{ "proof": { "proofs": [ { "primary_proof": { "eq_proof": { "revealed_attrs": { "universitycnpj": "514949515150514748484849455757", "universitydid": "75120100119558982825069867170715050981184910565119", "universityname": "85708367" }, "a_prime": "70617751124391759961324524987818173168637436905134049878233416534958006072940276680825501622237840846087564253960114780591708283519632834595244108099999662735488777047623692025748598746737339445404550711715366979246551489426492854740313125011053771955335368164972555373837271712688471031198567438255875858255096105387189172602580508319171121509646760876198064950334496696536510403388958579466142503309887087645740270783704307345883435529001207804567633486182744077562166052393825919648762789834167201840453342718420929006214230396207335977870995908987736635871514967454118331157382916422465274853801986485773635364579", "e": "154128369117146804872970522015794604490894537847706701502833123064332440985354097268021534129037529734014711312005379036924871074777568390", "v": "1312207226971381273496266593051648743887085266885712447686382592292795971770047333062204130829500592378527282930551375596683508877230828374510785648182349573900997542991566460743636661984345960540651945696254052031869977388801891933052630604400742772764870967487974092200278127148187860403167591196797497477543584279555330477617096495111914524895024013872462296859625496738602254432874178775934239331612232955312352302373816697702606440284556055982469249598203851543976504401513071374953170933885050114106705157849863404268806106131352193541233040539183346873647902783810575613675759136980890706013802341038527672254174121712078431296177738709248889026946164210255323600047233100021360460047076625421443607417844775136415744233460692020341259643846900054187661348705383512573545554921078773277901271644228387998656978392740927482207026306063158013142335429529426458916211740628288175152178493755802593282172518659738069416", "m": { "master_secret": "2586020727683292144824967837863756980161626423118844404689097401013642608776845805976481045447131281162319732287388730789138566221570721027064225530683974899653293377401699024461", "expiry": "10449337829460615459570845542664251839612083030569434452253440231398083393597759382697544494126755277066484877034244972235031163941137984250087551769843978423331211842345353234395" }, "m2": "3544362864370328827762209931329283059823476823259364032311704019322437773941521273649733652371284583828904420287902725833187843803926097478641408929572992027324097447609253437689" }, "ge_proofs": [ { "u": { "0": "10953047153992269462206090818120705639676215360833121962291615492912866381016126007098952445485679868319654246185236272588188511381666737719284078332020496180178169814435042096015", "1": "12719156886915406469423773898747002880547321365018778797241103660104625095385499977965491216212787863916766990064645991992419507524584834954120575202041352864202654892363058803545", "2": "6558729163883931407334079747035534819765578708773908144235732107884941349292011649535694347493153426770307572379208381114168036084586385309357067934207608256009097349822882284566", "3": "2670682799357808672875346516602844119446926233469750668597820119506841734927436097968959468232398933238273253423824670155723586036066300983965202648734400858498955484004544247023" }, "r": { "0": "163326964994178229218469837275344763158607291598773021977469507118607689624334539681165826021046708070229263776145887167167099701488857436523890203429858347846728506371786071854557260276990422198684576056566407585781175447486067575928944366399529990472806170792404487073618017992311202721697333489982270311920331409002169629569176638240866242739694809639878491986848199083243817455656557908578732549474374168383271637410001359383399977608349197036011005807047963508256051377661068341556889633377966011