Dataset Viewer
Auto-converted to Parquet Duplicate
id
stringlengths
7
7
sequence
stringlengths
9
1.2k
cath_c
stringclasses
5 values
cath_a
stringclasses
43 values
cath_t
stringlengths
6
9
cath_h
stringlengths
9
13
1em7A00
TTYKLILNGKTLKGETTTEAVDAETAERVFKEYAKKNGVDGEWTYDDATKTFTVTE
3
3.10
3.10.20
3.10.20.10
1emaA00
XSKGEELFTGVVPILVELDGDVNGHKFSVSGEGEGDATYGKLTLKFICTTGKLPVPWPTLVTTFXVQCFSRYPDHXKRHDFFKSAXPEGYVQERTIFFKDDGNYKTRAEVKFEGDTLVNRIELKGIDFKEDGNILGHKLEYNYNSHNVYIXADKQKNGIKVNFKIRHNIEDGSVQLADHYQQNTPIGDGPVLLPDNHYLSTQSALSKDPNEKRDHXVLLEFVTAAGITHGXDELYK
2
2.40
2.40.155
2.40.155.10
1emnA01
GQCINTDGSYRCECPFGYILAGNECVD
2
2.10
2.10.25
2.10.25.10
1emoA00
SAVDMDECKEPDVCKHGQCINTDGSYRCECPFGYILAGNECVDTDECSVGNPCGNGTCKNVIGGFECTCEEGFEPGPMMTCE
2
2.10
2.10.25
2.10.25.10
1emrA00
LMNQIRSQLAQLNGSANALFILYYTAQGEPFPNNLEKLCGPNVTDFPPFHANGTEKAKLVELYRIVVYLGTSLGNITRDQKILNPSALSLHSKLNATADILRGLLSNVLCRLCSKYHVGHVDVTYGPDTSGKDVFQKKKLGCQLLGKYKQVISVLAQAF
1
1.20
1.20.1250
1.20.1250.10
1emtH01
QVHLQESGPELVRPGASVKISCKTSGYVFSSSWMNWVKQRPGQGLKWIGRIYPGNGNTNYNEKFKGKATLTADKSSNTAYMQLSSLTSVDSAVYFCATSSAYWGQGTLLTVSA
2
2.60
2.60.40
2.60.40.10
1emtL01
DIQMTQTTSSLSASLGDRVTFSCSASQDISNYLNWYQQKPDGTIKLLIYYTSSLRSGVPSRFSGSGSGTDYSLTINNLEPEDIATYFCQQYSRLPFTFGSGTKLEIKR
2
2.60
2.60.40
2.60.40.10
1en5A01
DKQTMEIHHTKHHQTFVNNANAALESLPEFANLPVEELITKLDQLPADKKTVLRNNAGGHANHSLFWKGLK
1
1.10
1.10.287
1.10.287.990
1encA00
ATSTKKLHKEPATLIKAIDGETVKLMYKGQPMTFRLLLVDTPETKHPKKGVEKYGPEASAFTKKMVENAKKIEVEFDKGQRTDKYGRGLAYIYADGKMVNEALVRQGLAKVAYVYKPNNTHEQHLRKSEAQAKKEKLNIWSEDNADSGQ
2
2.40
2.40.50
2.40.50.90
1eo6A00
MKWMFKEDHSLEHRCVESAKIRAKYPDRVPVIVEKVSGSQIVDIDKRKYLVPSDITVAQFMWIIRKRIQLPSEKAIFLFVDKTVPQSSLTMGQLYEKEKDEDGFLYVAYSGENTFGF
3
3.10
3.10.20
3.10.20.90
1eo8H01
QVQLQQSGAELMKPGPSVKISCKATGYSFSTYFIEWIRQRPGHGLEWIGEILPGSDNTNFNEKFKDRATFTADTPSNTAYMQLSSLTSEDSAVYYCARPTGRLWFSYWGQGTLVTVSA
2
2.60
2.60.40
2.60.40.10
1eo8L01
QIILTQSPAIMSASPGEKVTMTCSASSDISYMHWYQQKSDTSPKIWIYDTSKLASGVPARFSGSGSGTSYSLTISTMEAEDAATYYCHQRSSYPTFGGGTKLEIKR
2
2.60
2.60.40
2.60.40.10
1eogA02
YGKDQQEAALVDMVNDGVEDLRCKYISLIYTNYEAGKDDYVKALPGQLKPFETLLSQNQGGKTFIVGDQIAFADYNLLDLLLIHEVLAPGCLDAFPLLSAYVGRLSAR
1
1.20
1.20.1050
1.20.1050.10
1eokA00
ATALAGSNGVCIAYYITDGRNPTFKLKDIPDKVDMVILFGLKYWSLQDTTKLPGGTGMMGSFKSYKDLDTQIRSLQSRGIKVLQNIDDDVSWQSSKPGGFASAAAYGDAIKSIVIDKWKLDGISLDIEHSGAKPNPIPTFPGYAATGYNGWYSGSMAATPAFLNVISELTKYFGTTAPNNKQLQIASGIDVYAWNKIMENFRNNFNYIQLQSYGANVSRTQLMMNYATGTNKIPASKMVFGAYAEGGTNQANDVEVAKWTPTQGAKGGMMIYTYNSNVSYANAVRDAVKN
3
3.20
3.20.20
3.20.20.80
1f76A00
