Formats: - HTML - YAML - JSON - 2026-07-27T02:35:52.068879
  • mf_newforms • Show schema
    {'Nk2': 21780, 'analytic_conductor': 114.36430548127034, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 4, 'char_parity': -1, 'char_values': [180, 4, [91, 101, 37], [4, 4, 1]], 'cm_discs': [], 'conrey_index': 37, 'dim': 10, 'field_disc': -70022065050226336292835684586948856029676544, 'field_disc_factorization': [[-1, 1], [2, 10], [3, 2], [113, 2], [2467, 2], [873079, 2], [358133617, 2]], 'field_poly': [130532036219814297600, 0, 87673968468747264, 0, 20025190470928, 0, 1918432665, 0, 75402, 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': [[7, [525399433048782181383042347035252575891968, 183460072219404323600182702429649511424, 32030485742477015698632245772706816, 2070274077760766363546524609600, 46269074345262862486749384, -2680660841697703640888, 322044924554086308, 11532754764400, 248332898, -22286, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 756098793652, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 5308416000000, 'hecke_ring_index_factorization': [[2, 22], [3, 4], [5, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '180.11.l.a', 'level': 180, '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': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '20.11.f.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(-89-175\\beta _{1}-\\beta _{2}-\\beta _{5})q^{5}+(2229+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '10.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '180.11.l', 'trace_display': [0, 0, -894, 22286], 'trace_hash': 1346937882118035512, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.051', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.775', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.283', 'prec': 17}, {'__RealLiteral__': 0, 'data': '386.085', 'prec': 24}, {'__RealLiteral__': 0, 'data': '688.433', 'prec': 24}, {'__RealLiteral__': 0, 'data': '28301.044', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.248', 'prec': 17}, 'traces': [10, 0, 0, 0, -894, 0, 22286, 0, 0, 0, 201700, 0, 239298, 0, 0, 0, -1045442, 0, 0, 0, 0, 0, 4097986, 0, -4233934, 0, 0, 0, 0, 0, 23221660, 0, 0, 0, 55388242, 0, -87811974, 0, 0, 0, -29776460, 0, 156325470, 0, 0, 0, 450750018, 0, 0, 0, 0, 0, -701393866, 0, -1301185140, 0, 0, 0, 0, 0, 2991488220, 0, 0, 0, 2867494182, 0, -6990333394, 0, 0, 0, -9915200380, 0, 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  • mf_hecke_nf • Show schema
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'hecke_ring_power_basis': False, 'hecke_ring_rank': 10, 'label': '180.11.l.a', 'level': 180, 'maxp': 997, 'weight': 11}
  • mf_newspaces • Show schema
    {'Nk2': 21780, 'analytic_conductor': 114.36430548127034, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 4, 'char_parity': -1, 'char_values': [180, 4, [91, 101, 37], [4, 4, 1]], 'conrey_index': 37, 'cusp_dim': 696, 'dim': 50, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 756098793652, 'hecke_orbit_dims': [10, 20, 20], 'label': '180.11.l', 'level': 180, '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': [2, 3, 5], 'level_radical': 30, 'mf_dim': 744, 'mf_new_dim': 50, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 25, 'sturm_bound': 396, 'trace_bound': 5, 'trace_display': [0, 0, 894, -14498], 'traces': [50, 0, 0, 0, 894, 0, -14498, 0, 0, 0, 233780, 0, -384966, 0, 0, 0, -1392802, 0, 0, 0, 0, 0, 2601626, 0, -32428430, 0, 0, 0, 0, 0, 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  • mf_twists_nf • Show schema
    • id: 151111
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.11.l.a', 'source_level': 180, 'target_char_orbit': 6, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '20.11.f.a', 'target_level': 20, 'twist_class_label': '20.11.f.a', 'twist_class_level': 20, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 11}
    • id: 151112
      {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.11.l.a', 'source_level': 180, 'target_char_orbit': 6, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '20.11.f.a', 'target_level': 20, 'twist_class_label': '20.11.f.a', 'twist_class_level': 20, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 11}
    • id: 151113
      {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.11.l.a', 'source_level': 180, 'target_char_orbit': 16, 'target_dim': 10, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '80.11.p.e', 'target_level': 80, 'twist_class_label': '20.11.f.a', 'twist_class_level': 20, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 11}
    • id: 151114
      {'conductor': 60, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.11.l.a', 'source_level': 180, 'target_char_orbit': 16, 'target_dim': 10, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '80.11.p.e', 'target_level': 80, 'twist_class_label': '20.11.f.a', 'twist_class_level': 20, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 11}
    • id: 151115
      {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.11.l.a', 'source_level': 180, 'target_char_orbit': 6, 'target_dim': 10, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '100.11.f.b', 'target_level': 100, 'twist_class_label': '20.11.f.a', 'twist_class_level': 20, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 11}
    • id: 151116
      {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.11.l.a', 'source_level': 180, 'target_char_orbit': 6, 'target_dim': 10, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '100.11.f.b', 'target_level': 100, 'twist_class_label': '20.11.f.a', 'twist_class_level': 20, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 11}