392306912809386147721882022168447445413147388996685436145284235162238277359445289474252112820803432903053039463227881183315040644933721195399230137397632800975443480197401548717923873906069445197073970058116166944985", "1": "151402642125256608475367421840559700172729559357336650390775550262799269945908332733836007708643197153067543108615847661057994462572980067974248351542296794987436889199135627565423559076868348312157212701476618237467927581687124221073280733577299561525708972396632956677260090417316303327658180344153324590863439893241676512587826326335174560718059976653328575913865891681667268015739431391361375359364886519307016658913026589949155484656524738492813880919676701986972436762834958712227049151335656233449432763656829049566511825800828998953568495402277533456988623374281293015037017366435501551127602079080897670533937644524079729620491016885559518960561352942434628631668736544687333627234681164283266534065604236842", "2": "63488765422105203345776217405626585905073722409703276202556210772969232294727553675149342735384625961347501687620534571051671048447914661566818724355480493487280475661453854395758894169146802016540631160079798802522035427300452288926419326785696410961374469022434973848819344997104063413882988200965363354115353954355026750968115533874477230112807751596402982507139115083600598019464211475142751500702259244580971849769372792015721749132382209540839760818596341076680559731632892899387707184468916415381877574800225993016499641619705797710718941344472318300863529957898328778615850582452400980867418309953124810557633407741326893903506595915403164917133742153513028356665510089138923828619829894264341054899427461570", "3": "121016345207048056956949988758586357160577026474977348853366515839204854596215948641669377923258277696686349820028041172658857625890655271326106742548753504653829826815328650531263333593537302307976329962315279718933657335844405329643822405486538906528437979287255517666148691834598557484905832615475593031837603250123229884884121471382703172891995795792697479426083354199896821907283364452979439111196698255342619735239731600274360584983747772219655219400987009837040387986744967996478035455458259793904074235562854201907482747033974908056210823417916380322646435651021631497498440453745873254904796447039987046188229431924903716622508507416876430866299073704272446973635458770265222475022590447113468448264131641703", "DELTA": "90566933970657370310234016541967553079607488591814297674740561975347817349626749317059865825763242427949195860336789869065812848088550125776252767824297204474431404134264892595364904143470709109469598783193557093887573315547988962767956446573656358924434029176691668157833980113723966461203607477304792516682233246440163652130896807355811306928508941270637157167955884911677662789399506167883203834550986104787213639384951544790220401165274703324035371596136170294483755089618481448881561755259818225076947142782967682617680065018520014343419178517130580103505423009001894279687551678221870836855094370827853749843753790514196077155506796208491537152473847110445455001061792931387599933597269738559410407476728120162" }, "mj": "10449337829460615459570845542664251839612083030569434452253440231398083393597759382697544494126755277066484877034244972235031163941137984250087551769843978423331211842345353234395", "alpha": "11965062232644009782992358139181002953932835123843628847659840597398256316910990856729060138533348925320148871387876206475672688535646557357488689130546039416642403053828361420077679338196049442498108272212905533720501824741177648979743451246204019863389468169569701629621263215078707311487908172653204044993986092975242585122883246905403754341568452342961951164185884713350353920763940397739355791371109712771082285081945769531233150895558663307133704671350457039027185262381948728567510693171479950