XYYPFVRKALFQLDPERAHEFTFQQLRRITGTPFEALVRQKVPAKPVNCXGLTFKNPLGLAAGLDKDGECIDALGAXGFGSIEIGTVTPRPQPGNDKPRLFRLVDAEGLINRXGFNNLGVDNLVENVKKAHYDGVLGINIGKNKDTPVEQGKDDYLICXEKIYAYAGYIAINISSPNTPGLRTLQYGEALDDLLTAIKNKQNDLQAXHHKYVPIAVKIAPDLSEEELIQVADSLVRHNIDGVIATNTTLDRSLVQGXKNCDQTGGLSGRPLQLKSTEIIRRLSLELNGRLPIIGVGGIDSVIAAREKIAAGASLVQIYSG...
3
3.20
3.20.20
3.20.20.70
1f7eA00
SDGDQCASSPCQNGGSCKDQLQSYICFCLPAFEGRNCETHKDDGSA
2
2.10
2.10.25
2.10.25.10
1f7sA00
MANAASGMAVHDDCKLRFLELKAKRTHRFIVYKIEEKQKQVVVEKVGQPIQTYEEFAACLPADECRYAIYDFDFVTAENCQKSKIFFIAWCPDIAKVRSKMIYASSKDRFKRELDGIQVELQATDPTEMDLDVFRSRAN
3
3.40
3.40.20
3.40.20.10
1f7uA01
SCKLVENKKVIIEFSSPNIAKPFHAGHLRSTIIGGFLANLYEKLGWEVIRMNYLGDWGKQFGLLAVGFERYGNEEALVKDPIHHLFDVYVRINKDIEEEGDSIPLEQSTNGKAREYFKRMEDGDEEALKIWKRFREFSIEKYIDTYARLNIKYDVYSGESQVSKESMLKAIDLFKEKGLTHEDKGAVLIDLTKFNKKLGKAIVQKSDGTTLYLTRDVGAAMDRYEKYHFDKMIYVIASQQDLHAAQFFEILKQMGFEWAKDLQHVNFGMVQGMSTRKGTVVFLDNILEETKEKMHEVMKKNENKYAQIEHPEEVADLVGI...
3
3.40
3.40.50
3.40.50.620
1f7zA01
EAFPVDDDDAIVGGYTCQENSVVALPSSCAPAGTQCLISGWGNTLSSGVNEPDLLQCLDAPLLPQADCEASYPGKITDNMVCVGFLEGGKDSCQGDSGGPVVCNGELQGIVSWGYGCALPDNPGVYTKVC
2
2.40
2.40.10
2.40.10.10
1f80A00
AYGIGLDITELKRIASMAGRQKRFAERILTRSELDQYYELSEARKNEFLAGRFAAKEAFSKAFGTGIGRQLSFQDIEIRKDQNGKPYIICTKLSQAAVHVSITHTKEYAAAQVVIERLSS
3
3.90
3.90.470
3.90.470.20
1f8fA02
GAGACINALKVTPASSFVTWGAGAVGLSALLAAKVCGASIIIAVDIVESRLELAKQLGATHVINSKTQDPVAAIKEITDGGVNFALESTGSPEILKQGVDALGILGKIAVVGAPQLGTTAQFDVNDLLLGGKTILGV
3
3.40
3.40.50
3.40.50.720
1f8gA01
AGYRAVIDGAYEFARAFPXXXTAAGTVPPARVLVFGVGVAGLQAIATAKRLGAVVXATDVRAATKEQVESLGGKFITVDDEAXKTAETAGGYAKEXGEEFRKKQAEAVLKELVKTDIAITTALIPGKPAPVLITEEXVTKXKPGSVIIDLAVEAGGNCPLSEPGKIVVKHGVKIVGHTNVPSR
3
3.40
3.40.50
3.40.50.720
1f8gB02
XKIAIPKERRPGEDRVAISPEVVKKLVGLGFEVIVEQGAGVGASITDDALTAAGATIASTAAQALSQADVVWKVQRPXTAEEGTDEVALIKEGAVLXCHLGALTNRPVVEALTKRKITAYAXELXPRISRAQSXDILSSQSNLVAADASPLFAKNLLNFLTPHVDKDTKTLVXKLEDETVSGTCVTRD
3
3.40
3.40.50
3.40.50.720
1f8mA00
MASVVGTPKSAEQIQQEWDTNPRWKDVTRTYSAEDVVALQGSVVEEHTLARRGAEVLWEQLHDLEWVNALGALTGNMAVQQVRAGLKAIYLSGWQVAGDANLSGHTYPDQSLYPANSVPQVVRRINNALQRADQIAKIEGDTSVENWLAPIVADGEAGFGGALNVYELQKALIAAGVAGSHWEDQLASEKKCGHLGGKVLIPTQQHIRTLTSARLAADVADVPTVVIARTDAEAATLITSDVDERDQPFITGERTREGFYRTKNGIEPCIARAKAYAPFADLIWMETGTPDLEAARQFSEAVKAEYPDQMLAYNCSPSFN...
3
3.20
3.20.20
3.20.20.60
1f8tH01
GVQLQESGPGLVKPSQSLSLTCTVTGYSITSDYAWNWIRQFPGNKLEWMGYITYSGSTGYNPSLKSRISITRDTSKNQFFLQLNSVTTEDTATYYCASYDDYTWFTYWGQGTLVTVSA
2
2.60
2.60.40
2.60.40.10
1f8vC00
RLTDAGLAFLKCAFAAPDFSVDPGKGIPDNFHGRTLAIKDCNTTSVVFTPNTDTYIVVAPVPGFAYFRAEVAVGAQPTTFVGVPYPTYATNFGAGSQNGLPAVNNYSKFRYASMACGLYPTSNMMQFSGSVQVWRVDLNLSEAVNPAVTAITPAPGVFANFVDKRINGLRGIRPLAPRDNYSGNFIDGAYTFAFDKSTDFEWCDFVRSLEFSESNVLGAATAMKLLAPGGGTDTTLTGLGNVNTLVYKISTPTGAVNTAILRTWNCIELQPYTDSALFQFSGVSPPFDPLALECYHNLKMRFPVAVSSREN
