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mf_newforms • Show schema
{'Nk2': 900, 'analytic_conductor': 4.635322525474858, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [9, 3, [2], [1]], 'cm_discs': [], 'conrey_index': 4, 'dim': 16, 'field_disc': 22749734225471978053196717962285733889456042119932823229456, 'field_disc_factorization': [[2, 4], [3, 8], [7, 2], [11597, 2], [5734551486260929875971, 2]], 'field_poly': [1336504689748125, -5266103139591300, 5807598664427172, -1095428523832956, 578928267028062, -37794288146040, 13162328064828, -487156186164, 126210674407, -2964409064, 609566956, -9136628, 1552498, -13748, 1984, -8, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137606725641, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 108321063231221415936, 'hecke_ring_index_factorization': [[2, 14], [3, 28], [17, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '9.10.c.a', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '9.10.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(2+\\beta _{2}-2\\beta _{3})q^{2}+(9-18\\beta _{3}+\\beta _{5}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.10.c', 'trace_display': [15, -3, 453, -343], 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'Nk2': 900, 'analytic_conductor': 4.635322525474858, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [9, 3, [2], [1]], 'conrey_index': 4, 'cusp_dim': 16, 'dim': 16, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137606725641, 'hecke_orbit_dims': [16], 'label': '9.10.c', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 20, 'mf_new_dim': 20, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 8, 'sturm_bound': 10, 'trace_bound': 0, 'trace_display': [15, -3, 453, -343], 'traces': [16, 15, -3, -1793, 453, 2439, -343, -14478, -15669, 1020, 99150, -241212, 32435, 394824, 723843, -328193, -831078, -1039500, -170554, 1855164, -503475, 529359, 1064559, -2686059, 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mf_twists_cc • Show schema
-
id: 1611009
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137606725641, 'source_is_minimal': True, 'source_label': '9.10.c.a.4.2', 'source_level': 9, 'target_conrey_index': 4, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137606725641, 'target_is_minimal': True, 'target_label': '9.10.c.a.4.2', 'target_level': 9, 'twist_class_label': '9.10.c.a.4.2', 'twist_class_level': 9, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10} -
id: 1611010
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137606725641, 'source_is_minimal': True, 'source_label': '9.10.c.a.4.2', 'source_level': 9, 'target_conrey_index': 10, 'target_dim': 16, 'target_embedding_index': 7, 'target_hecke_orbit_code': 137606725659, 'target_is_minimal': False, 'target_label': '27.10.c.a.10.7', 'target_level': 27, 'twist_class_label': '9.10.c.a.4.2', 'twist_class_level': 9, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10} -
id: 1611011
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137606725641, 'source_is_minimal': True, 'source_label': '9.10.c.a.4.2', 'source_level': 9, 'target_conrey_index': 19, 'target_dim': 16, 'target_embedding_index': 7, 'target_hecke_orbit_code': 137606725659, 'target_is_minimal': False, 'target_label': '27.10.c.a.19.7', 'target_level': 27, 'twist_class_label': '9.10.c.a.4.2', 'twist_class_level': 9, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 10} -
id: 1611012
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137606725641, 'source_is_minimal': True, 'source_label': '9.10.c.a.4.2', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 9007199422513233, 'target_is_minimal': False, 'target_label': '81.10.a.c.1.7', 'target_level': 81, 'twist_class_label': '9.10.c.a.4.2', 'twist_class_level': 9, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 10} -
id: 1611013
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137606725641, 'source_is_minimal': True, 'source_label': '9.10.c.a.4.2', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799049883729, 'target_is_minimal': False, 'target_label': '81.10.a.d.1.2', 'target_level': 81, 'twist_class_label': '9.10.c.a.4.2', 'twist_class_level': 9, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 10} -
id: 1611014