503897345046280693523263747731785008747886109628894795144305522454857912816260037918806617475892636391103583870770321615067122121161384724303367759538707629386220519043649321088424997696470257083148275240318690030988371605020173124928493828501646321253097485580065074985566525709631571442136247614217949397231384176173617726565714611831081", "t": { "0": "39112464098179718835943252422451993924900606380772800358470892798943476602086712434481291775051853204908963935639740404929004830895720789039357070012031285944512396590464365961740003528876410175418369774383243096911167773141579846553482094655198590549198383293016288495811316157948127129194556248932132676109752680891633212529789130008979506355462925053812277185989510655857725672863979036111895640115747368744900405262623078757886870751995800061595530487751877271841167385308792729180443705082146485093840296600294424893053374196963974419376998204706497643654007623386748338530067317376951436467047188015173878434300", "1": "115196686890683525019041274763617160493580345197811356573204624573167059294563458643339925527160787425235548626463903396548268485815064111960780706887136771025684572968987353681334105945358686342628067337986472506684128852253806027295096723097028675538381501408226881754424031587578354579417494740679384514040809710530480140320196424834804067136364495158215890927457673373054047773292329604389365020979278379917201453123219085789605392508604372901019594582680791529645876042570125581774501221804819754867129107239845852006600192920545412718185406126004215510844070349046831913450584056599428277563301009936753982159602", "2": "117461046944156461967765372714378419333009327683126899185084567990669288338812738160394961524016620715013124445147175558640053146050920434793093797042348841869651152436716784509449031029998384042949016554830436630991215137474892451369221314629930337200152469303106127014231627085066976891673425916003007319145592130917913392864572896452795937714494032166260396097137567221912858891272573116832533738488980910667730548183997370720068623912183676911461394412266345842675951207844813217373848142497707787558903817857191663866042511367792912630385152007567268885088021108144559192795150781043667177278610151342389914940351", "3": "96795648513487645766368686186888661345505420268254636198835949827712856359323581605164313233527862942897848331355155588000219741459667825940408988815211192330363661139107846649237742276512591294898433679203517290247074200584475479832072797644239584831520955921359067862421195744717695336811796698201398972246996449685639820155520416194540502682052537686167830529715068323890253688670249884544078238998571444615779971104175199870648090704909264769888900126514311062486781843913553734396671355971654675630218015776285481979099007993268456321686719830431190137566412699976627092647931076557492938055081710714892434971348", "DELTA": "45244593792639335858906594642337184804871791669329822246821194225794189772471692326217653404847964452479596018509901668660961017010705721378909740464430173333962101010527407714344564160099703300083160471496661401165899687423626440877879892193305952065970831952817743408994631838686003139487011262141478924697415846717311823194012563036107898234768540653269439499960252318921130358364792642458963917896062490097130797571705718403928950313664275270879803215345250510709540917527894832279395155275299340838086410862458588174352090039811923794202155629055414781724310163645650889035524350105909197506377676343757748463431" }, "predicate": { "attr_name": "expiry", "p_type": "GT", "value": 1633662000 } } ] }, "non_revoc_proof": null } ], "aggregated_proof": { "c_hash": "5759734334251323215201389243872740272327268148316756886347210153639936358766", "c_list": [ [ 2, 47, 102, 124, 228, 134, 139, 189, 183, 49, 165, 224, 234, 5, 158, 195, 12, 94, 98, 162, 244, 