Formats: - HTML - YAML - JSON - 2026-10-25T12:57:23.822058
  • mf_newforms • Show schema
    {'Nk2': 12675, 'analytic_conductor': 68.54953629572141, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 2]], 'cm_discs': [], 'conrey_index': 26, 'dim': 16, 'field_disc': 184246093047756240842334192995668483117396641803130143177457963234522596160944783244693603031956321769835482993011097600, 'field_disc_factorization': [[2, 15], [5, 2], [7, 7], [11, 3], [112105925269564238279, 2], [127774278288952943592538750572749, 2]], 'field_poly': [33216296911936237338624000000, 0, 138546716696618623303680000, 0, 209606393464631063756800, 0, 144688686577713423360, 0, 50735875770132096, 0, 9474039334576, 0, 954361746, 0, 48921, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [33216296911936237338624000000, 0, 138546716696618623303680000, 0, 209606393464631063756800, 0, 144688686577713423360, 0, 50735875770132096, 0, 9474039334576, 0, 954361746, 0, 48921, 0, 1]], [7, [10968755865093152692995035168100000000000, 184123052032985363825085358800000000, -9711107532082603891344271500000, 8344640456610140868519600, 1304737156049259210201, -2057041711549560, -65058199898, 40040, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014536166539339, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 23718658417303564800000000000000, 'hecke_ring_index_factorization': [[2, 21], [3, 32], [5, 14]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '75.13.c.e', 'level': 75, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.13.c.e', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(-29+\\beta _{2})q^{3}+(-2019+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '12.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.13.c', 'trace_display': [0, -460, 0, -80080], 'trace_hash': 1716061119463793982, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.074', 'prec': 7}, {'__RealLiteral__': 0, 'data': '12.245', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.072', 'prec': 14}, {'__RealLiteral__': 0, 'data': '750.052', 'prec': 20}, {'__RealLiteral__': 0, 'data': '268.933', 'prec': 20}, {'__RealLiteral__': 0, 'data': '64274.553', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 10}, 'traces': [16, 0, -460, -32306, 0, -32399, 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  • mf_hecke_nf • Show schema
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  • mf_newspaces • Show schema
    {'Nk2': 12675, 'analytic_conductor': 68.54953629572141, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 2]], 'conrey_index': 26, 'cusp_dim': 114, 'dim': 73, 'eis_dim': 12, 'eis_new_dim': 6, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 137657057355, 'hecke_orbit_dims': [1, 2, 2, 16, 16, 16, 20], 'label': '75.13.c', 'level': 75, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 126, 'mf_new_dim': 79, 'num_forms': 7, 'prim_orbit_index': 2, 'relative_dim': 73, 'sturm_bound': 130, 'trace_bound': 3, 'trace_display': [0, -299, 0, 118762], 'traces': [73, 0, -299, -142896, 0, -36498, 118762, 0, -383019, 0, 0, 7262036, 7537882, 0, 0, 215716232, 0, -152117480, 5745322, 0, 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  • mf_twists_nf • Show schema
    • id: 65644
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '75.13.c.e', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '75.13.c.e', 'target_level': 75, 'twist_class_label': '75.13.c.e', 'twist_class_level': 75, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 13}
    • id: 65645
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '75.13.c.e', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '75.13.c.e', 'target_level': 75, 'twist_class_label': '75.13.c.e', 'twist_class_level': 75, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 13}
    • id: 65646
      {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '75.13.c.e', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '75.13.c.f', 'target_level': 75, 'twist_class_label': '75.13.c.e', 'twist_class_level': 75, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 13}
    • id: 65647
      {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '75.13.c.e', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '75.13.c.f', 'target_level': 75, 'twist_class_label': '75.13.c.e', 'twist_class_level': 75, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 13}
    • id: 65648
