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{'Nk2': 9100, 'analytic_conductor': 46.868261090912455, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, 1], [13, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [91, 1, [66, 15], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 13, 'field_disc': 812295649642916566189387193376812171752216829079355896870459034968154892925035028800512, 'field_disc_factorization': [[2, 10], [13, 1], [23, 1], [3847, 1], [330247, 1], [2088247234437964301731325218100496115458223927340401471545921751987265243, 1]], 'field_poly': [2025982720512000, -1725123584678400, -1417840074892800, -201778709941248, 11170187661056, 2456696387328, -28566940352, -7320118704, 27431200, 9009530, -8694, -4945, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-8455270784106496, -9272562205786112, -2175576871763968, -22722080270336, 32040225886976, 1529239529344, -122024002720, -5618193200, 181551604, 7759190, -115196, -4633, 26, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142747, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 41472, 'hecke_ring_index_factorization': [[2, 9], [3, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '91.10.a.b', 'level': 91, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 13], 'level_radical': 91, 'minimal_twist': '91.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2+\\beta _{1})q^{2}+(13-\\beta _{5})q^{3}+(253+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 13, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '91.10.a', 'trace_display': [-26, 163, -2640, -31213], 'trace_hash': 919990952651410659, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.764', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '407.192', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21538.049', 'prec': 30}], 'trace_zratio': 0, 'traces': [13, -26, 163, 3286, -2640, -995, -31213, -6738, 94756, 42588, -107493, 157399, -371293, 62426, -469556, 1033802, 50812, -2994615, 479470, -1834962, -391363, -5474013, -984639, -12496965, 4519039, 742586, 5965117, -7889686, -3441800, 25168012, -2185751, -2746342, 34793355, -966694, 6338640, 23974587, -31532363, -51039796, -4655443, 27446642, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
Hide schema
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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 13, 'source_embedding_index': 12, 'source_hecke_orbit_code': 4503599795142747, 'source_is_minimal': True, 'source_label': '91.10.a.b.1.12', 'source_level': 91, 'target_conrey_index': 1, 'target_dim': 13, 'target_embedding_index': 12, 'target_hecke_orbit_code': 4503599795142747, 'target_is_minimal': True, 'target_label': '91.10.a.b.1.12', 'target_level': 91, 'twist_class_label': '91.10.a.b.1.12', 'twist_class_level': 91, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 278125
{'charpoly_factorization': [[[-8455270784106496, -9272562205786112, -2175576871763968, -22722080270336, 32040225886976, 1529239529344, -122024002720, -5618193200, 181551604, 7759190, -115196, -4633, 26, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 2}
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id: 278126
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id: 278127
{'charpoly_factorization': [[[1226778591829889448486533433871800000000, -4287469103543596433194902874887000000, -22098865844700920930349083729400000, 49046398661811039093015054142500, 143205474974431671114234979500, -60971384516101524571376675, -245171787082987183005540, -23149051079712291812, 144501038949477732, 39003426462258, -33425080572, -11470032, 2640, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 5}
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id: 278128
{'charpoly_factorization': [[[2401, 1], 13]], 'hecke_orbit_code': 4503599795142747, 'p': 7}
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id: 278129
{'charpoly_factorization': [[[-1500207810557999693683277925191513579954779623614761728000, 1855230487631502642372347669038447287278389903085116416, -382264940422327276961560295926268989889067345938304, 1275937654730716131736997009478830886720154944, 2892098939952758723639944791312381200287920, -38565407270407524016863031487915878640, -6902308604836830205336414307144076, -1058767943360665264062096756, 5104671543323016761503032, 28877022118018374116, -1336167657230349, -10870037365, 107493, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 11}