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137606725641, 'source_is_minimal': True, 'source_label': '9.10.c.a.4.2', 'source_level': 9, 'target_conrey_index': 7, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137606725641, 'target_is_minimal': True, 'target_label': '9.10.c.a.7.2', 'target_level': 9, 'twist_class_label': '9.10.c.a.4.2', 'twist_class_level': 9, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 10}
-
id: 1611009
-
mf_hecke_charpolys • Show schema
-
id: 37850
{'charpoly_factorization': [[[48503924617396617216, -35181895349283323904, 21986959903467503616, -2879487737461997568, 388400168688205824, -11921293366935552, 1543547237253120, -30059591007744, 4530674088000, -33548935104, 6457753728, -55967760, 6261552, -29664, 3057, -15, 1], 1]], 'hecke_orbit_code': 137606725641, 'p': 2} -
id: 37851
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id: 37852
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id: 37853
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id: 37854
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id: 37855
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id: 37856
{'charpoly_factorization': [[[-820160346163111726316973138784045783985184, 68839487490209772917826765728847916560, 2921921332002359503799777036628768, 20423595596222241800319339144, 17969524198289503868790, -188279448791441391, -367449916563, 415539, 1], 2]], 'hecke_orbit_code': 137606725641, 'p': 17} -
id: 37857
{'charpoly_factorization': [[[-8853680821769276737028510393515540690764800, 886369399648750303933475235199437320960, -14678087160507131179547511206493824, -4637262835250589662716392928, 379431464431176804469180, -38751124357198789, -1230117863621, 85277, 1], 2]], 'hecke_orbit_code': 137606725641, 'p': 19} -
id: 37858
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id: 37859
{'charpoly_factorization': [[[75019272230955843469839960009922542362170071080043283058140362941294849808475851194683909140489262656, 1083898152252738946837446857047605624943340229991283333435104882066919425322625788043520345303008, 16967231822692801598115428045670007822767691298096037101547326479129539128994627245378712192, -18829194163640418879318597481974428412478356553916505538365577851954979306320498783384, 22854544056938685550376539612739149550202535914769470334113800803683737854011120, -7696431257157649327002887484644238148115296391545542769091847339972242670, 5005671854683339779411728737472604118147330911962715327917981409855, -633412033713417921035679780713826363854604762310449923797359, 778292471397177066427808640177306346487572815865097379, -45879379316087116935799438663472445449079333828, 53171954721484239429068321232837674990847, -903371176159490477289606756977601, 2603224691648228134666175121, -15598708228728274032, 61632074698269, 1309053, 1], 1]], 'hecke_orbit_code': 137606725641, 'p': 29} -
id: 37860
{'charpoly_factorization': [[[6975851086729721515889545628788645229766468752442222584396295551564187226151728925294074445698429849600, -10126611715183159562479841286689192621534716183841589774445700100358745599204640186948308234634240, 23606486431882380202141881611020250515100236320414837274996985836063376173579356677450927616, -10134927043709892946347681256256374594014410891750517866212578443614501275113108950336, 24822348723306573303860666269796072034602958000966491783186393029929646075122656, -6177100145050497012089981624408357053926210060438770133131288383938400212, 21281357153270277520175824147559843676784292410159265520522230978053, 3267319134954405559535755480151821599143900003652139688016667, 2848388776910650636908623969548131042313804584518524275, 386206552096803343246162367100060445480935126130, 250685996329728815978396923860586499078761, 36256356513283456229531487314741505, 9574564033565615970754663973, 523075257540068088578, 105192792017415, 2359819, 1], 1]], 'hecke_orbit_code': 137606725641, 'p': 31} -
id: 37861
{'charpoly_factorization': [[[9927783149188608401934367807278489189646594791545325568, 2417403027146829849214759980023140830212115262976, -1607081074113151216562158819575257062477184, -181470665458964364679799688274503904, 58007588177767374883668569296, 4024864499036434869008, -534769176904448, -8195758, 1], 2]], 'hecke_orbit_code': 137606725641, 'p': 37} -
id: 37862