      {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '75.13.c.e', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 32, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.13.d.d', 'target_level': 75, 'twist_class_label': '75.13.c.e', 'twist_class_level': 75, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 13}
    • id: 65649
      {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '75.13.c.e', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 32, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.13.d.d', 'target_level': 75, 'twist_class_label': '75.13.c.e', 'twist_class_level': 75, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 13}
  • mf_hecke_charpolys • Show schema
    • id: 236000
      {'charpoly_factorization': [[[33216296911936237338624000000, 0, 138546716696618623303680000, 0, 209606393464631063756800, 0, 144688686577713423360, 0, 50735875770132096, 0, 9474039334576, 0, 954361746, 0, 48921, 0, 1], 1]], 'hecke_orbit_code': 18014536166539339, 'p': 2}
    • id: 236001
      {'charpoly_factorization': [[[6362685441135942358474828762538534230890216321, 5507356983978529102757260412289841668613260, 4250433142143674036281880699533354177470, 9376490125017086003437942249065221760, -11599546970085016274712156478004199, -46673583992193752345318163721560, 1691221927017377242598157630, 2266544423331448422016140, -32252478257321405629164, 4264903203425118540, 5988119897407230, -310961040678360, -145418881959, 221189760, 188670, 460, 1], 1]], 'hecke_orbit_code': 18014536166539339, 'p': 3}
    • id: 236002
      {'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 18014536166539339, 'p': 5}
    • id: 236003
      {'charpoly_factorization': [[[10968755865093152692995035168100000000000, 184123052032985363825085358800000000, -9711107532082603891344271500000, 8344640456610140868519600, 1304737156049259210201, -2057041711549560, -65058199898, 40040, 1], 2]], 'hecke_orbit_code': 18014536166539339, 'p': 7}
    • id: 236004
      {'charpoly_factorization': [[[74611347145509629320605888624340944267793921984053829814497108263506868529405559040000000000000000, 0, 752637868851772883767492708901890348556020496627135160959472433625774287734000000000000, 0, 2658441208515426963360072820030894292278842658937610024293047561455625000000, 0, 4055657700983736046826585631830911803810757554608105427693750000, 0, 2964613874435550279559517631190598951216319840890625, 0, 1130499612402587063011671654570392537500, 0, 231401347570437991102244550, 0, 24091445578860, 0, 1], 1]], 'hecke_orbit_code': 18014536166539339, 'p': 11}
    • id: 236005
      {'charpoly_factorization': [[[527975938507981487440240076179956640380147387850000, 28175486553797884806856907041891006502264876000, -23182724281258010418929248430523537115400, -1361267449274100314245568981842040, 3054577880932947686773541921, -79280126610800403500, -109167381238178, 1310540, 1], 2]], 'hecke_orbit_code': 18014536166539339, 'p': 13}
    • id: 236006
      {'charpoly_factorization': [[[11827809810962551860480890054631498351541592605763044723553989889011680988864891274888783830689342852562944000000, 0, 6752933369595951016196107281955834811266775910509973070595128201556506586580399355398785061534720000, 0, 777099575629320232581721181040079963977961861208481478972220545477224441484970074484800, 0, 27552995074549024501573729257388443060441658635286236642245061145100237040, 0, 318861905768557784525409703585982524333845455352328931892561, 0, 1507717087796823313686749584035187196197843276, 0, 3133118302252223557475247615606, 0, 2919082215766716, 0, 1], 1]], 'hecke_orbit_code': 18014536166539339, 'p': 17}
    • id: 236007
      {'charpoly_factorization': [[[-295603727487995420096091359036270747638737029710528740660719, 14626969600632101674241699572062550248851929779866780, 6153340178514033927360762627167470569786263044, -593948291510108627573188079047046578460, 11602044569434577959355603570246, 296871219219348276128740, -7768651488743516, -40946020, 1], 2]], 'hecke_orbit_code': 18014536166539339, 'p': 19}
    • id: 236008
