCTtgcTcaACaCtgCCcTcAAGGgGGaGtcCGgGcTGCACGctAGtcTgGTcgAgtccaTaTTtccaAaActcCaTttgATActgaTGCCTCtAAtActGCggttgTtgtaAgTcACcAgGtcTATCACtcCCGCCGGCcctagCtGctcaGCATCAaactTGctGAAggccTagatCgGAtCcacCCGGCGGgttTCatcAcAgtcAtGCGtTCgaggCgCtGagTaGcTcaGctgAtgGgCCtGccaaagcctgATtCTtGtgAgaTCGCCAGCGGcaTGtCACaTCcAtgACtCAaCatCCCTGGCtGatctGGTCTAtGCcGGGtTcTaAGGtGcGCACTaggtGTGtcCCATGtTCtAaTAacgtaTtgCgtCGtACgAaCCTAcTgaTCCCCcgTAcAcAGaggTATgTAcGgtAgCcTCGCaaAtAAAcaTaCaaCcTaCTTAtAAatAGtgGtGGAtgggCcgAagTCagtGatgaGTCTTCatccAaCgTCtTcccGtAgATGTGCcAcCaCtgCAcCCttTaGtCaaCaacCtTtCActgACatccCCAatcGcTTcGgagaCttCTgctgtgaattctTTCTgATaTTcCGTTACtGcaacGccAtCGtgggGGattgCCttGcTTaGcCGTAtTCtcAAGaGgtTCcgCGGAGgTgAAATCcCATATcccACTTCGactTcgTTTGGaTTGtccgcAgAgGtaCTTGgTaAcGTgTCtgTCCaagaAatTtgtgtctGCtattGaCAGaAACaCTtGTtGTtctcAGtggCcAGaCGcgtAaGcTcGAAgCcTGtgCgATAcCGAtTTcTcGATGaCTtTTtaGactccaCTAAATttacGgAtactgTtgCCaaTcaCCCGaGgGtCTAtGcGcaAcTATGAtTccGCTCAGTCACCtAcTACTATtcagGaAgcGcGTACCGTCCcagGgAggtTAtActtcACgaAtGCgTcaTAtaCAgTaTTgGtactACGcgtCtTAATCaTtCtcTAAAAtAgaGGaCTTctTtaCCcaCAatAccACAgGttgaTAccGGcCtGcagGTggAatGGGGAgCGAaGgtAtTTGTGCtaTcActcgtcATtaTaaggagAgcTTGtgAgtGccTgcCTgACTtTcCtccTgcgGCGCcGCtAtAtCcttTctCaccaTGTCcaCgtCatAAggGtGCTtagCaaGtCgGAcCaTttcGGggggCtcgCtTcgCATaGaTcattAggCTacaAAtCtAAGgacAgCttAcaattGtctcgTCgAtcTAGATgGgccaCTTTCgGcAAAGgaaGtAGTaCaGgTagTgATAcTaaGGgGaAcGactgGAttCAgtaGacTTtCGTcaGTCGGagtggcTGgTGgGgTAtAgCtcGCTaGGCTcaAtaaaCTtagTCaAaTCaaCCaTagccATCaTGaGTCGGgtttctaTGtcatGgTTgTtTCaACgatctAGcGTtgAGgCgtGataCcgCGatTAcccGAgAGCgTcGtaCTGAGtaAACTTcGtTtaaAGgaaGcagAGtaaTCtAaTGcCTaagggTTTctcaTtCgaGAgttGAaGtTTcTcCGAcgtAAGTTcacCagGGATAAAaCcCtggttGaaAgTAGtCAATtCGtaAATaCaGgggaCGTtgAAACcaCgTGgaaccGtTCtAgTCCatcctAATCAAtgtCaAgtAGcAtAtacTtGcatCAtTtAcAcaGtcAtgAaAgcCatcgGggagCcaAtggaaagatCAGaCgAtTggtaGACCgTttcaacGGTAatgTGGaggGATTggtcagTcgcaGGAtactTcTttCTGTGgGGGAtATtgaAAAtCaTtCTCaAAGTgaGGaAGGcTTgGTAagAcGTCaCGgaTCAaGGGTCAcCCgGtcTGgAAtTaAcatCatagGcagCaCGAGtAgcgGaAtTgTTcaTAgGGACatCAgTtAGcttTACgtGgctAcgaCAGTtGgggGTgaatGcTGgCgcTTcttgatGTgcgAACatGGCGcGgaCtaATCCaTCCgaTCgggatGcCgaaaacCattCaccgaACataGTagagtAgtgcttcaTtCGAaAacCagAgGgcAGCAAAGAGACgGGTgCaCAGAtcGGCcGGcacTcgAGTCaatAAcAACgaTtacGgttGCgaaCGgGatgtGtcctAgCatcgCgTaTgGTTTctctACaTTTaCAGggTGCgtAagGGTCaCtGCATgtAGTAaCcCGGCTgagAgGGacggCcgTgCCaGaTagccGGCTaTCttTAccAAacggTtGcaTAtaATAgtcGTACCcAaTTcaAATCTtgCtTTTGCGCGgaaTCTgcTtActagGACtgaAAtTAcctGcTtAGAtTaGTcgGGTTtgtGAccagtTtCgCCgccaAgTaCatCtCCACtGGattTgGTGaTacAGcTgCGCACtACgTcGataatctcAGAaTctCTgCGAcaTcTGCTCcAAagActcTgCAtCgTTATCtctCCtCTCagCCATTCcctGcaAtagATACGAAcACAGaTcTtACGCCAGAAGaCGgGaCcactgctCTTTTAtCAGGaaCCgTAGAaAtggGtCggTAGcaCCcGCTaTtTggcAATatAcTAgAgaTCaTCAccgTAaaccggatgCatCCccgTTTcctgcctTGTAttAtacCatgcaGcGAAGaGTTtaGaataaGCaTaACTtATaGAcGCgatGtcTcCaAcatGGcGCatGgAgcAGCtGtGACCcGTtgacacgaGAAcAacgtccTtTCacTttcCtaAGTCctAtACAcCcctTCaATTAAAaAAcaGGcgtGtCTaatatcaCGtatATaGAGGagcTAAcgtTtccTcataTcaCTCatGataaAgATcacGgcGCCgcTCatGGgCAaaCCaCcCtgCGCgaAGctAaAgGTcTCGGGGtacCAcCCtcATATacgcgAGgGaAggGAtatAaGTaTAtagttTGaaagAacAgctccCcGTtTGacgGAGCcAtTTGCcTGgcctACttgGacTAGGcTTCttTGCTggActCtcCtcTCcCgtTCtgtCAtATagcgGaCtGtTActcatCgTcgTtATTcTACaTGagTtaaAtgActtCgGtCccatCtcAACGCcgCTtccgcAAGCTCATCtTacGTtATGaTAactgCCtTacatATcCagtCAGtcGtctGtGCgTgTCgGcTTGtTttGctCATTtGAttCGTCCcGctAtCgggtTacCTTggtGcaaAGcccGAtGTgtTtAATcccAgTtTGtAAcAGGTAgACATctATaCAGtctAaTTtGAAaCcCTTttaAggTtTTCgAgGGAtGCATAGtaCgAAtgaaTttCaGcTttctCCtTaAACTGagatatAaCtATaTTCCtTCCtgACCgGCGgtCtaGcAtAttAcgGcaTGAtCtcATtAgatTCgTTtATAgtaCccgGTAgcTGacgCaTcAAGtgaCgAgGAcTttaAgCttttGGAgCACaGCTaGaCTcgGtACcTGgttAgagTCctAcAaGAaTCGaCtTTgGAtcAATCtGaGCcGGtGgCCACAgcAATttcggGaCgCCcAGAGTacccCACGcagtACAggtTTAtggcaGtgatggCAtTTtCAgggGCtgGgcTTgcgGcCTcCaGGTcCcgtgAgccACtCatcCatgaGAAAcTaaGgTGTcaAgTGGCtgtAGcTctTGCTGgcCTCcgAaCTgGTtTATTAtttCGCCAGTgCtcgtgTaATGaGacgCgCctgGAGcACCttTTcTtCcttgGAgAtGtCGCGgAgATGgGaGcTgcCATctcAtAGgaaGCAgAgcCgTctcAAtGaTgcACGCCAaAtgtCaTgcGTgTgTTCTGCGcTTgaCtCgCGAGTgACtTGaaacgCGACatGtaacGcgaTgGAacTtaTtGCTggagcagaaAgtcgCggtAatGTgcaAtGatataCAggctGCacAGCcgTGTCaGgtaGgTcTAagcGgAaTTtgGACtATCAACCccgtAAgGtcCACGaAacAaGtCGTcGtAcTCaccaGgActccTgCCTcctacGgGTaAgGgcGcgcGAgGatAAtAgGgaAtGttaAGTtCTGcTCGTaTACgGgatcAacTcAGGgtCGCTTTTaCAcAttAGTGagGACttgcGGcTgactCagAGGcGgAcGGAgTGcGCgctTgaTGggcTttcGttcTgACtaCTcTgcaaCTgCcCtAgCAcaGtGtTAAcCGaaTATGaACtaccaAgatcGTaTCGacgGtctcTACcaAGcCCTagtTCAAcGCtcTaGaaGCagtGaCcCctTtttTTccCCgAtAGaaGTCgtTCTctGTTaACtctGAtcgTAGgTTGtTtGACgTcgtCCTAcaGAcCCgcgaagAaGccAATgaTtaGccgaaCgAaacaCaGCacTTCatTCTtTAtgCggAGCgCtaAcaAttTTGgctGACGaTAagtacaccaTAgtgGTcgaaGcatTGCAcAaGaTcTTTCctaAAGcgtaCTaattcAaaCGTgCGGcAtCCActtAcGaaGtaGgAaAcccCcaaCGccgAcCTagGgAAtcctcaAgGcCTCGgaGgcGattTActCgtAGgcGTGaCCGtggCTctAGtctTTaCGGgCtCtGCccTCAAtAACAgagcCtTcCCCCcGaggcAtActCcATAACTcAAggTTCCaTgGtctGcGtgGaTAcGTGtCatAagTAcCatTTGaGTCCTgaTtacACagAAGtTttctcccTatTcTTtAgcCGGTAATTCCaCcGGCCaAAgTAgTtgagCCCacagaGtAgCaAGCCgcgCatCcGCTgcGgGgaCcAaaggcgGccTgctTCGccAGAGgCtCcatGgTaACTCcATTccAtTACAGacagACgTgggacTacggCaAtGTtcaaaCaaCAtcTGTgagGtGcaGAcGgGCTGCaGAtgTGTcTtAtgcTTtacGTcCAcccCgttaGTgTAaGTGGTCcTCTgGTGtcGtCCgCTTGAtCGCcgAtaATgagaGCagACatCaaGgcagtctAGcGGcGATTTaGAcTtgTgCcAgCAtaTaCtgGTGctAagCtaATttgTggTtgttAttTGcggagaCACacggatcaaCTaagGACttgggCTAactCGtGAGGcTAGactGTAttcttCTgTAAtaGGgaCGgCcaTgcCttCTATGTTttTgAGaGgCTacGGcCaTAGAgTtcacaGCtAcaATCgCGAaTccatgGacaCcgTAACaGttACAgtAgatTctTgAATTaaGATaCcaCaacAgtGGTacTTGggAaaAatAtgaaatgcTaaCGGGCcATTCgaCatAGACAtTaTAaCAGTAaggTccAgGtAGCtGtCTgcgaaAcTTcggAacaTtcCAgttCTggccccaGACCcgAcCCgATGTtACAcatCcgAggTCGAaCcTAtCTCCCtagGGatCccaTaGtGcttcAcCGtTGAcctgAaATgtCGtgAtaaGacCAagAGcCccTCCGgCACTACGcgTGtaacaCaTcAGtcATaGgAaGaACCGagaaCatCGttGcTTaGgGagGtTCAgGgCgAtccgGGGatGCacCgtgatCCaAAagattcTagcTGaAAGtttACctTGTCaGtTTcattcgctAGCaTtGAacAtcttccGTgAcaCATATGTGtcAtCtGTAaatTctTgacAtatTaTCCggCCcGGcGcagTTCgtgAAGGTACTtgAaGgGCtcAGTaAcctCGtGTtTGTCTCtCAaagCGcgCgTATTCtCCttCTgaTACgtcgTaAAGcGCaCaGAttAAgTCCgtcgGcGGgCGgcCAtTGCAGtgcGGGgcAAgtTggAaGGCcCagagCAgCAtTcGagcaCcagCGctaGCatGTAAAACaTTAgTAaAggGtAagTACTtcAGCgACtACGaTgCTgcaCgAcgTcGaaTgaagggtgAtCGtgacGacGccACtGActctCtgcGggGcgAaTTgGcCtaGCgACggcAtcagGTagtATCaaACTgtAaccGttCGggTacTaTtgGGcCGCaActaTGggTcaagCAtatgCcTgCCGGtTAgACTcgctggTgAaACggggcaaGctcAaCAATAcacTTGCGgGAtTaATaAtGggATaTctAGagCcaaGTgatGaGatcgAcAtgctGGcgctGcaagtatTgTagTaActAcGCGacaGaccaAGAgGGGcTgaAgaTaCCaAtctagCacCctgGTatcCcGGcgcAcTctgCTAaGCgttAaCGgTTTTgTCAcagGACTtCtccAATttAATAGacGgCcGACgtAgaataGaTCcctGAGactaGgaggTCTAcCGgTGtcTGTggcgGCCtgTcActagAGctaACCtttCCgGAATaCcCaTgCTGgaGgagaCGGGtAggCGCagCGtgtCcAaTtAGCTctgagGTAtcCGaGgatcGGGACtaaCTAAaaagtCTtgccACAgCCtGcGaTgAGAaAGcGttTTaTgGTggcaATGCgcCCGttActCgGTcGacCCtaaCaaggggGTgcttgaaGgGGtCCAGtcAttcttgaGCTaggCAtTTttacaCacacAgtCCAAaCCtcATGtaACTgaaaAaaCGCggGAAAaatGAcgttTtATTcAtGGtAAAtCcGctTACCgCCACATgcGTgAcAtaaCgaGcTCGGgCaAgctCTTgaaatccAActAccaGCtaTaAaaatCAcGaCaGGtTtTgaTCAcagGGAgaTAGCTCAgGCctggGaGacGTGggcGaggAAggAAcTCGACACCtcGagTgAtGGagaTaaAtAgATGatTATCGggGctgacacCcGGtGtcccaCgcTcTtaAGaaCCTcAGCaTAAaGtGGAcGaaCcCaTtTaCCgaaCatgAcTTAGtgcAAgaggtaGcTcGGcGaAtgTgTGGgTgtgGCAgTGTaccAcaTgGcTtcatACctCCCCgACtCAacTaAGacCCCCgaGActGcTTGattaaCgaaAATcTTcTTcaccGgAgcTTAGcagCacCTCCTAaaAGctctACcgccaGcGGGAgGCAATaTagcTCCgaTGacCtAtCGTCaGttTcgGGGTATAGgagAtTAtTaTGAgtgTAgAcTtCCtCaagTtagccGGttCCctGgCTcgcAGaTAttAgTGcGTGCcCcAActtTGAtggTAACCcTCGGaGTtACgATCgTCGaTGACcTCGACCcCgaTtTAtcTtAtctTaTaTAaaCaATcaaCgcaacGCGTtGGtaCcgAgATCTactGGtgtaGtAtgtcACgtaTcaTgCAACccGtagAtTTTAAtTGAAgAcCccTCGGAgTGTGcTggagAAACACGtcTCATcgtCACAgTtATattgCgGaGGGccgcatAactCaTAtcAtTCtccACTACTACGAaCaATtCCGggacTataCATAaCTcatgGgcgtgGAcGggGaTggAtGcgGcgcacAggccCaacTgAgcGcgTcCGaGTTGacAaCgcCCTttCGGaATgtGCaaaTctaAacCTcGTcttGtAacTgaGCTTcAtttacaTgTAgCgcttTCCgtAAcGgTaGATgcCAgGtCcgatgTcagCAcAtAGTAtttCGTatcgAaGaggagGaCGcAAggGAaGacTTGgCAtGaCAGTgAgtTAAGatgCtTCCTgAAcGcCgtcAGatgtGaatttCacCTGTCACGccCaAGcAccCCAgAattGggCacAaAgTCTttgccttgCcTgtaCGagtaCTaGCcGcgtcTCatccAcAgaCcCACGgTgGTTtaCAtTGTTttTCGtTattACaggGCatgtaAtgTaCAtCccTTcaGcTTTCTAaGgGcgtCCgccACAGgtTggTTGataACTCgCGtTcTcAATtAcaCtCtCACCcAggaCCcGAaattCaAcCtGAtGccTctTCTggGTtAtcgGtggaGAtGTttTgGCaGgtaatTtgGgacaccCcGTCGcTGtCgaCTAGtGACgaGCggTgtTCtTgaCaCgtacGAagAgGtaatCTtcTTgtGcaTGtcCTAtgCAcAGAACCttTCGatttcACAagcTcAacAtatcgcCGGGaAAGtAcCgAGgtTaTTtcGgAcAGacAgAtcCAATCcAtAcCaGGAcccTgaCtTaAgTAcCtcCaAAaTAgGtaGagaaaAtgTaAAtACataAgaAcagTTttcTaGGtcgacaccCCaCTAagCgTCtAAgATtgGgGcgtTtCtGTctCtgcgcACTGatcaaTgggCtGaTtccGGCtTgcAatAAGTaGCGgcCTttGcGTgACTAattATCacGcatTgGCgacGCTccTaGgAtgCagAGtaGgAgcAAaaACtAGGgGtgGTtAGgCgCGcaAtccaaGGCggctgcACCctTCgatGagTCGgAACCTTggggACgCCtTcGcgACgtTGTagTcACCgtttacTATTaGCTAACAGtCGacGCgTGcaGAggtAtTtCAcTatTAcatcGtcTTaaAcacaaAATTTCTttcgcgcgAaaCcgGcTggtgcAGGTgcGCCaTggGGctgaTCtcTgttttgaTGTgACGtAcaCATTcGTtGcGccagGaaTAGTATTtaaaggcaGaTAacGCttgTcGaGACaTTAgGCgGGtgGCTAtCcgacCctGaATaTcgCagTtgccTtAcTAtagCcggaGccGCCagaaACgcGagCTGaccgGGtCGgcTtACctcCtAaTTcgTGcTcTttttACAcGgtcaccgGttgaCCcaGtGGTCTaCAtaaGCggGAAACGtCgctTGAgGcTGgggGCgAatGacTGGagAtGaCGaactAtagcCATtaAaGGTatcCgtaatcActgcAactcTGAGgTCAcgGGtTTgtTggtGCtgcGattAagcAGCgCTtAATAGTTAatGGaCcgtTcTcAACgaTAgaatgGaAtCcCaGgCgAcGTtcGAaaCatGacCCtgCTGGgGagTgccCCaaATacTTaGAAacAcCCatAgcGTagGcTCCcaGaaAgCgGtttGGTTGgCaaGctGGAcccTCcCAaACGAccccTggtCgACtTgactTaATgctcttctCAGActGAtcaTTcAgaGctCtcgGATCTTAgtTtgTTAcaTGAGtGctggccCCcTtcAAgCGcGaCGccTGgtggAAgCTCCTtAGttaGgaCACagacatgTgATtaTtAcTtTTCgCtCgcGGCAtcTGcATgGGcccTCCAGtTAAtgGAAcAgTAAGaAtCAGgTCATAtCgaAgcCtCTagaTtCtGAAcAgcAcTaCaggttgTCggtACCAgcCaCGaaAtTtCAGtGcaGtAccTCtGtcAAactCgttcgTACgTGaCAGcCaaTtgAtaaCgtaaCGActAttCaCTtcCccCCtCgatCcgAAccATaTaACGtTtCaGCGcCGGaAcaGgcCagaCcgaCaGAagTTAACTAgacGAgGaaAgAtGaGggCCCtacTAcgAGAcAAGCCCGCtTaAtGTTtatttcGGAgcTacCGGaGAGTAataGTTCtggtGGCTggAccgctAGAttttaaGCgtttAcaGAgCagaGgAaCGaTGAacCAAAAtgCAccGAcAGACaacGCCAtAacgGGcACGtTTgtTAttAgATgtAGcgCaAtCtTaGtaTcGcATCaTAGtCTaTAAGtGTgCGgtttCCAAgtCaaCTtgtgATtTGTgACcTgaaaAAtAGGACGAgCACcTgTGTcaTcTAATGcTCaGcCtttttTagatAactagcTgTTACggCAGcATTCgtcTttTttaaAtTGcgGtttgCtccAaGGAagcTaTcCggAaATCGgCCagTcGTccGCtGAgATataTgAaTTgAtttgCCAgtCGttTAAtaTaCCcTCAcgTTTTtCAtGTtAaGcaTggCaCtCaACgGaCTAaCTtTcggTcGCATTcccTtCgTgAttccACGgTCtGtaCcCACCTcaTcggccgCgAGTcAGTCTTGtCcactGttccTGgaAgTgAGaaaGaGtGaGgTGCGcaaTGaTTttcCaggaCtTtgcaaGagCAaGGgctGAggCCGGaTtCaCTgGCagAAaAACCAgCCtCCaacTcAGCcGAaccAAgctAacCagTGCGgATcCgTCaATaGcgtgAAgcCTcTtaCCTaTTGtccTCttTGAcAcccGGtGTtACTcaAaGTTagccTtCcGACcCgAGcGgTagcCtCTaaGtGAttGtcCgTCTcggGAtctTgGtCCcCAtaCAtCctcAGggaaGCttaaACaGGgGaCAAaggcccAGgtCcTCgGgaAgCGatgGtagAaGGCTTGcTGaTCGccTttcCcGGaTTTGctaGCaGTGtTaACCtAacCaAcATcAGTacCGGgGtgAgTggTTcaACCagTatcAgAttcgTaccAGgaGcGAtcTTactCagtAaGtcgTTGGcttAGCcTAtaTTtctagCTgaTctTGCTtaATTCgTgcttAAaAgTCTGGcggGGtGTAcctTCaAGGAttgcAtAtgaaTcTaCGaTttggAtAttaGGCACGgttCaGACAacTGtGTAAGgaGACGcCgcgtctACcTAtTcgtcCGAGtTgCgacaCCCcTgGaCgGtgAcACCtAGTaGtTctATtCaGctatcgTgacAgACtaccTccGtaCgcgacCggCAgACGGttcacCgCctaATGctaACCGTGAaGAaTCaAGGCAACAGtCgtAcacGcTtCcTCgaTCCTtTgGcgCcgcttcTtGATCCCatGCGTtGtagACgTAATGtccGGAgActgAaaAAcAAtGtatggaACcttAGCAtaATcatcGGTcCCaagCaTccaCCtAttaGcTTagTAaGcaTCCCgtcGGAAtcgCtagCcTGgAcGaCCcGTAGgCaTgACcTCgCTtTATgAAGTCttaCtttaTtaaATTgagGagAATGaGTGAggCTtgCtcgGtAgatAcctgACGGAgGTctAGtCGtGGTgTtaTcAtTgCttGtcACAtatGgaCtAatttTcCgCACaTCgCttCTCaCagAtGAGgATAAAccCCtaCaaacGCcAcCGaCGgcctccGTgCctCCggGATGTatccgtATTTAAtTGgctTcTACgaTagaGaAagCcGtAaaCAatAcTATCgAtGgcaAaAcgGaAaaCTAtCtGCGgACTGttagcCtcgtAaCGacacgGgaCaGTtACGcgGAgtgTgtgcgtCacAGcTggGAcTCGgCAtCAtaTaaGAGtTTTTAggTAgGgtgGCAgtacGtCaaCcCgGCCcTTgTCGGgGtaAACGTcgtGcaTTtACaaCcccAtCTcaagtCAggTgCcGcTgGtAgctCGTTagagAtCgCAGcaGgtGAttATTTGtAaTGCgCGCccACtaaAATtcagcTcCGcgAGCcccatCAgCaTACCCgtGcAGggaAaAGgatTATCAacaCaAcaATCGCaGAgTgcCgGaTcGACAaCTCgGCAAcTtAggAtgcAcgTgATCGtctAtCgCccTaTtaAgctCggcaTCGTGACTTGagcGcAtcgGGTTGtaaaaTgaTtaATGatcttTCcACaCgTgttCcGCGaGAtttgAaacACAAgaGgtacATcCatCGTcGAactgGCTaGCagCTaAttCgCCaattaTGGAaCaAGaAgAgcTGTCCGatTTgCcaACCActCcGTTAtCAtAAGatcaaAgaGccCtCATactcttCaaaCCtTcAcgctggatAGaCCTgCtCcTGtgtaaTGGAttTtCgAgtAAgggAgacaAgTGaaTAGaaGaGgTatGTgtgCgtaTGtAaGtGATTATTGgTAAAaACcctGGggAAAtTCCCgAagaCTTGgtATAaatGTAcattacCGctgAggTtGtgTCGaGgTCCcAgGTCCgGcaGGacGcCtCaCtcaTCAAGaGAgcttGTagtAtCtGtcCtctcTCCgAGtcGcTcAtaTGGGtTCGACGTtCagatttgggaAcTtGATcATCGATgcTtCtAGcTCCGATaAtCtCaacaCtTGGtCAGTtTATTtCcGAtCtcggCtTGAtGcCccTcGTtGAcTGTgAttgctCCACGCcCTATCACGAcatGgaTcgCacTGGaCAccTgTcGgACGtGcGgataGctggcCaccGACTCaacAtcGGtCAGGTTCGGAtTgCACcGCGaGGtCGTtCaTAtgcgGGtgTggacCTgAtcagAaaGGAtgcgACtCAgTTcgaAGAGGAcaaCgaGAcCtCtTtAGTCAtGtGaAaTGATtAaTAAcaTAAaGtTTAgGCGCgTCcgTaCaATAggccTcgatgAcAcAaAtGTgcGtATtttaGAGGgTgGcaAGTTcAAgtgAGcGTcgCCATacGTtGAtTAaGAAgTtcAACagccgaACtCtgTGtTTgTGGACGaTAGaTAgGtcAGaGccTCaTATcTtTttAatGaTATaggCTTTgGtggAACtAgtCgggGCggAgAAcGTCtGGggATgcCgGcGgGatCGtAAtttAGCaAGgCgggCtagACTACttGcagTaCGtCaggttTTGTAAccGggtTcGagGGCtgCAACGAAAaggCTgcacaTGTCTattgtcgcAtGGtCgGtctGgcCGgAatcGATCagaCATgTatAaTTaggCaaATGtaagTTTataTgTtcGagagCACTaagGGGCtACccTcttgTTaAggaCTGTTACCAccGGCgcTctgcTtCtcCaAGtttGACacGaAatacCCGTCGgcTccaatacTGTcAActtgaccCCGAtTTgtGGTggggTCGcCACcctACGccATggTgtTtCtcagTGTGAatCGCcAccGGatGCcCGaAtTgAAtGcAgGtaAaGTgaGcctaCCgcaTTgAaCcCCaaAGtaCgtCGgCGttgcTTtaTgTaATgtAaGaaGTCCcgCTGCGTAccCgCgCCGcGTAGtGtgGGCttAgatGTcCcCGCCTGcAacgCACTGgctggaTtcCggcacgCAagTAagCTcacgtgaatGaaGttCCaTACAttcgcccatTAgCcACcagGacaCGtcgaGtCTgCTgcCCcTGTAttTtGTgGttAgagaGAAtGgaTCacAtGcCcGcTTtctGTTCTgCctAtCgcagCggctGTGAGAActTAcAcGgactagtGatgCTaTTcTAtatTCTatGaCgctCTCGTAttCgcTtgccTggaaCAcgtagCTatccaAgtTcagCgaatAGtctcggATgGcTgAaGcAAaAGGcAcagCTgCacAACGgCGAcAAaaTAAgtAgTtgcgaCTAgtaGtcgggcGCGGatcGtcCACcTcgTggGggcGtgGTcaAGcAcgtGttTaTGctggctCGCGTAtTgtTgGCgtcCAGtggAtCgtCTaTgTcGCacCGACgTgActCaTTgTAcCGAGAAGacagACAacAGagGCacGccgaccTCAtacgAAagttgGtaaagAtGtcGagtctgccAcAaGTcaagTTCTTActACgtcgcaAAAtccggGCGggAcTcgAgGgCgCctctCgTGTAcgcGGcTtTAtcttcTGcAGgGGacCcTttGcgagaAgTgCCgCGGCtAcgatcctatTCGgtCCAAGcgGCcagCCTtgACaGgCAATaGCcTAgGtCCGCgGGtGgaGcacCtGAaaGCAtgttTAtcGAgGgAAtaAACGGGaAtAAgTgcAGGActgtTGGttGTCtcaGAaTtgtaAcATgtaCgtGcTGtCACtcACCACgCaTTgTcATcTTgGgTAAGgGGgTCTAcAcGGcGAtccgCaTGCtcAgccgAGaCgTgCGAGcaAcAgGGccaTtCgtCCGGAcAcacTTAcAtgtAgCtgCGgataCATGtCTaATCCgcCCgTAgaCGtGgTccGgcgGCTtAAgcGaTGGgATtTCcACcTTGcttcgCaTTCCTTttACCCCTAACGaTgtCaCttTttgGTaaAAAcgctGaGGagAtcgATTgAAcCtaTtccATTtTgGaAgGCgcTCGATGgCtTcGgAgtAGGgTCAcaCtcTCcaGttGGAgCGTGCGgaaACggGTtTgaTaCTCgGcTAacTgCcgGGTaCttatctaGttccGCGaAAAGaggctTgtGgCGcTgGCgGTaCTgCgggAcgGCCCgTGcAaTcaTAGGcacgCTcCgggcTgGcAtAtACcCCatTccgattcCcTtgTCcGaTCTaGgTTtTCaagAGcCaGtAtgACGtTgccagatAgcAccAAAgtggAtCTtGgtaGttcAAtgagcGttTGaTagCAatgAgCCATggTaCTaGcTcGATAtcActggTaTCTccAacCTgACacgggaGAaaGGaGActGCgaGCTTTTgCcgaTGCacgTtgcTgaCAGgGcgcccTgCtTtaGCcagTCcAaCttGCaCcacccGagAtCCTaaAAaataGaCgCActCGtTgcgcaaAgCActgcCTGCgCAGTAGCtCCgGGctTaGacTCCTTaAGTAtTCggtGGTAtGcGAgctgaaAGCTgAGTgcTagCgATcTAgTAGTTCtTCcggaaggGaTAatAcGacTctTTtTCTcACTTCgGgtCaGTcgGcCTgcgtTgaaCTACAcGcCgGcCcACcctGcCACTCacaTAtCgGAtCAcattGGcAtTGcttCaTCCGaCGTGCTATtagggcAGcGTgGcCAgtTccatgaATACgcGTaCTCCCCtgTgCGgGCAGTGGCgACCTTGACGtCgAtGtTggtGAcTCagTTTCTctcActCtccTgCAtGcTaaGcCACatacaaGgtTCcctgcGagccActtGAcCAatTTTCcCCTcgCGaaAGtGtcgTccaTAGGCtCtaaTAcAacGcgTgcCgctGccTTGTAcgAtggtcgcCAGCggggCCGGCacTTCGGtGATTcaGaTTGGCCgaGaaaATTggggTtTAAtgttaAGgATtctACAaTAgcTCttaTGgAAtGgCAaggacACatcgAtTCCTCCTGGaAaaCTGATAgTgtGtaCctGTtgtgcAGaTcaTcCacAtAacctcgccaTTCaaAaGATGaCctagcAtGTGGgaaCGtgCtGAggcCtcaaacTcCCCGggGAtATATCggcACaTaGGgaaacCGcGTACtCctattTcTgtGAgaaTaTTtcAAgtGAtGcCaCaaGAtTcaacCCCtAACGcAccAGCCcAAgCcggGACaCGtGCAtcGtTCTcAaCTtAcGgtACaGgTtTCTCActtAaAgggggTGTGCgAACcCcagcgttgataaagGTaaGCgCcgagTCgAcTAcaATaCtCGcgGctCctTgaGtTgcCCTaCtGATGAcAaGCtGgCGtCacgttCtgaatggTaGtTgAaTctgtTaCacCtGatgcTCACTcGggTaCgTggtAAAtgCgGgtGaAGCCCTAAgtCaAaaGGaGgAagtCGGTgtgTTAcacGAtAtcCcTcAGccaGCCaTAGaCgtGaTcCTtcGGGTgTtGttcCccGGggACcGggCaCTAGcACAGACCgGctCTTtAAAGGTaGCTatgAAATaaActatGtgGGCAACCtTcaACcTACGTgtAtcGCtGAaCagtCtgAcTatCgGaGttcGTaGaCtTggaaaGGtgaTAAcTGggTGaCagCtACctagAgactCtAcaTGcAAcTACgatGGGGAgGtAaggTAtTgTccACcCCTgCgTagtATAcgtaCAgcGCCcGgTgaGAgCTaCatTcGGaTGGTGCCGgcAaaATAgGgTGACTtTAgactGCggTTAGTTttAtCAtGTAtGatacgTaGcgccCtGccAcTgGGAagTcAtGGGcTaGAtcCACctTcAAtccccACttAgaatcatttaAggaaATGCaAtATtTcGaCTTcGaTggaAGttGgcgGCcCgtAtgAaTCTgcaCCgGTCTTagAACTAAaCaTTcgtCAccAacgtATcaCcatActggagatggAtTtgATtGTggCGAAAgaGctGaCcGttaAGaAtgtAcaTCcTTgAaCGAAgtgCAcgcgAATGAggGCGATGGaAtgGccCCGcaATTCcCagtaGctaCGtCcTCTaAaacGAcAATGGcCTGGaGgCGacTCCGcctagtTAAAacgCcTccGAcaaacaaaTgtCGTCTtgcAgAactGaCCTGgtAcGCGtggcAaaaAgGATCcTgCGTCcTgAgCGCtcTTGGAACtGTGgATATGcgGaacaAgacCtCaTAttagTGtTagATaGAAGGTgtacttTGaGGAcTAggGGGgctcgtcCcCCAtgGCTCataGtaggGGtCtAaGatttTTGagCgcTGcccAtGActTgtggTtGGgGTAtCggtTctGgtAaCGcgatGgCctctaaaagcTGaCAAcTCcTGaCgCAtGttaGGcaAgTCtaGccAtaTCtTttTACcCcGgAACtctCaaTGtggATTGTAAcCCtGGCCCcATaaagtAGGaGtcaAcAgcccAgGtACTgCcaaCcaaaAGCgggCTatcCacgttagccTTAAGctgcTggatCAgctCgTcAtGctGcgggTGTCGtccctTCGTCcGAAGggtcgAGCGGgATtctGcTggACtatgTacCCcTCGGagCtcAgACACCccCAaCAGgCcAGcGGgCCcGAgtcAGCATaTCgTgtcGctCggcTTcgcaTggGgCgtaGAAgagcCGgcCctCGgTGtAAcgtaGATgGCATGtTGgtttActtCGATtAAGtATaGCtcACtgcAGCcCcCgCTAccgaAgttGaaATCtGactTgtCAaaccTTtTgTAgCGCtgTTGatCtagTTTgcAatcCgAtcTGgcCgaGcTcGGGGaCCCAcGgTCaCgtAatATACGtcactTCGTaGattTTtgACtAGaTGCAacCTgAAcATCCAGACActgtCGGCAgTCCgCaTTgtggCGACCCTAaaAcTCactTtCATCTgcGcGActcATcGaTGgCcatTtAGTAtGGACaTGTAAaCTaaCcAaActaaAGtcaTccGAgGCTGctAtGgaCtaCaACctaaaGTcGccTtTAaATaGAgAcCAGTCgtgTCaCCAGTTctTCCTAaGgCTtCtGgtgTagAtCaACGAAgcCtCtTTggctAAAgGTctCcGTCActCgcGgGCTGGAttcTCcgcaGtgaGttgcCAtGGGgccAtaCtcCtGTGATatTccTCTTaGgaGAaCCgCcgaCCgaGATAGgcCCTctgTAaaAAAgGccaAGGGTtAaagGaGagATTacGGTcGgGGtacGAaGGcaTgCgtaaCgAggTACCgCcgatGAcTGACgcGTCACgCtGtgAAgGctAAGtTgCtttAggTGCcCCaGCTctTgcgGGggTTTcATtGtACgacAtTGaGTAttAcTGCGtTcTtGgGgTaAcaACcgAccCtGTGtTccgGCTAtGGCAccaagTcggTGGcgCaGAtGgTaCATGcGaGgCcggaCGcccGcaAtTgCgTCCGGcTcGattacAccCaTcAgGTaGagCCaGTcaCGCtaCGCGcGCaCgaTAaActacCAAGaTTatGaCtaCcAtgtCGGcagGTCaTCCCaCtgTtgGagTCtcaGtggGgCtAacgATtCCcCTtTGGttCCCgaTccTATCCcAGAacAggCacAtTCttgAgacGtgtcAcgtcaCTTgAGGtaATCTGatCgGgACgACCcCATACCgtcgGAaGgtgGTaTCCaTAtAgAagtCcgtTGttGtaagcgGtTaatgtTgattagatATCCGTtaGgTTctGgaaTagAGtgAacTtacGaTtGTggGGacACGgTgAGTcaAtGCgTtaAgTatGCcaAgtaGgGAtgCTAAGGgTTgGAtTaccGGAtGGcccgGAACTtcaGCAcTCCgaTCTagCcAtTgGgGgTagTaGcAAtcCcGaaAAtACcgAgttGCCAGAGaCGAAgTGTGTtAGCTctaAgCCagGCcCAGTgGCaCCgCttgAtcgaCGGtgCTATGgaTtaagTGTatgCACGcGTAAggcGgTtaAAAAcAcCgcaCCGgCattTAtGaGTaTtGagtGtaAGCAtCagGGTtGTTaAttACGtTAgtGTGATGcTCtAtctCcgGTaCatcCCGCTtCcAgcgTactaGcTGaACGtAGAgAGGtgtGaagagATGACtAtCGgctggaGcggCTaCaaCAgaTaGGAtAACgcgGacCaTAGCgtcgatggTCAAATaaaTTCCtAgTGAgCaTCAgCACGGTCGagtaCtcAaaGtGtCacgatgtAtTacttAgtGgTAgcCAGTGGagTCccttgtcacTgaGtcGCAATcTTagggcGCGGcAGaCTtGCCtaGAtaCACGgagGTaTcGaTGgaAtGtcTAGTTaagCcCTgGTcccAcCCccTtACCGgcccctCCtaAcTggAtTAaGCcTcaaAGtTaCcaCTaCtGACcatGTGTtCGgttAaaAgtGAGTGtcGCaaacTCgGtagAGgCaAtATagGCTTTcAcGcaTaAcGTcGtGGTAgAcCAGCAgcgacCAtCCgGTCCtcgGcgagtTgCaCAGatCTAgtCtTtGttgAgCgggtAtGgttgAtCgatCtCcGaTagAatataACCCcacttCTATggtggGGagGctacagCCtCcaaCgagGtGCTGCgaAtatGaCTaAATTTtaAccCggTgCcCcgaCGgCTaAAgGAActaggTcgctTTCTcTaACcaTgccacAGcCTTtcTaGCtGaTGttgCGTcTTGGtaacGgaATcGAAGCTCAtGTCTcCtCtatgAGtTAGtcCTGtTaCCaAGctacCGGGCgAcgcACaatcCAgACCGttGTccAtGcgtgGCTTctTAAcgaatAcACttaCggagAgCTaactcaTaATtCTCcGcCctTActaTGATgGttGAatGgccgCatCggTactAagTCttgtcAgaTAGgAGGTgttacTCCCCcCtTGTTgTacTccaaaAtcCgcggtcGtagcttgCaCGtacaCaGgcTcCgtTAAtAgctaGGtCAAAtGgTTATGCGtATggccCATCtCgAagttcAACcAttctAacCgTCAtcgacaAgTAcCcTgTAttcCgaCGCtGCttGGTtCCatCgCgTGggcgAACcTAcAgcAcCAaacCgtAGGAtAatgGTCTGGAGctttcgtTACaGGTttgGATagCtcATAGtgTcGaacCGCTcgCATaGGgtTccGAAaTggtgGTatCacGtTatATgTCcTcCtgaagAaaatAGatcTcGtgGtGaTAtccCGAcgAttcAtAcgGTaggaGgGccTTTctgAaATCtGCgaacgTTatTatgaGCacaCtaAAggcTAACAcagCgcttTTAgcGtAaatTTgGTtAcgtaTaCccCTtTCCacAcTgcATTgtCaAtCgACCTcAaGGgCGCgAaGAtGaCaTGctGTgcAAAgtTgAtcaatgTttggttatTACcTgTcgagttAccGctaacccgAAcTCGACgtACCCGAGCctaAGGTGaaAgcGcAaaTTgtTAgATTttcGCagaTGTgtCcaaAGGgGtGcTAAtGCCcACGGATGtataAGctTaCCGggcGccACacaGGTCGatgatgGtCctTcAgTTCtCggaCtATGTCgaCACcaCCtCgAtcTtGgCTTGGGgGaTGataCgtagCaAtgAaCcCtccGcGctagTTcaCCgtTgAgCAtTgaaTACaCccActaCtTAtTtcgaCaGTaccAtGcGACatcgTTGatCACAGcaGGTcCAaGCCAAGtCttCCtCccgTccActctgcTGaTgcGGgGTGcgatCCgTCCgATcGAtAtGAgAAtGgGtTGAcCcCTaTtacGCTcAtaaTAcTaTCAGtcGcaCGCGtaCTACGaggAGCtCgAGCgTActCGgGgGacAgAtgtCCtCATCTAtTGacAAgtcCacaagAtCGAGaTaaGCTTAcGgAGaaGCAA