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id: 278130
{'charpoly_factorization': [[[28561, 1], 13]], 'hecke_orbit_code': 4503599795142747, 'p': 13}
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id: 278131
{'charpoly_factorization': [[[1674792169351757266709495325103237467023830890349861109742901137506304, 36345096289266242939587759462044495302668003853890477647026946048, -403264818182889343920340431491103538587020892467472431673344, -5498372086502491153539850634532614729627718948533933056, 28243812271731801929641245611459120243557225960192, 315441633271235137211958895836193933878719936, -786359246342783090928389320143350613312, -8496795237378584816491357378086816, 8190549426343124774289048736, 107432995169799784467932, -15462215835880856, -567596452312, -50812, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 17}
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id: 278132
{'charpoly_factorization': [[[1077396058561498395996108651116746135764090163809660530871551418401536000, 171506208658281588461974678761274843654204713728973659929476049360960, -191336544322435338914500498303839271357521288363602045358992408, -10193719445991295549774658061680383825989480214675319587204, -9470395105431471464564123743436976263951729903078426, 133114207405414730443289179505135302437491178805, 130916145480190754256078604405829064156628, -711515809501219964136773335340943292, -547907421459948103063428935352, 1820262482970633046921946, 890337234876784836, -2207823512784, -479470, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 19}
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id: 278133
{'charpoly_factorization': [[[364787971807447421565332414871501955927055569780833361362283108635037688071680, -1302261498047164665042214034439538053657617733324477682964959787149630536, -16595614551243575500077514893536890530570433590962783078797368463599, 24685061478683984882822396905958609379402412495920824793276135, 237369229440060603480146294654292859801056565815174693387, 154730020975790297851277511702327532118323660893669, -244479726319751329788873200796916422439250694, -193311864200654319884685804950546376586, 94447640559618720415024996120038, 82102573672873991615684914, -15912756157790070843, -14955369744941, 984639, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 23}
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id: 278134
{'charpoly_factorization': [[[-1597906283323505281753086368918503982020107982746667276668015113023587505226127904000, 4858227262716314717496527971627456445634661095477367617040417574741337977487040, -921524072953066161400279686701124706727222229524466266739101443050852912, -2388712398937222693578535644950437844642158621502107552043013758172, 526423844075983722634307344299589001747116554169288806162328, 480813680312427780983013210090527484127250336668079465, -88755708216149475402209238903560848348684345024, -50360918747337420610441908519518970397652, 6816363041655722439694043618638272, 2875255503500696405385365022, -247355833726899392368, -84560132761880, 3441800, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 29}
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id: 278135
{'charpoly_factorization': [[[-637426413329698153025213076023849927779490767117156176339393746474956418623079976000, 1663153128585235099844051321428330343069336388534205271741314855100599684072992, 8980754901809103426502684006261082645722529533475275433842927855842669021, -14712812227527219883709880309630697249389149376853013388640249553997, 327390141674600088507536819959641357199076204500275479733567, 3557583976906443821246137833195127277958863020476465465, -169740150709342278177971981711798276899880123922, -280869600360333893449624258955982463457582, 10893838628232514810234270803984970, 9893386388978623484026074438, -262963963927127797035, -161526943040293, 2185751, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 31}
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id: 278136