2
2.60
2.60.120
2.60.120.20
1f8wA02
SXGMQLYLEGKVKDVNSVAVPFELDIPGKDLDNIYLMRGRQWAIKLKQKTVDPEVNNVVVIGSGYIGIEAAEAFAKAGKKVTVIDILDRPLGVYLDKEFTDVLTEEMEANNITIATGETVERYEGDGRVQKVVTDKNAYDADLVVVAVGV
3
3.50
3.50.50
3.50.50.60
1f94A00
MECYRCGVSGCHLKITCSAEETFCYKWLNKISNERWLGCAKTCTEIDTWNVYNKCCTTNLCNT
2
2.10
2.10.60
2.10.60.10
1f97A01
KGSVYTAQSDVQVPENESIKLTCTYSGFSSPRVEWKFVQGSTTALVCYNSQITAPYADRVTFSSSGITFSSVTRKDNGEYTCMVSEEGGQNYGEVSIHLTVL
2
2.60
2.60.40
2.60.40.10
1f97A02
VPPSKPTISVPSSVTIGNRAVLTCSEHDGSPPSEYSWFKDGISMLTADAKKTRAFMNSSFTIDPKSGDLIFDPVTAFDSGEYYCQAQNGYGTAMRSEAAHMDAVELNVGG
2
2.60
2.60.40
2.60.40.10
1f99A00
MKTPLTEAIAAADSQGRFLSNTELQVVNGRYNRATSSLEAAKALTANADRLISGAANAVYSKFPYTTQMPGPNYSSTAIGKAKCARDIGYYLRMVTYCLVVGGTGPMDDYLVAGLEEINRTFELSPSWYIEALKYIKNNHGLSGDVANEANTYIDYAINTLS
1
1.10
1.10.490
1.10.490.20
1f99B00
MLDAFAKVVAQADARGEFLSNTQIDALLAIVSEGNKRLDVVNKITNNASAIVTNAARALFAEQPQLISPGGNAYTSRRMAACLRDMEIVLRYVSYAMIAGDASVLDDRCLNGLRETYQALGTPGASVAVAIQKMKDAALALVNDTTGTPAGDCASLVAEIATYFDRAAAAVA
1
1.10
1.10.490
1.10.490.20
1f9aA00
LRGFIIGRFQPFHKGHLEVIKKIAEEVDEIIIGIGSAQKSHTLENPFTAGERILMITQSLKDYDLTYYPIPIKDIEFNSIWVSYVESLTPPFDIVYSGNPLVRVLFEERGYEVKRPEMFNRKEYSGTEIRRRMLNGEKWEHLVPKAVVDVIKEIKGVERLRKLAQTDK
3
3.40
3.40.50
3.40.50.620
1f9cA02
LPVSELLGGRVRDSLEVAWTLASGDTARDIAEARHMLEIRRHRVFKLKIGANPVEQNLKHVVTIKRELGDSASVRVDVNQYWDESQAIRACQVLGDNGIDLIEQPISRINRGGQVRLNQRTPAPIMADESIESVEDAFSLAADGAASIFALKIAKNGGPRAVLRTAQIAEAAGIGLYGGTMLEGSIGTLASAHAFLTLRQLTWGTELFGPLLLTEEIVNEPPQYRDFQLHIPRTPG
3
3.20
3.20.20
3.20.20.120
1f9fD00
GSHMTPIIHLKGDRNSLKCLRYRLRKHSDHYRDISSTWHWTGAGNEKTGILTVTYHSETQRTKFLNTVAIPDSVQILVGYMTM
3
3.30
3.30.70
3.30.70.330
1f9kA00
ETQSFNFDHFEENSKELNLQRQASIKSNGVLELTKLTKNGVPVWKSTGRALYAEPIKIWDSTTGNVASFETRFSFNITQPYAYPEPADGLTFFMVPPNSPQGEDGGNLGVFKPPEGDNAFAVEFDTFQNTWDPQVPHIGIDVNSIVSSKTLHFQLENGGVANVVIKYDSPTKILNVVLAFHSVGTVYTLSNIVDLKQEFPNSEWVNVGLSATTGYQKNAVETHEIISWSFTSSLQETN
2
2.60
2.60.120
2.60.120.200
1f9nB01
IKIREIITSNEIETQDELVDMLKQDGYKVTQATVSRDIKELHLVKVPTNNGSYKYSLPAD
1
1.10
1.10.10
1.10.10.10
1f9qD00
EAEEDGDLQCLCVKTTSQVRPRHITSLEVIKAGPHCPTAQLIATLKNGRKICLDLQAPLYKKIIKKLLES
2
2.40
2.40.50
2.40.50.40
1f9zA00
MRLLHTMLRVGDLQRSIDFYTKVLGMKLLRTSENPEYKYSLAFVGYGPETEEAVIELTYNWGVDKYELGTAYGHIALSVDNAAEACEKIRQNGGNVTREAGPVKGGTTVIAFVEDPDGYKIELIEEKDAGRGLGN
3
3.10
3.10.180
3.10.180.10
1faaA00
MYYLELALGTQEMEAIVGKVTEVNKDTFWPIVKAAGDKPVVLDMFTQWCGPCKAMAPKYEKLAEEYLDVIFLKLDCNQENKTLAKELGIRVVPTFKILKENSVVGEVTGAKYDKLLEAIQAARS