124, 142, 64, 17, 241, 83, 179, 44, 0, 167, 121, 5, 29, 161, 6, 24, 194, 50, 133, 39, 102, 13, 160, 225, 109, 28, 54, 4, 87, 84, 106, 123, 242, 200, 190, 15, 167, 205, 194, 254, 160, 204, 105, 74, 3, 211, 231, 106, 69, 44, 242, 245, 134, 60, 1, 181, 7, 129, 131, 21, 71, 99, 121, 41, 214, 142, 121, 222, 125, 239, 113, 60, 47, 134, 60, 155, 10, 215, 94, 186, 123, 78, 173, 105, 204, 26, 120, 97, 11, 101, 75, 190, 119, 205, 12, 52, 85, 105, 25, 52, 136, 243, 106, 193, 63, 7, 210, 208, 235, 46, 175, 93, 4, 47, 154, 71, 10, 142, 244, 40, 219, 51, 238, 194, 63, 189, 218, 100, 141, 200, 212, 76, 235, 193, 198, 223, 170, 230, 54, 167, 56, 216, 184, 50, 237, 54, 7, 133, 211, 104, 110, 114, 141, 93, 89, 170, 124, 198, 181, 146, 17, 24, 98, 195, 119, 186, 3, 152, 103, 169, 62, 88, 119, 89, 131, 252, 38, 46, 210, 0, 126, 42, 3, 108, 216, 133, 69, 115, 93, 42, 169, 101, 17, 23, 162, 93, 15, 19, 19, 241, 49, 85, 191, 238, 30, 52, 123, 147, 68, 102, 168, 153, 210, 211, 140, 255, 21, 143, 83, 249, 127, 109, 85, 153, 138, 84, 121, 153, 136, 65, 135, 72, 102, 135, 38, 227 ], [ 1, 53, 212, 148, 223, 182, 145, 46, 169, 137, 74, 125, 55, 179, 150, 142, 34, 245, 129, 80, 92, 131, 202, 83, 214, 176, 212, 62, 78, 86, 57, 141, 125, 30, 196, 183, 220, 131, 190, 252, 24, 45, 252, 95, 254, 116, 76, 42, 98, 208, 170, 19, 141, 148, 156, 174, 167, 97, 143, 7, 121, 67, 41, 128, 162, 112, 187, 69, 122, 234, 197, 171, 44, 2, 30, 144, 81, 240, 230, 126, 125, 18, 85, 3, 161, 28, 165, 241, 168, 145, 94, 226, 189, 127, 170, 134, 67, 61, 95, 36, 236, 91, 204, 177, 110, 183, 173, 167, 216, 172, 83, 194, 44, 68, 34, 45, 113, 98, 193, 64, 31, 125, 200, 178, 162, 61, 214, 188, 221, 71, 236, 215, 216, 11, 78, 100, 222, 149, 188, 184, 172, 231, 126, 114, 110, 17, 118, 192, 174, 121, 132, 250, 128, 160, 41, 58, 73, 131, 79, 148, 142, 118, 191, 226, 217, 186, 219, 66, 85, 169, 155, 203, 242, 134, 95, 1, 59, 28, 132, 213, 84, 52, 211, 142, 32, 112, 241, 99, 105, 252, 161, 78, 193, 98, 2, 114, 197, 9, 168, 35, 19, 151, 16, 19, 174, 174, 137, 20, 141, 112, 65, 143, 221, 180, 85, 213, 191, 123, 151, 22, 165, 7, 155, 115, 77, 147, 24, 108, 238, 209, 149, 108, 242, 178, 184, 123, 110, 250, 132, 103, 2, 192, 40, 23, 133, 144, 57, 15, 166, 179, 126, 82, 86, 216, 164, 73, 252 ], [ 3, 144, 136, 149, 219, 135, 80, 134, 202, 72, 199, 219, 28, 97, 155, 202, 147, 18, 149, 54, 139, 75, 113, 246, 134, 78, 232, 162, 108, 122, 52, 209, 167, 18, 135, 254, 244, 187, 93, 108, 191, 190, 15, 173, 6, 174, 135, 111, 179, 118, 78, 44, 2, 67, 57, 58, 63, 120, 223, 157, 172, 87, 48, 38, 160, 55, 177, 239, 194, 60, 164, 109, 221, 206, 213, 185, 203, 123, 38, 106, 179, 159, 149, 19, 71, 15, 78, 143, 65, 8, 23, 176, 100, 44, 108, 188, 107, 197, 88, 10, 80, 213, 103, 44, 245, 13, 105, 176, 134, 64, 113, 169, 204, 124, 174, 163, 176, 130, 62, 216, 185, 143, 190, 134, 225, 116, 126, 207, 226, 211, 85, 28, 33, 98, 196, 114, 179, 65, 63, 82, 153, 94, 11, 44, 107, 46, 104, 233, 153, 173, 30, 38, 0, 60, 236, 177, 53, 109, 231, 165, 222, 127, 10, 246, 230, 16, 147, 164, 110, 181, 66, 67, 245, 229, 84, 19, 42, 214, 150, 52, 40, 132, 161, 73, 111, 34, 137, 65, 111, 32, 131, 220, 162, 57, 15, 110, 200, 129, 235, 26, 208, 30, 81, 101, 99, 68, 78, 18, 255, 54, 4, 43, 47, 69, 77, 112, 151, 232, 27, 67, 204, 100, 105, 114, 191, 73, 29, 121, 239, 188, 170, 60, 88, 71, 216, 59, 8, 210, 15, 28, 88, 54, 173, 228, 207, 220, 111, 9, 27, 111, 184, 114, 144, 18, 199, 186, 242 ], [ 3, 162, 120, 129, 84, 94, 213, 65, 33, 63, 161, 5, 83, 208, 240, 160, 59, 8, 32, 16, 165, 120, 2, 151, 34, 162, 141, 204, 154, 247, 246, 50, 135, 158, 37, 50, 231, 114, 232, 211, 173, 158, 137, 161, 14, 114, 246, 117, 236, 250, 51, 76, 21, 61, 20, 4, 27, 128, 86, 93, 127, 7, 0, 170, 30, 11, 36, 106, 186, 42, 251, 153, 84, 21, 100, 88, 248, 238, 102, 74, 236, 83, 101, 234, 245, 229, 