{'charpoly_factorization': [[[21427557943313299508847443633805358807490222530295390909612195467814858156427514080906240, 92950068943899989285118984177010589588188614044645429637797162967348094689156401664, 69459327209513145546724301786260213780179567104517461470524266779629534901696, 2010567126026231097804720168237987605913445498031167064334810093269248, -7458706291191039486498741556824447239051720623467407888257175136, -1528363528702893343099766133487188267601408049537880377712, 14360863053721609642388049199936694601545184271292, 28960674738171840103585235549780129302343244, 1997083963874513462577440512710673924, -114518129923790401916139537948, -16226835844414169601851, -194786284987825, 31532363, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 37}
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id: 278137
{'charpoly_factorization': [[[14415248466434536759182072305133414684627250585990944802445434040945080671324772206875366400, -20983359898811226937999123953553315031944178431275241958981918185345706149307177293824, 9550042720273406059755111353980591777196861693560459119376272423270093857819904, -1646374960155532940471349217416782168696097555731049559705573745756678400, 18543474071826176324432245074127116225148114401953379645145064064, 24801325281693431831848394712245489474247941359476658796032, -1676953247987704226520154256493560922446346071150880, -136189314897774120854520887476404037780591072, 12421925913424065853872013887390080916, 424477549309150014811711499816, -36219224525540519520891, -917430475842153, 38029287, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 41}
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id: 278138
{'charpoly_factorization': [[[272055734363573044279206534347164539539705297807021860658774109240820651992711209234228743168, -54731591056356505790442729604394399266692412659000932610146593718535368416427408862976, -31805089779196710988157885919235139420719697540498840803812038004438741848785280, 4185177572720350453216173028505631179604227649681551056312087246827629024, 1031315668381480578056856881381368669672895245623749146262199595404, -57352280835009273342674160540278087137177512186013260250287, -11001939081989557457261593729180677887250179953843136, 279442468090302804685646283651334965443670124, 48455029987993527149900746782709571352, -337926171074345823091606287690, -93583020072798584658848, -563821121990996, 65479740, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 43}
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id: 278139
{'charpoly_factorization': [[[344049568876780990135392030403982094121518801336251894100739135335002485182638796334788193823808, 52409451836560656821322535328546120355975326543455779141517146071958952334422820717609904, -37489940522136843180435016290108565825831518082593919669775910679032683585278343747, -6853645804647954741199091424368675856295119559037807761823243248696260674341, -24425668591442556723169604563802037665479725819604784657832159035785, 33579086390715103095645353311194565259508171839170302675690937, 291994553606289070512583896831557113026481942024089902, -48279191743822847159411510612159175108416230430, -330186604553804410259917938656730180006, 30503561656955374208905444731702, 135107543712380873867957, -8951287745522525, -18884785, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 47}
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id: 278140
{'charpoly_factorization': [[[-2761087900843387648471998439003498610193804127744497269849231859514211516874229070388348994805760, 1524527130272259097805654247782065352759071856823743992820704901883124094744913079298863872, 71544630934954544485581480548561198713799756808521753383402010144176518960097556400, -39419320221559904143178933524607527081338800779331073135085524543174144442572, 183579954576931681545282348367608979961862732615690755823272758202688, 167097394246433106819755995810009133581245013151445167093247465, -1919767290339924200446823323455998664303468252290965896, -189407451351795488278210302964467434130581272852, 1533886742915554026747671760454689901656, 82860400099813839783020542752926, -424009837884351717418632, -15231993100969384, 37670088, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 53}
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id: 278141