3
3.40
3.40.30
3.40.30.10
1fadA00
GSHMAAPPGEAYLQVAFDIVCDNVGRDWKRLARELKVSEAKMDGIEEKYPRSLSERVRESLKVWKNAEKKNASVAGLVKALRTCRLNLVADLVEEAQES
1
1.10
1.10.533
1.10.533.10
1faiH01
QVQLQQSGAELVRAGSSVKMSCKASGYTFTSYGVNWVKQRPGQGLEWIGYINPGKGYLSYNEKFKGKTTLTVDRSSSTAYMQLRSLTSEDAAVYFCARSFYGGSDLAVYYFDSWGQGTTLTVSS
2
2.60
2.60.40
2.60.40.10
1faiH02
AKTTPPSVYPLAPGCGDTTGSSVTLGCLVKGYFPESVTVTWNSGSLSSSVHTFPALLQSALYTMSSSVTVPSSTWPSQTVTCSVAHPASSTTVDKKL
2
2.60
2.60.40
2.60.40.10
1faiL01
DIQMTQTTSSLSASLGDRVTISCRASQDISNYLNWYQQKPDGTVKLLIYYTSRLHSGVPSRFSGSGSGTDYSLTISNLEHEDIATYFCQQGSTLPRTFGGGTKLEIK
2
2.60
2.60.40
2.60.40.10
1fakL01
RTKLFWISYSDGDQCASSPCQNGGSCKDQLQSYICFCLPAFEGRNCETHKD
2
2.10
2.10.25
2.10.25.10
1faoA00
MQTGRTEDDLVPTAPSLGTKEGYLTKQGGLVKTWKTRWFTLHRNELKYFKDQMSPEPIRILDLTECSAVQFDYSQERVNCFCLVFPFRTFYLCAKTGVEADEWIKILRWKLSQIRKQLNQGEGTIR
2
2.30
2.30.29
2.30.29.30
1fatD00
SNDIYFNFQRFNETNLILQRDASVSSSGQLRLTNLNGNGEPRVGSLGRAFYSAPIQIWDNTTGTVASFATSFTFNIQVPNNAGPADGLAFALVPVGSQPKDKGGFLGLFDGSNSNFHTVAVEFDTLYNKDWDPTERHIGIDVNSIRSIKTTRWDFVNGENAEVLITYDSSTNLLVASLVYPSQKTSFIVSDTVDLKSVLPEWVSVGFSATTGINKGNVETNDVLSWSFASKLS
2
2.60
2.60.120
2.60.120.200
1favA00
QIEDKIEEILSKIYHIENEIARIKKLIGEARQLLSGIVQQQNNLLRAIEAQQHLLQLTVWGIKQLQARILAVERYLKDQ
1
1.20
1.20.5
1.20.5.170
1faxA02
PWQALLINEENEGFCGGTILSEFYILTAAHCLYQAKRFKVRVGDRNTAAEEGGEAVHEVEVVIKHNRFTKETYDFDIAVLRLKTPITFRMNVAPAFLKWIDRSMKTR
2
2.40
2.40.10
2.40.10.10
1faxL00
TRKLCSLDNGDCDQFCHEEQASVVCSCARGYTLADNGKACIPTGPYPCGKQTLER
2
2.10
2.10.25
2.10.25.10
1fb5A01
VQLKGRDLLTLKNFTGEEIKYMLWLSADLKFRIKQKGEYLPLLQGKSLGMIFEKRSTRTRLSTETGFALLGGHPCFLTTQDIHLGVNESLTDTARVLSSMADAVLARVYKQSDLETLAKEASIPVINGLSDLYHPIRKWTIMAVMVSLLTDY
3
3.40
3.40.50
3.40.50.1370
1fb6A00
EVQDVNDSSWKEFVLESEVPVMVDFWAPWCGPCKLIAPVIDELAKEYSGKIAVYKLNTDEAPGIATQYNIRSIPTVLFFKNGERKESIIGAVPKSTLTDSIEKYL
3
3.40
3.40.30
3.40.30.10
1fbaA00
XTTYFNYPSKELQDELREIAQKIVAPGKGILAADESGPTMGKRLQDIGVENTEDNRRAYRQLLFSTDPKLAENISGVILFHETLYQKADDGTPFAEILKKKGIILGIKVDKGVVPLFGSEDEVTTQGLDDLAARCAQYKKDGCDFAKWRCVLKIGKNTPSYQSILENANVLARYASICQSQRIVPIVEPEVLPDGDHDLDRAQKVTETVLAAVYKALSDHHVYLEGTLLKPNMVTAGQSAKKNTPEEIALATVQALRRTVPAAVTGVTFLSGGQSEEEATVNLSAINNVPLIRPWALTFSYGRALQASVLRAWAGKKENI...
3
3.20
3.20.20
3.20.20.70
1fbiH01
QVQLQQPGAELVKPGASVKLSCKASGYTFTSYWMHWVKQGPGQGLEWIGEIDPSDSYPNYNEKFKGKATLTVDKSSSTAYMQLSSLTSEDSAVYYCASLYYYGTSYGVLDYWGQGTSVTVSS
2
2.60
2.60.40
2.60.40.10
1fbiP01
DIQMTQTTSSLSASLGDRVTISCRASQDISNYLNWYQKKPDGTVKLLIYYTSRLHSGVPSRFSGSGSGTDYSLTIRNLEQEDIATYFCQQGYTLPYTFGGGTKLEIK
2
2.60
2.60.40
2.60.40.10
1fblA01