      {'charpoly_factorization': [[[7991300215393323430990824408428014108568889817471429700531373975020872329776199315688894734978929093262189774690016699613184000000, 0, 9579599584150716392059505975075059565111272485112685923775197932869289138896943718337168726269524113707943854080000, 0, 3371599373405161179597706962707534883657754026291774565572634942761841800254046904101074679067852800, 0, 449266036531865987094013990908215908092405144327555919366365155140991020301900328960, 0, 29561792941859971972952294012564588358322404497360011798691242404096, 0, 1068892401343574165432585729622259140243787684766976, 0, 21653062738206323472080577026299296, 0, 230307169502438496, 0, 1], 1]], 'hecke_orbit_code': 18014536166539339, 'p': 23}
    • id: 236009
      {'charpoly_factorization': [[[123546545242894764958026631293281556269286160607994318142587198759064317754058758090527173911133522570047900978621355606999040000000000000000, 0, 5109443521078172824856115926857512091789884037417573750195466813118021815673942383688794412049415563994386515456000000000000, 0, 77680564836453603558027808628488385392897138235850529657249960456799418314626158010285463341236640000000000, 0, 557062457158352944645794470204525928187820849592536073163538706921601300192605662400000000, 0, 2127988771218687246066123734896773125140484609843688249769170077508000000, 0, 4606464464757989593569734603152939188032771123581600000, 0, 5676258305769551221673376070195120800, 0, 3712161289994660640, 0, 1], 1]], 'hecke_orbit_code': 18014536166539339, 'p': 29}
    • id: 236010
      {'charpoly_factorization': [[[47678983574187064015655326991712068427826160950316410474467779930216976, 149119593756541602781447347380758746874424633156539807120210656, -915949361636054482437977148757080776996199722600967528, -607648370317334857374518879352796650401589192, 2982791005407739598467441986969795945, 804167185881974277240184392, -3137150916250091378, -341803456, 1], 2]], 'hecke_orbit_code': 18014536166539339, 'p': 31}
    • id: 236011
      {'charpoly_factorization': [[[427273641696140531816735764076755075376325201079188467715921407871385600000, -54675359917382402880133732277614251364786831993323834409163776000, -769613170136882110028003462611258276897351027702585126400, 1004871483246069081209065540560012704651613440, 286113949986613879136662516752786871696, -245024176021267657945078240, -31687595519425511528, -39320680, 1], 2]], 'hecke_orbit_code': 18014536166539339, 'p': 37}
    • id: 236012
      {'charpoly_factorization': [[[77503352815641840727242009126055563540797513765559057762843015129940032289636175784916352661169995210993021562772312794952608662340576477440000000000000000, 0, 31089148940222223831625030485803089571533441565967747790219136429441974873296366033069146832989311300601233530719959550105334000000000000, 0, 5285744114806618864239406708188907156978912030938458639997439204950208744938088748640324288403236351830954055625000000, 0, 496046058599329954252503006589241584866207653365707052420349110268545443491420194806635500443750000, 0, 27995552955009111643528374586100341884535686782165575572547692175414541457140625, 0, 967837268758312337811064831542905147697660960509214397487500, 0, 19875829130569960909135606785529158026550, 0, 219931115733337560060, 0, 1], 1]], 'hecke_orbit_code': 18014536166539339, 'p': 41}
    • id: 236013
      {'charpoly_factorization': [[[11072741327660651104232833368729616747518986511327715287052471463831406250000, -4026911780522022182635980802822245544084650321284043359475740500000, -45255982393242573823238158166319459865402141892764829585000, -224825967811330138461394985303499932421825168200, 5866666270568073755708566617293779017881, 217145364917878309181050577560, -142523756121335910818, -3257879440, 1], 2]], 'hecke_orbit_code': 18014536166539339, 'p': 43}
    • id: 236014
      {'charpoly_factorization': [[[20210485476781935484935567058805039950360023666002503812632412064794520729577417362545508778684889286638253803156437182416428017883899654173781922376843264000000, 0, 15439199483759915128749025640274685064582381855792541392780716838557056987067460586821750566660290471026749430227868169307228102608625336320000, 0, 577858503642415810062621417537128502685765437590791474270220722131801023901827315316620845659294739675417624405657570508800, 0, 9036702856105350363247672799961162885911241738694379024056611864869298025367057011499382427985309859840, 0, 75638408431958345187615972761608517763595677505721918498458214819755828191946957056, 0, 366615770539948384550775122071804531766454861424749378992770816, 0, 1032828407277120308859257580440122722117216, 0, 1571748881868386086896, 0, 1], 1]], 'hecke_orbit_code': 18014536166539339, 'p': 47}