{'charpoly_factorization': [[[-11270598554928118721163250929672832462499840289061108822264246548881876597931563771034934407591886848, 1371007840951180006975046296741804513895120507717683641175595629970154269741308929774326906880, 150615783287656781155216571501445910362860099969510979317742286155303460430708023230464, -14777864727148535988526600796391437384059150101794287929417752918929873522229248, -183271086885809678376920614190659359140627031297879034307361184965021696, 28452530608173773108799648775643462678425406983950725883407818752, -247437854985890038748837121394741023790727881713946106240, -8696087078316105602770281639041406294793081748288, 65065504071551365638120088544418405046176, 1104323893364406748173474740442288, -4321687997089723483372168, -56868945746703484, 86030686, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 59}
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id: 278142
{'charpoly_factorization': [[[-101318215941104921004596613580798143041518296218054522017476394388299704103028379961724170163250097280000, -3743459256665174961645011366303312088569843060553464860046271219918296251099136370355081205760000, 48325799091006960724300991105283817551848432831361209974618870705336944759391336402784000, 2605044727061058324334248431755816909852364615046673419154071875098712948483193600, -1446270118342014369604138970720685067234190845815109854108624647454886272, -636951091660364873780216583250044253308570388776962343967958980096, -2649176762513621627151342112227465665714899816821998888608, 63972587460401962666111805101505091917377506635040, 470178586006934996880496572012131408565788, -2030335068794876977800199810739024, -24932566467638398373701061, -11682358068436789, 413609773, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 61}
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id: 278143
{'charpoly_factorization': [[[4144748880641081298470423834526742572730590640504489596559446798448334176795120665325782253811361561415680, 334789422602348648201479311558273469098207421728411703786702786854236025069060121273208129824985088, 4365324944315376576103175932196852344002195930049066078260552720229556324187412323059101440, -115107166661534190528824664370952091342839953839127459790106676841056785112279981824, -1245562347252722768414133257098419480384331775377725709378256399623260420096, 14258326436404032795184249874050264578107166827190604469997943820416, 85247197862763330164387087619803700464245160632745078233568, -764525799933999397512978934162322152690401319975232, -2321576533075728566202578866261869347470560, 19196969907438599260344535452292568, 27732392855524668588313379, -225144794950909389, -121596783, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 67}
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id: 278144
{'charpoly_factorization': [[[514143650956757045054646557251128450027943879216314253680890830963794242965171538300348554934170033324032, -39264331293102139776056157241752601041684810275450783731883062711403807947755724575513648065150976, -328026575686708771312811198845202828912418593811587796270767917562433680289440149290352640, 32463581863878855244794806346395667802359618004515735067854323250647413431428120576, 6085458199736196673912912106042164604798195397781313502508756774344146944, -6867859393651628379804210228112792909198777373605800122927722485760, -4899321148337330909540979594476473974665316734474816277504, 579293104549164353596608877848788121517847742591408, 1251187244842298520132743756600947320551104, -19026437110307572614080751491338900, -67561816937625747448184408, 148199369007361220, 900222116, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 71}
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id: 278145
{'charpoly_factorization': [[[220325431815455203724020130218574031443300306699358577014351464234072308978430980329775569125575902653300340, 9959634630585107661774645176425591156990025150269083528113404246906153763226390443817082888292023488, -76589984797048283571872430605777923072434286563205328232514445138939425336623368592419111519, -2340066874948458047499089753566953526308966966834777457127640890680254537961734083689, 19104569150615099310471080487135773180360332460669462012736854507883527930291, 93020737636625755568576326630885265568879770919098671701382204383545, -891121788265120240105551202844711924924530467583504834057882, -1838284044355224959476941376321749168086369924896598, 17743595207689001657070209960521037077404134, 25930633066402780510324479220713702, -166271432653083095649692583, -248915690033814305, 586910355, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 73}