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id: 37863
{'charpoly_factorization': [[[1497571568263301931837556718878916032117917186926828855783241739825524849359576729383420759056201104953283927061121, -1287705524193719909031627925022722567594279870286078998105693748388887881239492848298227562506588607955341584, 902431640987739281371742260902539914690751981643355394844925740671101171044831393921854612637999572124, -190836462888926904406081084475799084946068034593922332841588550246325732542459041446241510222000, 35629884898667862072254604373403804660647729997216137983592903636550106890976784475522042, -1231158982822708498335179383061817123296324544625783238944862925994786715044372416, 197946121028057373611261857942248818125163602201777394648383015452329829424, -2212352101019088204075454124966021099127791912121757928220197025080, 882120984547140202046630024823724517827819400740700348512275, 688167964709338128984877065042775988231542889713360, 1806184595056686833807736054346452490509364912, -6479898696441340027056719738547076584, 2512216250745137894291862324218, -8249040049934223600736, 2046740038101756, -15249608, 1], 1]], 'hecke_orbit_code': 137606725641, 'p': 43} -
id: 37864
{'charpoly_factorization': [[[2244725962515020764029126262091608844189615597387288951746453806643875861974192326027236572716387438665989872588321344, 377627515195113745203867430276975670403299248679340485824289886488794177766594729849014816041735863591548261728, 78814898663760711269930908780903790295133367002254342245478991942402460108516145954691282825851010575744, 3530859105644748457800804597636814580165894040045540921595679987586661871615493736753911874409736, 508661826274587366674406354690860671573463164004183310941264960431646507263530837902812560, -9650288657816864842064188801882487626670038429179959094755282501803032069766477758, 3065361465856732215561311572250333343323826215597617677804798837237832040523, -122611818898720313615102998799928532609804403751556200880573064388357, 13509914836498106752428974450584943568817761701259925712162103, -828360596718017442895053103420261092731866287705834972, 46679453687602488093641628124352597146862799147, -1732441006992814033123472810294492284959, 50790508351610593194511025143473, -1036483236024811918832808, 16132064579762613, -156295545, 1], 1]], 'hecke_orbit_code': 137606725641, 'p': 47} -
id: 37865
{'charpoly_factorization': [[[11889078669482818405504359431759563721437688882278351535781888, 789057007905076860736683135848182769489678481361552896, -7705212064937673143005911784467855713439390336, -1627786546647685647675158096953277328864, -30231834156164318738271807654576, 505955822159827198144656, 22832880952316400, 262758114, 1], 2]], 'hecke_orbit_code': 137606725641, 'p': 53} -
id: 37866
{'charpoly_factorization': [[[1516822241251157824059534624753949437209010344569592251560242576696257014971501275521370670471787676701775027653587355090145809, -24410884243115328008089199690074977604878594269828048773842950776448086851399767480263462438259773194174958982432101554, 1755280207233795700074024313132547964582616882714035818195453101927536147519395041020751762458472743369028812150, -22468578327478632954787794555334769829453711916574645626953882221975742945840575033551337227959370805976, 1268354004752277761111956557356050627554030775752170480126341832016464822183127807168675573264888, -15261616857462823558670996300569995089008972559824298425567020876667812302868694978860258, 497240852856262775351559640996192811841813432965637447762348861240418257739529772, -4546871379179459522527732753537784629348591548689776218420073639898045442, 122530097020183259432900461311773523548997703818872512263762033465, -1112917029327443258903844994909746395163513042867423872826, 18028592704619094090372160048484940240412764719628, -135713269399261034972010305501487566965674, 1677540058847675265047862259499976, -11460045915108721196078040, 85908135197216598, -307774074, 1], 1]], 'hecke_orbit_code': 137606725641, 'p': 59} -
id: 37867
{'charpoly_factorization': [[[770162923808356021028217334381334082301023751501063064127150273780034562072047290895887518267778272954565510684764868087906304, 24888188730401476371833787108892177150923744087307857310796681972610045333038862980468098288095903478712736451162439680, 1820750907846701915255187020321291289311724991928452719786235848895723841954765660704098085481506488198763487232, -7948077427130830605957169112054069221405811841470922228474017613686404620493848568876460032742382630400, 1421128456678556613470201300585223984179332920864007785997518174378173439472353529246716400249472, -2642594115270503978616652016682826751036492298397437853178359288205192400470945623759128, 505781423768084470210704346328829709089891915441119357089145217015814074160700185, -1592999841833027637729034136088305366819289382746822448078098011639473613, 117276767130791716037841948823787076368324578101656373438196011663, -173280715426307483820061822144178080748204520174328017638, 14201698417901873025591014119658688162662076726709, -37212064541598956072045650043978286438363, 1091929473862855970017362056234141, -1558162877466056108014678, 41103877743074007, -69192125, 1], 1]], 'hecke_orbit_code': 137606725641, 'p': 61} -
id: 37868
{'charpoly_factorization': [[[8833695533396704863008452547414700202305962162249848456830237915551878233529580291517259160379731653324774289575765019169769, -96707331554340036373546967000409464841903982761446036979835088797642483749684579923277492887771763475683909078852140, 219828097363658282965305894792030269066799082116669839080068517184263518268841304351349123533539969026858050960, -18883115002031158690196969152078133214374161273972041239594993423651530656595657137264347208917247388792, 5365438061705800502210873054698421308277245359396611672309741557252471195201093828459966539152894, -260103105523010788663218730401838501928231925355267305839170260278667959388234657576662244, 16976911211232918426408731299679018692139982022328375671811049951702131021372438992, 187584519369788535022923481390094794278800818379760117704225780345273448412, 3413752640322309197081722448410779271453336900573036387934267117127, 13783442606259112733812218520541895637615239144080275908412, 166807785913500510490395696206866456139566480552816, 466225458747136928665026259385691034495164, 5889855220139830821373749045566390, 8116457221564710009601064, 88161715305946008, -14328044, 1], 1]], 'hecke_orbit_code': 137606725641, 'p': 67} -
id: 37869
{'charpoly_factorization': [[[-1650740730178120838501316176203169488629495138312020327635500662784, -5795231712906336559665057823608806333737826273431668129792, 285952791904013355323769048366842401971946093547520, 1534690794385887335903604844772608913620992, -10255314542422109952035021693577984, -76610379672672087281493888, -24112648412643888, 619800696, 1], 2]], 'hecke_orbit_code': 137606725641, 'p': 71} -
id: 37870
{'charpoly_factorization': [[[-108003460020869426973571271644097198583453432068139157909850081504, 26399371013892611147178221020930060222747639784603847458096, -118004081597065068708682559586075910435969655550272, -2047922173547414623477132228019660465663848, 8609137133375677132168706314000426, 46584916200965635904888003, -171046531788728999, -299306599, 1], 2]], 'hecke_orbit_code': 137606725641, 'p': 73} -
id: 37871
{'charpoly_factorization': [[[3851041500337857382445902982501543425910039371105968891533792706183682063941224730222154526871325104430855080993263006995135408474230784, -388340338930684550226242227607257988884034733823778464280694028541160122606157160994262058182418057722399960462481047881968640, 209638685203936421192657652677615659477267239439389098150450856444555484248068868004278735284823662732615317811975702016, -5937566387924654948300386333747028619154925745331529089277702413449605660877356877856492640272779203851607488, 7656684370180261944366185271936022000540100449986809691328949396256668264763844282614798329990550921056, 182011887258677747976409232163109972252830398004146521860027634686100848682014715665483301476, 151723750101269833958968793707636294926657630715870625442663685177955069708561020010197, 31594771077872799276277536791446626937946682942167095840143941896090362355477, 2163449260310776025446566109958771036239498759836321075045385087341939, 438575424080081667606704128133721258746447574638795238835966, 18873638362140688410505894952471112107028367427607961, 2771754111888277641008745677582017618395759, 119057877833400231300990170857075973, 7597366388556952820080334, 424528118754722487, -30257531, 1], 1]], 'hecke_orbit_code': 137606725641, 'p': 79} -