    • id: 236015
      {'charpoly_factorization': [[[514112506993876696121959498547507895564166736966510494231801468423750986664766663069186044043731270255330145902156833657604856586270371704363090070055419904000000, 0, 211356886873889138648400583996671060921260871507519019720198079555374417196685171866408688082157321563329436493251833906868028283284056965120000, 0, 20819395050984493495021163710790488173788892838655338558281730214481351212104714574673458809165682476604796015895819842764800, 0, 654228689686824161097698884574457687334604942334153326047974470176902441555912395986565785474595830640640, 0, 3419980004365411105157583781045249146845480146401218336137201307053787330202693171456, 0, 7583187110895728410890269033746783751125935531872934139660738816, 0, 8428532720749909916284044944598680184774816, 0, 4632120352461701160096, 0, 1], 1]], 'hecke_orbit_code': 18014536166539339, 'p': 53}
    • id: 236016
      {'charpoly_factorization': [[[4058157580119598257477598981948714601487364334038879021851441606014204324559114805519139949599182299658222888212052733299269481686450425529705210839040000000000000000, 0, 197973845886987026509602008883126827263761165962390124403204221438530508450751334388954580482395795695472286199352274058598093238042624000000000000, 0, 3091003501182449216797964775781603050899169903629812290524261734833299918347734694251773414971016354315480473261834240000000000, 0, 21217728435616211721453071450589084942013590679790452487884037579479244907938299023837889148426649600000000, 0, 67237958545271046775350570484472880891219827175339705374246038989741836641870848000000, 0, 90561931201761859567993338348941196280956667294004474645401600000, 0, 52047196497220395862789912015311157853068800, 0, 12584842606714286117760, 0, 1], 1]], 'hecke_orbit_code': 18014536166539339, 'p': 59}
    • id: 236017
      {'charpoly_factorization': [[[2107999117468414078606879345655967697787091933187240164393377848412338374914246066176, 589645125530396172990642611666483248877221057863720120125177016219352941056, 54703267318551871578922513235298074828199481191228358869826653472, 1989631613561899252414749307551307211688451409187057808, 13457785187518270687694310838401056286968945, -715198320548715958282776984821708, -10620432334293710997578, 48612327044, 1], 2]], 'hecke_orbit_code': 18014536166539339, 'p': 61}
    • id: 236018
      {'charpoly_factorization': [[[-7016831910716916237777719090123544449522181692675495185995580017255656856399239259375, 115213171556645752566203045729291517194585838975370149986578852156863544500, 49175441555032037670652163389535235176351118028607286541410264900, -2198257269489296693782533139412139431964532336936672020, 2495738014368282734489934192695068343204166, 959715609194741704667585156967180, -7955181789777677226908, -97945801900, 1], 2]], 'hecke_orbit_code': 18014536166539339, 'p': 67}
    • id: 236019
      {'charpoly_factorization': [[[3400427030577039271555131507316193244692391352155629708178848723659631038668544134498517872992670358000075026209569421574742036501858622762345381436019183779840000000000000000, 0, 25173194466283428963316188175944398412643333673395421358018078288744723342557329110448585857892767175457399944414907953324859601879694093764096000000000000, 0, 20405328008584578338707462927727172376137535791773052669928183219743217671095258660804435840774097778511234435896576313115040000000000, 0, 6568376768100571972411687834880100040286428098780383480164535103492861536633491763686061353850860660766400000000, 0, 1059778614468562590781476950610094487473548425257200821342788112497659181951341029508000000, 0, 92408073720938164097762032617563055940663217288230353012100948000000, 0, 4391160136487167257796220929199216906078608800, 0, 105955204732595740451040, 0, 1], 1]], 'hecke_orbit_code': 18014536166539339, 'p': 71}
    • id: 236020
      {'charpoly_factorization': [[[73660336534411339937535842803577757464814393770519163733645849364650320473023595337850000, -4604064881215144029088302786327009026892355454496547416820901824265946130756000, 84178533550812383784474301509483021112666238958052782649409982592600, -438012836203262440485877653876880942320546782087109671960, -2454994517317805619510106977255382616105552479, 29157082582582259439387968000086540, -33505026449376643867778, -377718679900, 1], 2]], 'hecke_orbit_code': 18014536166539339, 'p': 73}
    • id: 236021