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id: 278146
{'charpoly_factorization': [[[-1302605791761629017580506418432671947147320516324716578697522402263776470049357861593586762436320440024414335360, 20321678647495717422253126825399963703938533708971419650468379086795990503048545469091925449098103622488, -15936167394030239930031929078594100094961479426557723448114456960427927637436726394044109755437, -854328536147038366319704013659776576483179661579717240739221227392530544388791907399385, 1958820184887554957573332742276523768874071943208974878220477499923074827897409, 13205311661387548503260102412334802894829877237345207488951238296348277, -30758221642118353188993776944282540479525410922395608875412674, -104718782818731015058031650080282901668547974279706810, 195638563058297869787354162354837568049165826, 460306993744978756686118306847831234, -558001965877207193333263585, -1063801418587436797, 590012173, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 79}
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id: 278147
{'charpoly_factorization': [[[106507846187762371120642131871479275195169917545957557471059641195354647030796775579610636605975898193605427200, 798349446260224430619870148836837890995620088385236530374253629357969928492884100834316177288680038400, -20078348199714247423820906219327774203840338294162398569548104974671300968631989055601004944128, -170078258837123410448656769809413419060848997775150873609159820187302513542254507073792, 785127536867166949949087380074020422662986662456834753640059924563516897398436, 8957147720215209278590803206270885460363720167578222317037470754577397, 1313078567081599459153953491498391723559099202170726370744508, -114566480582673378967008915987397561600868402187358180, -64903061709366796107870113184344512188451596, 628407529597741063324426223772763482, 163451268606064343112220644, -1361873434736934188, -94283256, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 83}
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id: 278148
{'charpoly_factorization': [[[-126140571702967984302805420035560971931716212830443002068434552112578846417297183824222190813203431189075363301600, -4019151298311158388562583926550966635072046587685606564204418178193655385641684322786448413578550795116912, -19836355377844093960757830325871428787296146319669691286928798426404204979461643289855071098437744, 87414374214270314782956569177744945575624521734786129643161387580873657894651389733804744, 432517873500203430396724109814631216416615188093370779162495400758051694365593722, -148791072112410443390467400824394760977924280566095983234574938007884779, -2081728062365005006552422981507052647919320093929725529438146932, -757514999907161261043418985953240607769445180358973348, 4090260736792976501858588461921619011821268440, 2619207728211987171830229400694508266, -3576216701005890047722346652, -2796744914070977140, 1154652750, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 89}
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id: 278149
{'charpoly_factorization': [[[4042715790464480783386842902637860123063575816523769612237555058222889465312973305432196401213840743660711738343868, -15661339742541173443431866136572892607153222582810547072303933864411137604566177310993971179500790884951400, -112868194659828094576459124310792222319289492546318860248830845786574334353223808302490633778065957, 232132494909554273516384801353904007438745793888588276921645997568502309669118022291495711, 1136038740477257132607882792301079488277155457166671384444945603389053290432798145, -941869868067701348636921223483424892186373109813940609212572673051340823, -4855181090692131628633530954726731038936550127004742205418286174, 921435243920943410239811505234540489837649037028569274, 9415830313305007901429204494264347110815232354, 1503920969898545228487447490004456670, -7816969536929310783630241501, -2764770639864590137, 2173622401, 1], 1]], 'hecke_orbit_code': 4503599795142747, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '91.10.a.b', 'level': 91, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 76373000