FVLTPGNPRWENTHLTYRIENYTPDLSREDVDRAIEKAFQLWSNVSPLTFTKVSEGQADIMISFVRGDHRDNSPFDGPGGNLAHAFQPGPGIGGDAHFDEDERWTKNFRDYNLYRVAAHELGHSLGLSHSTDIGALMYPNYIYTGDVQLSQDDIDGIQAIYGPSENPVQPSGPQ
3
3.40
3.40.390
3.40.390.10
1fbnA01
XEDIKIKEIFENIYEVDLGDGLKRIATKSIVKGKKVYDEKIIKIGDEEYRIW
3
3.30
3.30.200
3.30.200.20
1fbvA02
DHIKVTQEQYELYCEMGSTFQLCKICAENDKDVKIEPCGHLMCTSCLTSWQESEGQGCPFCRCEIKGTEPIVVDPF
3
3.30
3.30.40
3.30.40.10
1fbwA01
ASSPANKVYQDRFESMYSKIKDPANGYFSEQGIPYHSIETLMVEAPDYGHVTTSQAMSYYMWLEAMHGRFSGDFTGFDKSWSVTEQYLINSQLTSAYGTSMLYGMNAPDADARAVQATYWADQWAKEQGKSVSTSVGKATKMGDYLRYSFFDKYFRKIGQPSQAGTGYDAAHYLLSWGSSHNHFGYQNPFAAWVLSTDANFKPKSSNGASDWAKSLDRQLEFYQWLQSAEGAIAGGATNSWNGRYEAVPSGTSTFYGMGYVENPVYADPGSNTWFGMQVWSMQRVAELYYKTGDARAKKLLDKWAKWINGEIKFNADGTF...
1
1.50
1.50.10
1.50.10.10
1fc2C00
ADNKFNKEQQNAFYEILHLPNLNEEQRNGFIQSLKDDPSQSANLLAEAKKLNDAQXXK
1
1.20
1.20.5
1.20.5.420
1fc3B00
NKPKNLDASITSIIHEIGVPAHIKGYLYLREAIAMVYHDIELLGSITKVLYPDIAKKYNTTASRVERAIRHAIEVAWSRGNLESISSLFGYTVSVSKAKPTNSEFIAMVADKLRLEHKAS
1
1.10
1.10.10
1.10.10.10
1fc4A02
GLFKEERIITSAQQADITVADGSHVINFCANNYLSELRDRLWANARQFREQXSAAGFTLAGADHAIIPVXLGDAVVAQKFARELQKEGIYVTGFFYPVVPKGQARIRTQXSAAHTPEQITRAVEAFTRIGKQLGVI
3
3.90
3.90.1150
3.90.1150.10
1fc4B01
HPDLIAAAKAGXDSHGFGXASVRFICGTQDSHKELEQKLAAFLGXEDAILYSSCFDANGGLFETLLGAEDAIISDALNHASIIDGVRLCKAKRYRYANNDXQELEARLKEAREAGARHVLIATDGVFSXDGVIANLKGVCDLADKYDALVXVDDSHAVGFVGENGRGSHEYCDVXGRVDIITGTLGKALGGASGGYTAARKEVVEWLRQRSRPYLFSNSLAPAIVAASIKVLEXVEAG
3
3.40
3.40.640
3.40.640.10
1fc4B02
GLFKEERIITSAQQADITVADGSHVINFCANNYLSELRDRLWANARQFREQXSAAGFTLAGADHAIIPVXLGDAVVAQKFARELQKEGIYVTGFFYPVVPKGQARIRTQXSAAHTPEQITRAVEA
3
3.90
3.90.1150
3.90.1150.10
1fc6A03
NPVTFTTCSNVAAAALPPGAAKQQLGYVRLATFNSNTTAAAQQAFTELSKQGVAGLVLDIRNNGGGLFPAGVNVARXLVDRGDLVLIADSQGIRDIYSADGNSIDSATPLVVLVNRGTASASEVLAGALKDSKRGLIAGERTFGKGLTVARYQTPAGVDINKIGVSPDVQLDPEVLPTDLEGVCRVLGSDAA
3
3.90
3.90.226
3.90.226.10
1fc9A02
TGVGLEITYDGGSGKDVVVLTPAPGGPAEKAGARAGDVIVTVDGTAVKGLSLYDVSDLLQGEADSQVEVVLHAPGAPSNTRTLQLTRQKVTI
2
2.30
2.30.42
2.30.42.10
1fccC00
TTYKLVINGKTLKGETTTEAVDAATAEKVFKQYANDNGVDGEWTYDDATKTFTVTE
3
3.10
3.10.20
3.10.20.10
1fcdA01
AGRKVVVVGGGTGGATAAKYIKLADPSIEVTLIEPNTDYYTCYLSNEVIGGDRKLESIKHGYDGLRAHGIQVVHDSATGIDPDKKLVKTAGGAEFGYDRCVVAPGIELIYDKIEGYQRAGKIAQIAGLTNDAGWCPVDIKTFESSIHKGIHVIGDASIANPMPKSGYSANSQGKVAAAAVVVLLKGEE
3
3.50
3.50.50
3.50.50.60
1fcdA02
SEEAAAKLPHAWKAGEQTAILRKQLEDMADGGTVVIAPPAAPFRCPPGPYERASQVAYYLKAHKPMSKVIILDSSQTFSKQSQFSKGWERLYGFGTENAMIEWHPGPDSAVVKVDGGEMMVETAFGDEFKADVINLIPP
3
3.50
3.50.50
3.50.50.60
1fcdC01
EPTAEMLTNNCAGCHGTHGNSVGPASPSIAQMDPMVFVEVMEGFKSGEIASTIMGRIAKGYSTADFEKMAGYFKQQTY
1
1.10
1.10.760
1.10.760.10
1fcdC02