id: 37872
{'charpoly_factorization': [[[79957813372660235975022136416024530802328762658045354790533077924215263709771492056264516192610002606213635847862488334060611354136576, 6107668072261487790200109703669161240378140533669384092245174408280072627825153211268832811075607205074870748088669165394942976, 556998953754585783280010926618576168891632099609482871683696593524709150273493787627493980677163632052776756704440854016, -7249972606921593172302483256279568952925918212938926210873337377490800646868386381170932718030970832753272575296, 88359143538004232191856042643630999812714963059251802523282452210916317247997086044529843204990902394208, -345725395498444604223451952001886289199830146003522725377361405424115548788175332280365991145172, 1715292258937555185514743229293604899940087186575964127521368622988156967546408530936973, -5161418243940916447565013416732230561788559359388658292641300298469398202831779, 19677728646080266575677914556486350615682291054644474463671871192573835, -48769690669412838047765182516591002200170515280681390081033410, 133343789521482390921391647662693637443836913451729009, -249776365625223983784585986710344287001622209, 534969690324393605528947800204563877, -803961654759467554550935842, 1305712660158225591, -1176168291, 1], 1]], 'hecke_orbit_code': 137606725641, 'p': 83} -
id: 37873
{'charpoly_factorization': [[[-3121806533511596365502036535517673531620813649514563881120720117344000, -4338433462683108967247071268226953248570865166796727349542400, 82106662478470418415324120863482822496350390239962880, 154735952156793283536192165241829651774612352, -531743662098300035773458058888311840, -1425374295754423731160820256, -169064792330582736, 1658520648, 1], 2]], 'hecke_orbit_code': 137606725641, 'p': 89} -
id: 37874
{'charpoly_factorization': [[[200012127294541797275058174663010396533993480337552920272776978629948009610702080530090124965519692162811474618760495137222640260070990001, -775750243453527955180439835975067002957295379842950885568108382405444479168304742828823891676776234610930825142800457600413686994, 20327009579773179773933000960873346451468162262598576469727272623416035451065646821601308828109014124579186836120584616974, -180385148581809550503894275773469850322482146947026685753758480209381508531937731672909866340434219833715538686296, 2168819864258015896777625172844127610399544722965106458102724355846943958857603299551719661834375680107208, -12513836267282563670317198095377916996316111401937931568818647723671584563964883766858489565633394, 60684843696059795415714891144816634616526039513601657350400206826456325657801670952984060, -177513031528020216872551313868726796854536975326736729793819994995943211233679162, 459297729020381430970637770285818334319446644889679634474352071457150041, -756785692615355797362923736127664549083164906747551110193699354, 1516670178828894849601877179863010281140119787152056316, -1936253840920135407518376144118287906316157778, 3185620602638817339079658953914088472, -1990956665079890419375388344, 2022134439792934494, 267311278, 1], 1]], 'hecke_orbit_code': 137606725641, 'p': 97}
-
id: 37850
-
mf_newform_portraits • Show schema
{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '9.10.c.a', 'level': 9, 'portrait': 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', 'weight': 10} -
mf_hecke_traces • Show schema
-
id: 6150751
{'hecke_orbit_code': 137606725641, 'n': 1, 'trace_an': 16} -
id: 6150752
{'hecke_orbit_code': 137606725641, 'n': 2, 'trace_an': 15} -
id: 6150753
{'hecke_orbit_code': 137606725641, 'n': 3, 'trace_an': -3} -
id: 6150754
{'hecke_orbit_code': 137606725641, 'n': 4, 'trace_an': -1793} -
id: 6150755
{'hecke_orbit_code': 137606725641, 'n': 5, 'trace_an': 453} -
id: 6150756
{'hecke_orbit_code': 137606725641, 'n': 6, 'trace_an': 2439} -
id: 6150757
{'hecke_orbit_code': 137606725641, 'n': 7, 'trace_an': -343} -
id: 6150758
{'hecke_orbit_code': 137606725641, 'n': 8, 'trace_an': -14478} -
id: 6150759
{'hecke_orbit_code': 137606725641, 'n': 9, 'trace_an': -15669} -
id: 6150760
{'hecke_orbit_code': 137606725641, 'n': 10, 'trace_an': 1020} -
id: 6150761
{'hecke_orbit_code': 137606725641, 'n': 11, 'trace_an': 99150} -
id: 6150762
{'hecke_orbit_code': 137606725641, 'n': 12, 'trace_an': -241212} -