203, 63, 25, 49, 33, 146, 103, 84, 141, 190, 235, 235, 27, 180, 31, 217, 236, 35, 244, 118, 242, 61, 187, 220, 236, 169, 49, 14, 61, 15, 39, 240, 117, 234, 63, 110, 3, 86, 114, 31, 151, 188, 229, 196, 93, 181, 254, 77, 61, 3, 31, 160, 178, 55, 74, 60, 243, 136, 118, 106, 251, 59, 127, 209, 111, 23, 31, 171, 182, 21, 50, 211, 52, 82, 111, 188, 16, 149, 104, 205, 131, 18, 170, 206, 253, 206, 192, 8, 179, 227, 241, 222, 31, 148, 117, 183, 159, 248, 21, 140, 52, 133, 65, 129, 175, 200, 189, 253, 165, 210, 39, 1, 215, 132, 99, 17, 108, 227, 38, 225, 230, 77, 208, 92, 187, 160, 99, 134, 235, 31, 99, 218, 117, 193, 145, 242, 54, 114, 96, 164, 210, 24, 21, 174, 27, 124, 80, 71, 121, 240, 133, 190, 62, 35, 244, 141, 83, 109, 152, 40, 98, 238, 145, 42, 9, 111, 198, 53, 94, 179, 191 ], [ 2, 254, 196, 236, 148, 4, 126, 34, 108, 176, 218, 140, 180, 48, 140, 35, 13, 160, 149, 80, 223, 67, 242, 228, 146, 19, 67, 212, 8, 200, 107, 63, 93, 101, 247, 92, 138, 132, 87, 91, 178, 254, 183, 131, 199, 46, 203, 71, 148, 255, 32, 132, 137, 95, 108, 131, 23, 80, 69, 17, 227, 15, 113, 109, 23, 178, 160, 250, 88, 217, 209, 21, 178, 55, 66, 150, 91, 7, 47, 140, 118, 35, 177, 54, 65, 57, 85, 231, 108, 36, 52, 238, 127, 96, 186, 47, 147, 252, 81, 2, 204, 87, 205, 74, 215, 157, 203, 183, 254, 247, 69, 42, 146, 88, 186, 39, 217, 240, 18, 36, 150, 221, 21, 4, 89, 133, 106, 170, 94, 155, 56, 230, 8, 15, 108, 59, 194, 79, 247, 140, 1, 105, 169, 57, 141, 17, 68, 30, 240, 226, 152, 73, 107, 168, 56, 21, 197, 4, 104, 254, 240, 78, 115, 172, 119, 139, 179, 48, 164, 90, 242, 37, 66, 160, 216, 213, 98, 193, 233, 134, 89, 11, 92, 87, 177, 105, 109, 147, 14, 139, 15, 194, 79, 39, 9, 196, 114, 3, 70, 43, 1, 134, 36, 159, 194, 157, 248, 206, 158, 248, 115, 244, 190, 88, 208, 225, 161, 7, 113, 69, 233, 212, 237, 105, 14, 23, 125, 183, 32, 40, 110, 231, 234, 236, 226, 156, 99, 96, 160, 148, 18, 8, 159, 171, 184, 41, 234, 62, 220, 251, 18, 1, 219, 177, 46, 154, 212 ], [ 1, 102, 103, 254, 20, 183, 162, 162, 226, 34, 193, 125, 31, 21, 157, 137, 74, 82, 219, 158, 146, 235, 252, 195, 122, 63, 143, 90, 17, 247, 150, 191, 84, 135, 215, 189, 48, 216, 64, 92, 152, 242, 133, 71, 10, 82, 33, 118, 73, 244, 227, 250, 45, 130, 152, 191, 136, 29, 191, 184, 7, 129, 53, 182, 127, 128, 129, 48, 160, 71, 77, 138, 12, 81, 164, 202, 36, 111, 200, 25, 5, 211, 61, 197, 161, 220, 19, 98, 134, 123, 167, 182, 158, 147, 121, 227, 215, 146, 122, 177, 239, 173, 105, 58, 163, 190, 221, 18, 104, 212, 114, 228, 56, 133, 242, 80, 121, 219, 181, 163, 121, 80, 230, 2, 180, 235, 7, 44, 3, 229, 160, 63, 50, 231, 168, 185, 64, 56, 239, 182, 210, 91, 142, 148, 107, 111, 190, 101, 135, 23, 236, 159, 59, 201, 231, 105, 88, 143, 48, 6, 98, 204, 49, 236, 141, 170, 250, 128, 106, 248, 174, 138, 84, 231, 199, 167, 214, 235, 39, 172, 115, 103, 246, 154, 29, 45, 97, 122, 198, 154, 208, 59, 119, 39, 109, 70, 148, 9, 34, 17, 24, 226, 108, 102, 92, 131, 68, 176, 20, 29, 81, 196, 60, 101, 12, 199, 156, 95, 98, 172, 38, 165, 79, 169, 44, 132, 169, 162, 94, 142, 96, 115, 144, 112, 35, 118, 171, 214, 249, 232, 253, 21, 102, 230, 37, 116, 151, 203, 209, 55, 240, 230, 220, 234, 42, 103, 71 ] ] } }, "requested_proof": { "revealed_attrs": { "attr3_referent": { "sub_proof_index": 0, "raw": "3113323/0001-99", "encoded": "514949515150514748484849455757" }, "attr1_referent": { "sub_proof_index": 0, "raw": "UFSC", "encoded": "85708367" }, "attr2_referent": { "sub_proof_index": 0, "raw": "Kxdw7YRR2EVGFG22bv1iAw", "encoded": "75120100119558982825069867170715050981184910565119" } }, "self_attested_attrs": {}, "unrevealed_attrs": {}, "predicates": { "predicate1_referent": { "sub_proof_index": 0 } } }, "identifiers": [ { "schema_id": "6oNMYEhuupttTUa3TwxvYP:2:CED:1.0", "cred_def_id": "6oNMYEhuupttTUa3TwxvYP:3:CL:13:TAG634", "rev_reg_id": null, "timestamp": null } ] }