QPAKQSFDTALADTGAKLHDKYCEKCHVEGGKPLADEEDYHILAGQWTPYLQYAMSDFREERRPMEKKMASKLRELLKAEGDAGLDALFAFYASQQ
1
1.10
1.10.760
1.10.760.10
1fcjA01
SKIYEDNSLTIGHTPLVRLNRIGNGRILAKVESRTGPEIWEDTDGQVDVFISGVGTGGTLTGVTRYIKGTKGKTDLITVAVEPTDSPVIAQALAGEEIKPGPHKIQGIGAGFIPGNLDLKLIDKVVGITNEEAISTARRLMEEEGILAGISSGAAVAAALKLQEDESFTNKNIVVILPSSG
3
3.40
3.40.50
3.40.50.1100
1fclA00
TTFKLIINGKTLKGETTTEAVDAATAEKVLKQYINDNGIDGEWTYDDATKTWTVTE
3
3.10
3.10.20
3.10.20.10
1fptL01
DVVMTQTPLSLPVSLGDQASISCSSSQSLVHSNGKTYLHWYLQKPGQSPKLLIYKVSNRFSGVPDRFSGSGSGTYFTLKISRVEAEDLGVYFCSQSTHVPYTFGGGTKLEIKR
2
2.60
2.60.40
2.60.40.10
1fpwA01
LSKDDLTCLKQSTYFDRREIQQWHKGFLRDCPSGQLAREDFVKIYKQFFPFGSPEDFANHLFTVFDKDNNGFIHFEEFITVLSTTSRGT
1
1.10
1.10.238
1.10.238.10
1fpwA02
LEEKLSWAFELYDLNHDGYITFDEMLTIVASVYKMMGSMVTLNEDEATPEMRVKKIFKLMDKNEDGYITLDEFREGSKVDPSIIGALNLYDGLI
1
1.10
1.10.238
1.10.238.10
1fpzC00
EQTPIHISWLSLSRVNCSQFLGLCALPGCKFKDVRRNVQKDTEELKSCGIQDIFVFCTRGELSKYRVPNLLDLYQQCGIITHHHPIADGGTPDIASCCEIMEELTTCLKNYRKTLIHSYGGLGRSCLVAACLLLYLSDTISPEQAIDSLRDLRGSGAIQTIKQYNYLHEFRDKLAAHLSSRDSQSRSVSR
3
3.90
3.90.190
3.90.190.10
1fq3A02
PYMAYLMIWDQKSLKRCGGFLIQDDFVLTAAHCWGSSINVTLGAHNIKEQEPTQQFIPVKRPIPHPAYNPKNFSNDIMLLQLERKAKRTRAVQPSFVHWIKKTMKR
2
2.40
2.40.10
2.40.10.10
1fqfA01
VPDKTVRWCAVSEHEATKCQSFRDHMKSVIPSDGPSVACVKKASYLDCIRAIAANEADAVTLDAGLVYDAYLAPNNLKPVVAEFTVVARSMGGKEDLIWELLNQAQEHFGKDKSKEFQLFSSPHGKDLLFADSAHGFLKVPPRMDA
3
3.40
3.40.190
3.40.190.10
1fqjA01
VKLLLLGAGESGKSTIVKQMKIIHQDGYTTGIIETQFSFKDLNFRMFDVGGQRSERKKWIHCFEGVTAIIFCVALSDYDLVLAEDEEMNRMHESMKLFDSICNNKWFTDTSIILFLNKKDLFEEKIKKSPLTICYPEYAGSNTYEEAGNYIKVQFLELNMRRDVKEIYSHMTCATDTQNVKFVFDAVTDII
3
3.40
3.40.50
3.40.50.300
1fr3A00
MKISGRNKLEATVKEIVKGTVMAKIVMDYKGTELVAAITIDSVADLDLVPGDKVTALVKATEMEVLK
2
2.40
2.40.50
2.40.50.100
1frbA00
ATFVELSTKAKMPIVGLGTWKSPPNQVKEAVKAAIDAGYRHIDCAYAYCNENEVGEAIQEKIKEKAVQREDLFIVSKLWPTCFEKKLLKEAFQKTLTDLKLDYLDLYLIHWPQGLQPGKELFPKDDQGRILTSKTTFLEAWEGMEELVDQGLVKALGVSNFNHFQIERLLNKPGLKHKPVTNQVECHPYLTQEKLIQYCHSKGISVTAYSPLGSPDRPSAKPEDPSLLEDPKIKEIAAKHEKTSAQVLIRFHIQRNVVVIPKSVTPSRIQENIQVFDFQLSDEEMATILSFNRNWRACLLPETVNMEEYPYDAEY
3
3.20
3.20.20
3.20.20.100
1frdA00
ASYQVRLINKKQDIDTTIEIDEETTILDGAEENGIELPFSCHSGSCSSCVGKVVEGEVDQSDQIFLDDEQMGKGFALLCVTYPRSNCTIKTHQEPYLA
3
3.10
3.10.20
3.10.20.30
1frgH01
EVLLVESGGDLVKPGGFLKLSCAASGFTFSSFGMSWVRHTPDKRLEWVATISNGGGYTYYQDSVKGRFTISRDNAKNTLFLEMTSLKSEDAGLYYCARRERYDEKGFAYWGRGTLVTVSA
2
2.60
2.60.40
2.60.40.10
1frgL01
DIVMTQSPSSLTVTAGEKVTMSCKSSQSLFNSGKRKNFLTWYHQKPGQPPKLLIYWASTRESGVPDRFSGSGSGTDFTLTITSVQAEDLAIYYCQNDYSHPLTFGAGTKLELKR
2
2.60
2.60.40
2.60.40.10
1frnA01