      {'charpoly_factorization': [[[1010069726655755843444301643421951934649660891671635252286688603137270281536034067914551296, 32289528605250223569015750934120842946607321150283370370302078308382839579095040, -125845028157806793029078831599600472412573092694997004196246386113536, -6230314146066099088480631531137966915706642353761192622080, 28832069640197585247377648645849921538074134416, 74611576156940075330785470880806720, -337866775304311637206376, -225645006160, 1], 2]], 'hecke_orbit_code': 18014536166539339, 'p': 79}
    • id: 236022
      {'charpoly_factorization': [[[453381828778739499773306719324202461034347558474101681203715887977573413182436796176865453084128515288395919613315343281767701678281562515851750737313093172387718191677957996544000000, 0, 150594319048167670503944460469866116690564043013444130480983117556504265305897230424780771592522555318182825290900356953171993910867707540949942575220476805120000, 0, 15779688804665686528975240842220690191524784777355462672229074655007259796291164192564152732048465901696657515049169339110005859170328396800, 0, 655083499647124906001404423801316596613832619828258995550565990046902307204652821429385217039875132284088418381154240, 0, 12062952080170873679511743452765865704018930762862077937891486642808869976399201641157902087361, 0, 109784411542665737113822960302662821065657803386167659264388938527367676, 0, 509893351723691472656985950227320931517859921606, 0, 1151256913844868991952316, 0, 1], 1]], 'hecke_orbit_code': 18014536166539339, 'p': 83}
    • id: 236023
      {'charpoly_factorization': [[[1737917932622024342630244803697779269288779714081076401623050565073948870222529686212005149661983168894806340461322094793376362709861602384382451632027743168176084526039040000000000000000, 0, 766319363389475277625963805974019416772000814662511908966929452675119404901619079668114930733243810948496619488962692400873395272560399470105910052388864000000000000, 0, 20754330566619745878850608323682130628575206345462953440310301853479762184256784944298803299738585838349505528586161352137829996567040000000000, 0, 219273759280352363476258822796223569142217132590216696774668094762637109004041449175157540845842972841342656767600000000, 0, 1133197240518625886123784757435866193892753390746325852084531421361598692488050328542244799640625, 0, 3077926858744179843744231847145022485936656506437661756058075307111287500, 0, 4498326859777833150292668934541042095245666350550, 0, 3352174695105895519215660, 0, 1], 1]], 'hecke_orbit_code': 18014536166539339, 'p': 89}
    • id: 236024
      {'charpoly_factorization': [[[45260203827583147107887599524129581053356302621096651799705073954835197187096513342038539850000, 68657979835272580177745172761013322471348330540691155698412727995317135508255988000, -546326924504518195138989605785292521764145543784560941083924526302462600, -386624671344305760831506220402847901081589306500579628733480, 2060294128958977060075838543767410774531485691601, 542616149312037831966705245823470660, -2756204084963869407639698, -154873171060, 1], 2]], 'hecke_orbit_code': 18014536166539339, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 3, 'hecke_orbit': 5, 'label': '75.13.c.e', 'level': 75, 'portrait': 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'weight': 13}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 40672903
      {'hecke_orbit_code': 18014536166539339, 'n': 1, 'trace_an': 16}
    • id: 40672904
      {'hecke_orbit_code': 18014536166539339, 'n': 2, 'trace_an': 0}
    • id: 40672905
      {'hecke_orbit_code': 18014536166539339, 'n': 3, 'trace_an': -460}
    • id: 40672906
      {'hecke_orbit_code': 18014536166539339, 'n': 4, 'trace_an': -32306}
    • id: 40672907
      {'hecke_orbit_code': 18014536166539339, 'n': 5, 'trace_an': 0}
    • id: 40672908
      {'hecke_orbit_code': 18014536166539339, 'n': 6, 'trace_an': -32399}
    • id: 40672909
      {'hecke_orbit_code': 18014536166539339, 'n': 7, 'trace_an': -80080}
    • id: 40672910
      {'hecke_orbit_code': 18014536166539339, 'n': 8, 'trace_an': 0}
    • id: 40672911
      {'hecke_orbit_code': 18014536166539339, 'n': 9, 'trace_an': -165740}
    • id: 40672912
      {'hecke_orbit_code': 18014536166539339, 'n': 10, 'trace_an': 0}
    • id: 40672913
      {'hecke_orbit_code': 18014536166539339, 'n': 11, 'trace_an': 0}
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