Modern Genetic EngineeringThe Modern Genetic
Engineering Experience
Always Free. Start in Seconds.
No Coding Required|Web Application|Modern User-Interface
No-Code|Web App|Modern UI
01.
Visualise
Clearly view metabolic pathways with our intuitive visual interface
02.
Edit
Create your own pathway with our easy drag-and-drop
03.
Simulate
Use our simulations to predict what your edits would do without spending any money on reagents
Engineering Biology without Barriers
A Modern & Intuitive Application
Designed to be simple for beginners, powerful for experts
Making Genome Scale Models Accessible
Starting with yeast (S. Cerevisiae) GEMs for FoodTech bioproduction
Built with Industry Leading Security
Encrypted, secure transmission & storage of your data
Unparallelled Value in the Industry
Basic
Core features available for free, always. We encourage everyone to start here and learn more about cellular engineering!
Visualise Metabolic Networks
Flux Balance Analysis
Edit Metabolic Models
Plus
Access to all features, including advanced tools and premium support. This tier is for professionals and teams who need advanced tools.
Unlimited Projects
Advanced Strain Design Methods
Multi-Objective FBA
Export as SBML
Platinum
The ultimate tier for professionals and teams who need the best tools and support. Get access to the newest features.
Priority Support
Custom Features
Access to Experimental AI Features
Frequently Asked Questions
About Us
Our Company
Intelligent Bio is a UKRI Innovate UK funded company that aims to revolutionise the field of computational biology to cement the foundation of the bioeconomy.
Our mission is to enable aspiring and current biologists, bioengineers, and researchers to easily access and use cutting-edge computational tools for engineering biology.
Our Story
We believe biotechnology can change the world we live in, but not at this pace.
We are a team of recent graduates from Imperial College London with Bioengineering/Physics backgrounds who won't wait for other people to fix problems we can do something about.
We have seen first-hand how slow trial-and-error biology experiments are and how expensive they can be.
Model-driven design can cut down the time and costs involved but will need you to sink in hundreds of hours to learn the required mathematical and coding skills.
We realised we could do something about this and we're on a mission to help you focus on tackling the actual hard science problems instead of fighting against the very technology that was supposed to streamline your research.
Our goal is to make biological design feel like magic – straight out of a Sci-Fi movie.
Our Team
Left to Right:
CSO Aurélien Lingua
MEng Molecular Bioengineering
CEO Alexander Sim
MEng Molecular Bioengineering
CTO Vasanth Balla
MSci Physics with Theoretical Physics
(Imperial College London)
Supported By