HSKKMEEGITVNKFKPKTPYVGRCLLNTKITGDDAPGETWHMVFSHEGEIPYREGQSVGVIPDGEDKNGKPHKLRLYVIASSALGDFGDAKSVSLCVKRLIYTNDAGETIKGVCSNFLCDLKPGAEVKLTGPV
2
2.40
2.40.30
2.40.30.10
1frrA00
AYKTVLKTPSGEFTLDVPEGTTILDAAEEAGYDLPFSCRAGACSSCLGKVVSGSVDESEGSFLDDGQMEEGFVLTCIAIPESDLVIETHKEEELF
3
3.10
3.10.20
3.10.20.30
1fs2A00
RENFPGVSWDSLPDELLLGIFSCLCLPELLKVSGVCKRWYRLASDESLWQTLDEFRVQHMDLSNSVIEVSTLHGILSQCSKLQNLSLEGLRLSDPIVNTLAKNSNLVRLNLSGCSGFSEFALQTLLSSCSRLDELNLSWCFDFTEKHVQVAVAHVSETITQLNLSGYRKNLQKSDLSTLVRRCPNLVHLDLSDSVMLKNDCFQEFFQLNYLQHLSLSRCYDIIPETLLELGEIPTLKTLQVFGIVPDGTLQLLKEALPHLQINCSHFTTIAR
3
3.80
3.80.10
3.80.10.10
1fscA00
TMCYSHTTTSRAILTNCGENSCYRKSRRHPPKMVLGRGCGCPPGDDNLEVKCCTSPDKCNY
2
2.10
2.10.60
2.10.60.10
1fseB00
MKEKEFQSKPLLTKREREVFELLVQDKTTKEIASELFISEKTVRNHISNAMQKLGVKGRSQAVVELLRMGELEL
1
1.10
1.10.10
1.10.10.10
1fsgA00
GSHMASKPIEDYGKGKGRIEPMYIPDNTFYNADDFLVPPHCKPYIDKILLPGGLVKDRVEKLAYDIHRTYFGEELHIICILKGSRGFFNLLIDYLATIQKYSGRESSVPPFFEHYVRLKSYQNDNSTGQLTVLSDDLSIFRDKHVLIVEDIVDTGFTLTEFGERLKAVGPKSMRIATLVEKRTDRSNSLKGDFVGFSIEDVWIVGCCYDFNEMFRDFDHVAVLSDAARKKFEK
3
3.40
3.40.50
3.40.50.2020
1fshA00
TSSVPGAPQLEEAPLTVKSDMSAIVRVMQLPDSGLEIRDRMWLKITIANAVIGADVVDWLYTHVEGFKERREARKYASSMLKHGFLRHTVNKITFSEQCYYVFGD
1
1.10
1.10.10
1.10.10.10
1fskC01
QVQLQQPGTELVRPGASVILSCKASGYTFTSYWINWVKQRPGQGLEWVGNIFPSDSYTNYNQKFKDKATLTVDKSSSTAYMQVNSPTSEDSAVYYCTRGARDTWFAYWGQGTLVTVSV
2
2.60
2.60.40
2.60.40.10
1fskH01
VLTQSPKSMSVSVGERVTLSCKASENVDTYVFWFQQKPDQSPKLLLYGPSNRYTGVPDRFTGSGSTTDFTLTISSVQAEDLADYHCGQSYSYPYTFGGGTKLEIK
2
2.60
2.60.40
2.60.40.10
1fsuA01
SRPPHLVFLLADDLGWNDVGFHGSRIRTPHLDALAAGGVLLDNYYTQPLXTPSRSQLLTGRYQIRTGLQHQIIWPCQPSCVPLDEKLLPQLLKEAGYTTHMVGKWHLGMYRKECLPTRRGFDTYFGYLLGSEDYYSHERCTLIDALNVTRCALDFRDGEEVATGYKNMYSTNIFTKRAIALITNHPPEKPLFLYLALQSVHEPLQVPEEYLKPYDFIQDKNRHHYAGMVSLMDEAVGNVTAALKSSGLWNNTVFIFSTDNGGQTLAGGNNWPLRGRKWSLWEGGVRGVGFVASPLLKQKGVKNRELIHISDWLPTLVKLA...
3
3.40
3.40.720
3.40.720.10
1ft8C01
PFTPIEFHYENTRAQFFVEDASTASALKAVNYKILDRENRRISIIINSSAPPHTILN
3
3.30
3.30.70
3.30.70.330
1ft8E00
WFKITIPYGRKYDKAWLLSMIQSKCSVPFTPIEFHYENTRAQFFVEDASTASALKAV
3
3.30
3.30.70
3.30.70.330
1ft9A01
MPPRFNIANVLLSPDGETFFRGFRSKIHAKGSLVCTGEGDENGVFVVVDGRLRVYLVGEEREISLFYLTSGDMFCMHSGCLVEATERTEVRFADIRTFEQKLQTCPSMAWGLIAILGRALTSCMRTIEDLMF
2
2.60
2.60.120
2.60.120.10
1ft9A02
HDIKQRIAGFFIDHANTTGRQTQGGVIVSVDFTVEEIANLIGSSRQTTSTALNSLIKEGYISRQGRGHYTIPNLVRLKAAADGDRDDDDD
1
1.10
1.10.10
1.10.10.10
1fthA00
MRMIVGHGIDIEELASIESAVTRHEGFAKRVLTALEMERFTSLKGRRQIEYLAGRWSAKEAFSKAMGTGISKLGFQDLEVLNNERGAPYFSQAPFSGKIWLSISHTDQFVTASVILEENHES
3
3.90
3.90.470
3.90.470.20
End of preview. Expand in Data Studio