id: 6150763
{'hecke_orbit_code': 137606725641, 'n': 13, 'trace_an': 32435} -
id: 6150764
{'hecke_orbit_code': 137606725641, 'n': 14, 'trace_an': 394824} -
id: 6150765
{'hecke_orbit_code': 137606725641, 'n': 15, 'trace_an': 723843} -
id: 6150766
{'hecke_orbit_code': 137606725641, 'n': 16, 'trace_an': -328193} -
id: 6150767
{'hecke_orbit_code': 137606725641, 'n': 17, 'trace_an': -831078} -
id: 6150768
{'hecke_orbit_code': 137606725641, 'n': 18, 'trace_an': -1039500} -
id: 6150769
{'hecke_orbit_code': 137606725641, 'n': 19, 'trace_an': -170554} -
id: 6150770
{'hecke_orbit_code': 137606725641, 'n': 20, 'trace_an': 1855164} -
id: 6150771
{'hecke_orbit_code': 137606725641, 'n': 21, 'trace_an': -503475} -
id: 6150772
{'hecke_orbit_code': 137606725641, 'n': 22, 'trace_an': 529359} -
id: 6150773
{'hecke_orbit_code': 137606725641, 'n': 23, 'trace_an': 1064559} -
id: 6150774
{'hecke_orbit_code': 137606725641, 'n': 24, 'trace_an': -2686059} -
id: 6150775
{'hecke_orbit_code': 137606725641, 'n': 25, 'trace_an': -2293229} -
id: 6150776
{'hecke_orbit_code': 137606725641, 'n': 26, 'trace_an': 2436312} -
id: 6150777
{'hecke_orbit_code': 137606725641, 'n': 27, 'trace_an': -6176520} -
id: 6150778
{'hecke_orbit_code': 137606725641, 'n': 28, 'trace_an': 1225724} -
id: 6150779
{'hecke_orbit_code': 137606725641, 'n': 29, 'trace_an': -1309053} -
id: 6150780
{'hecke_orbit_code': 137606725641, 'n': 30, 'trace_an': 30713544} -
id: 6150781
{'hecke_orbit_code': 137606725641, 'n': 31, 'trace_an': -2359819} -
id: 6150782
{'hecke_orbit_code': 137606725641, 'n': 32, 'trace_an': 5760063} -
id: 6150783
{'hecke_orbit_code': 137606725641, 'n': 33, 'trace_an': -19931472} -
id: 6150784
{'hecke_orbit_code': 137606725641, 'n': 34, 'trace_an': 981801} -
id: 6150785
{'hecke_orbit_code': 137606725641, 'n': 35, 'trace_an': -31066554} -
id: 6150786
{'hecke_orbit_code': 137606725641, 'n': 36, 'trace_an': -48894093} -
id: 6150787
{'hecke_orbit_code': 137606725641, 'n': 37, 'trace_an': 16391516} -
id: 6150788
{'hecke_orbit_code': 137606725641, 'n': 38, 'trace_an': 39490203} -
id: 6150789
{'hecke_orbit_code': 137606725641, 'n': 39, 'trace_an': 74528535} -
id: 6150790
{'hecke_orbit_code': 137606725641, 'n': 40, 'trace_an': -16760496} -
id: 6150791
{'hecke_orbit_code': 137606725641, 'n': 41, 'trace_an': 54747318} -
id: 6150792
{'hecke_orbit_code': 137606725641, 'n': 42, 'trace_an': 25242354} -
id: 6150793
{'hecke_orbit_code': 137606725641, 'n': 43, 'trace_an': 15249608} -
id: 6150794
{'hecke_orbit_code': 137606725641, 'n': 44, 'trace_an': -332509926} -
id: 6150795
{'hecke_orbit_code': 137606725641, 'n': 45, 'trace_an': -139865967} -
id: 6150796
{'hecke_orbit_code': 137606725641, 'n': 46, 'trace_an': 2390520} -
id: 6150797
{'hecke_orbit_code': 137606725641, 'n': 47, 'trace_an': 156295545} -
id: 6150798
{'hecke_orbit_code': 137606725641, 'n': 48, 'trace_an': 312045027} -
id: 6150799
{'hecke_orbit_code': 137606725641, 'n': 49, 'trace_an': 15239583} -
id: 6150800
{'hecke_orbit_code': 137606725641, 'n': 50, 'trace_an': 315590163} -
id: 6150801
{'hecke_orbit_code': 137606725641, 'n': 51, 'trace_an': 3098385} -
id: 6150802
{'hecke_orbit_code': 137606725641, 'n': 52, 'trace_an': -19773358} -
id: 6150803
{'hecke_orbit_code': 137606725641, 'n': 53, 'trace_an': -525516228} -
id: 6150804
{'hecke_orbit_code': 137606725641, 'n': 54, 'trace_an': -591710103} -
id: 6150805
{'hecke_orbit_code': 137606725641, 'n': 55, 'trace_an': -7579770} -
id: 6150806
{'hecke_orbit_code': 137606725641, 'n': 56, 'trace_an': 470339790} -
id: 6150807
{'hecke_orbit_code': 137606725641, 'n': 57, 'trace_an': 581271465} -
id: 6150808
{'hecke_orbit_code': 137606725641, 'n': 58, 'trace_an': 55408560} -
id: 6150809
{'hecke_orbit_code': 137606725641, 'n': 59, 'trace_an': 307774074} -
id: 6150810
{'hecke_orbit_code': 137606725641, 'n': 60, 'trace_an': -430082172} -
id: 6150811
{'hecke_orbit_code': 137606725641, 'n': 61, 'trace_an': 69192125} -
id: 6150812
{'hecke_orbit_code': 137606725641, 'n': 62, 'trace_an': -914436924} -
id: 6150813
{'hecke_orbit_code': 137606725641, 'n': 63, 'trace_an': -693544725} -
id: 6150814
{'hecke_orbit_code': 137606725641, 'n': 64, 'trace_an': -403588478} -
id: 6150815
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Embedded newform data - 9.10.c.a.4.2