{'hecke_orbit_code': 4503599795142747, 'n': 1, 'trace_an': 13}
-
id: 76373001
{'hecke_orbit_code': 4503599795142747, 'n': 2, 'trace_an': -26}
-
id: 76373002
{'hecke_orbit_code': 4503599795142747, 'n': 3, 'trace_an': 163}
-
id: 76373003
{'hecke_orbit_code': 4503599795142747, 'n': 4, 'trace_an': 3286}
-
id: 76373004
{'hecke_orbit_code': 4503599795142747, 'n': 5, 'trace_an': -2640}
-
id: 76373005
{'hecke_orbit_code': 4503599795142747, 'n': 6, 'trace_an': -995}
-
id: 76373006
{'hecke_orbit_code': 4503599795142747, 'n': 7, 'trace_an': -31213}
-
id: 76373007
{'hecke_orbit_code': 4503599795142747, 'n': 8, 'trace_an': -6738}
-
id: 76373008
{'hecke_orbit_code': 4503599795142747, 'n': 9, 'trace_an': 94756}
-
id: 76373009
{'hecke_orbit_code': 4503599795142747, 'n': 10, 'trace_an': 42588}
-
id: 76373010
{'hecke_orbit_code': 4503599795142747, 'n': 11, 'trace_an': -107493}
-
id: 76373011
{'hecke_orbit_code': 4503599795142747, 'n': 12, 'trace_an': 157399}
-
id: 76373012
{'hecke_orbit_code': 4503599795142747, 'n': 13, 'trace_an': -371293}
-
id: 76373013
{'hecke_orbit_code': 4503599795142747, 'n': 14, 'trace_an': 62426}
-
id: 76373014
{'hecke_orbit_code': 4503599795142747, 'n': 15, 'trace_an': -469556}
-
id: 76373015
{'hecke_orbit_code': 4503599795142747, 'n': 16, 'trace_an': 1033802}
-
id: 76373016
{'hecke_orbit_code': 4503599795142747, 'n': 17, 'trace_an': 50812}
-
id: 76373017
{'hecke_orbit_code': 4503599795142747, 'n': 18, 'trace_an': -2994615}
-
id: 76373018
{'hecke_orbit_code': 4503599795142747, 'n': 19, 'trace_an': 479470}
-
id: 76373019
{'hecke_orbit_code': 4503599795142747, 'n': 20, 'trace_an': -1834962}
-
id: 76373020
{'hecke_orbit_code': 4503599795142747, 'n': 21, 'trace_an': -391363}
-
id: 76373021
{'hecke_orbit_code': 4503599795142747, 'n': 22, 'trace_an': -5474013}
-
id: 76373022
{'hecke_orbit_code': 4503599795142747, 'n': 23, 'trace_an': -984639}
-
id: 76373023
{'hecke_orbit_code': 4503599795142747, 'n': 24, 'trace_an': -12496965}
-
id: 76373024
{'hecke_orbit_code': 4503599795142747, 'n': 25, 'trace_an': 4519039}
-
id: 76373025
{'hecke_orbit_code': 4503599795142747, 'n': 26, 'trace_an': 742586}
-
id: 76373026
{'hecke_orbit_code': 4503599795142747, 'n': 27, 'trace_an': 5965117}
-
id: 76373027
{'hecke_orbit_code': 4503599795142747, 'n': 28, 'trace_an': -7889686}
-
id: 76373028
{'hecke_orbit_code': 4503599795142747, 'n': 29, 'trace_an': -3441800}
-
id: 76373029
{'hecke_orbit_code': 4503599795142747, 'n': 30, 'trace_an': 25168012}
-
id: 76373030
{'hecke_orbit_code': 4503599795142747, 'n': 31, 'trace_an': -2185751}
-
id: 76373031
{'hecke_orbit_code': 4503599795142747, 'n': 32, 'trace_an': -2746342}
-
id: 76373032
{'hecke_orbit_code': 4503599795142747, 'n': 33, 'trace_an': 34793355}
-
id: 76373033
{'hecke_orbit_code': 4503599795142747, 'n': 34, 'trace_an': -966694}
-
id: 76373034
{'hecke_orbit_code': 4503599795142747, 'n': 35, 'trace_an': 6338640}
-
id: 76373035
{'hecke_orbit_code': 4503599795142747, 'n': 36, 'trace_an': 23974587}
-
id: 76373036
{'hecke_orbit_code': 4503599795142747, 'n': 37, 'trace_an': -31532363}
-
id: 76373037
{'hecke_orbit_code': 4503599795142747, 'n': 38, 'trace_an': -51039796}
-
id: 76373038
{'hecke_orbit_code': 4503599795142747, 'n': 39, 'trace_an': -4655443}
-
id: 76373039
{'hecke_orbit_code': 4503599795142747, 'n': 40, 'trace_an': 27446642}
-
id: 76373040
{'hecke_orbit_code': 4503599795142747, 'n': 41, 'trace_an': -38029287}
-
id: 76373041
{'hecke_orbit_code': 4503599795142747, 'n': 42, 'trace_an': 2388995}
-
id: 76373042
{'hecke_orbit_code': 4503599795142747, 'n': 43, 'trace_an': -65479740}
-
id: 76373043
{'hecke_orbit_code': 4503599795142747, 'n': 44, 'trace_an': -64795239}
-
id: 76373044
{'hecke_orbit_code': 4503599795142747, 'n': 45, 'trace_an': -190647152}
-
id: 76373045
{'hecke_orbit_code': 4503599795142747, 'n': 46, 'trace_an': -68737615}
-
id: 76373046
{'hecke_orbit_code': 4503599795142747, 'n': 47, 'trace_an': 18884785}
-
id: 76373047
{'hecke_orbit_code': 4503599795142747, 'n': 48, 'trace_an': -43918333}
-
id: 76373048
{'hecke_orbit_code': 4503599795142747, 'n': 49, 'trace_an': 74942413}
-
id: 76373049
{'hecke_orbit_code': 4503599795142747, 'n': 50, 'trace_an': -295918964}
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