CATH v4.3 Annotation Transfer (ProtTucker / EAT splits)

Can a protein language model recognise that two proteins share a fold when their sequences look unrelated? That is the question this dataset asks.

You are given a large lookup set of protein domains with known CATH structural classifications, and a small set of query domains that have been filtered so no query has a detectable sequence-alignment relative in the lookup set. Predict each query's CATH class by finding its nearest neighbour in the lookup set. Sequence search does poorly here by construction; the interesting question is whether embeddings do better.

This is the "midnight zone" benchmark from Heinzinger et al. (2022). The splits are the authors' own, so results are directly comparable to their Table 1.

Quick start

from datasets import load_dataset

ds = load_dataset("GrimSqueaker/cath43-eat")
lookup, queries = ds["lookup"], ds["test_h"]

# 1-nearest-neighbour annotation transfer, the whole method:
#   embed both sets, then for each query take the label of the closest lookup
#   protein by Euclidean distance. Accuracy = how often that label is right.

Splits

Split Rows What it is
lookup 69,605 Labelled set. Annotations are transferred from here.
test_h 150 The benchmark. Queries answerable at the H level (see below).
test219 219 All queries, for per-level analysis at C/A/T.
train 66,052 Authors' training set, if you want to train a model rather than evaluate one.
validation 200 Authors' early-stopping set.
test300 300 Superset of test219 before the strictest redundancy filter.

test219 is non-redundant to lookup at HVAL ≤ 0 — roughly, no query has a lookup relative that sequence alignment can find. That is what makes this a midnight-zone test rather than a lookup exercise.

Why test_h has 150 rows and not 219. A query whose superfamily does not appear anywhere in the lookup set cannot be answered correctly by any method. Scoring those queries would charge every method for an impossible case and put a ceiling below 100% for reasons unrelated to the method. The original paper excludes them per level; test_h is that exclusion applied for the H level, pre-computed so you get comparable numbers by default.

Queries answerable at each level:

Level Answerable / 219
C (class) 219
A (architecture) 219
T (topology) 208
H (homologous superfamily) 150

If you evaluate at C, A, or T, use test219 and apply the exclusion for that level yourself: drop queries whose label at that level is absent from lookup.

Fields

Field Example Notes
id 2vwaA00 CATH domain identifier
sequence INKINLNKPII... Amino acid sequence of the domain (median 134 aa)
cath_c 1 Class
cath_a 1.10 Architecture
cath_t 1.10.8 Topology
cath_h 1.10.8.10 Homologous superfamily — the hardest and headline level

The four levels nest, so cath_h implies cath_t implies cath_a implies cath_c. They are stored separately so you do not have to re-split strings.

Reference numbers

From Heinzinger et al. (2022), Table 1 — accuracy transferring from lookup to the queries, per CATH level:

Method C A T H
Random baseline 29 9 1 0
MMseqs2 (sequence search) 52 36 29 35
HMMER (profile search) 70 60 59 77
ProtT5 embeddings, raw 84 67 57 64
ProtTucker(ProtT5), contrastively tuned 89 75 64 76

Note the shape of it: sequence search collapses, profile search holds up, and raw embeddings beat both profile search at the coarse levels while losing at H. Contrastive tuning on CATH closes that gap.

Provenance

Assembled from two sources, both by the original authors:

  • Splits and sequencesgithub.com/Rostlab/EAT, data/ProtTucker/*.fasta (repository licensed GPL-3.0).
  • CATH labelsZenodo 14675997, cath-domain-list.txt, CathDomainList v4.3.0 in CLF 2.0 format (CC-BY-4.0). Columns 2–5 give C, A, T and H.

Underlying structural classification is CATH v4.3.0. Every domain in every split matched a CATH entry, so nothing was dropped for missing labels.

Build script: scripts/build_cath_eat_dataset.py in ProtBench.

Citation

If you use this dataset, cite the paper it comes from:

@article{heinzinger2022contrastive,
  title   = {Contrastive learning on protein embeddings enlightens midnight zone},
  author  = {Heinzinger, Michael and Littmann, Maria and Sillitoe, Ian and
             Bordin, Nicola and Orengo, Christine and Rost, Burkhard},
  journal = {NAR Genomics and Bioinformatics},
  volume  = {4},
  number  = {2},
  pages   = {lqac043},
  year    = {2022},
  doi     = {10.1093/nargab/lqac043}
}

And CATH itself:

@article{sillitoe2021cath,
  title   = {CATH: increased structural coverage of functional space},
  author  = {Sillitoe, Ian and Bordin, Nicola and Dawson, Natalie and others},
  journal = {Nucleic Acids Research},
  volume  = {49},
  number  = {D1},
  pages   = {D266--D273},
  year    = {2021},
  doi     = {10.1093/nar/gkaa1079}
}
Downloads last month
31