    • id: 151117
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 12, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.11.l.a', 'source_level': 180, 'target_char_orbit': 12, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '180.11.l.a', 'target_level': 180, 'twist_class_label': '20.11.f.a', 'twist_class_level': 20, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
    • id: 151118
      {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '180.11.l.a', 'source_level': 180, 'target_char_orbit': 12, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '180.11.l.a', 'target_level': 180, 'twist_class_label': '20.11.f.a', 'twist_class_level': 20, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 11}
  • mf_hecke_charpolys • Show schema
    • id: 462050
      {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 756098793652, 'p': 2}
    • id: 462051
      {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 756098793652, 'p': 3}
    • id: 462052
      {'charpoly_factorization': [[[88817841970012523233890533447265625, 8130882633849978446960449218750, 2343752421438694000244140625, -441669845581054687500000, -362083711242675781250, -534345952148437500, -37077372031250, -4631244000, 2516585, 894, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 5}
    • id: 462053
      {'charpoly_factorization': [[[525399433048782181383042347035252575891968, 183460072219404323600182702429649511424, 32030485742477015698632245772706816, 2070274077760766363546524609600, 46269074345262862486749384, -2680660841697703640888, 322044924554086308, 11532754764400, 248332898, -22286, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 7}
    • id: 462054
      {'charpoly_factorization': [[[-22588598444821059800000000, 735471761900779600000, 1587505481017000, -81140189300, -100850, 1], 2]], 'hecke_orbit_code': 756098793652, 'p': 11}
    • id: 462055
      {'charpoly_factorization': [[[7197477988069109005270736154159663396772462962431104032, 128843189040119276439703011972831444742230998795232, 1153221127563420351329537923507729868953203216, 3647857957293734912906909131021533964800, 2677333316942762310981290430022416, -21188732369055777967937581584, 116131323069909728387208, 43173069211843200, 28631766402, -239298, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 13}
    • id: 462056
      {'charpoly_factorization': [[[67939276393921384590618200400270929521863939825698815279564832, -175534421970757455359404379790453843694475041887729239008, 226763772975397462340785548748553748095501604648976, -101988745248530081887544611897089472652851200, 12527331538515941327710893215241707536, 2257657211520519381053919321616, 28905379396130223766679048, -7205988379777420800, 546474487682, 1045442, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 17}
    • id: 462057
      {'charpoly_factorization': [[[16297358857358158074952084262859577031176996855909802948190797824, 0, 17241059482164815499113294901097225826661583557754880, 0, 6024832530268535671114875832929237975040, 0, 827245495928285503406383360, 0, 48182311879520, 0, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 19}
    • id: 462058
      {'charpoly_factorization': [[[374127198018197883087553602008698171210333387334524715441432211968, 144557233798128539398373368463701555409074810416598037786624, 27927392012743159714030582861130882388259928988860416, -164874181703286641416434839273587534056838910400, 152842828790631360450890051404805755962184, -45990752434818717942715582152026888, 7149841984462168057305164708, -220946900671001019600, 8396744628098, -4097986, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 23}
    • id: 462059
      {'charpoly_factorization': [[[27713696167794198622441315774471687890732668739379292614629451254646964224, 0, 344817586842273285520083921325827856640428664919175127367680, 0, 1526570382939667050558559015276875894150922240, 0, 3089104717361200565475477544960, 0, 2888958291091520, 0, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 29}
    • id: 462060
      {'charpoly_factorization': [[[-491195847282941145223521288547624576, 39970709102174459719988247680, 22955303204871510730040, -1647968788057940, -11610830, 1], 2]], 'hecke_orbit_code': 756098793652, 'p': 31}
    • id: 462061
      {'charpoly_factorization': [[[2935585462946094727595475904544886013289901443646689135673349578311281793568, 849690173686915542655239108758150700291354243454479773360378451898464, 122969233969353199874984910664596106930658781420216876458625936, 8362792626814805644464055266176885070928339757173065600, 331899206329313935280912384034172105808525659344, 7153780557906925027059047547968815755312, 79458135323345125525891260275688, 141846264175412679890400, 3855471388888338, 87811974, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 37}
    • id: 462062
      {'charpoly_factorization': [[[1152196055710172346446039434547471858176, 62889462338887607305519999722880, -224249579170116220978040, -19586218921845140, 14888230, 1], 2]], 'hecke_orbit_code': 756098793652, 'p': 41}
    • id: 462063
      {'charpoly_factorization': [[[772444684876237815184319937394234387593100376505524837615157253125000000000, 85751596393928582531960907738049819453829997398055693279000000000000, 4759781786371788852234106634837367135297291123699360000000000, -697876890354378542722491677052337979254943790225000000, 39113136989699580556477081455745841140936125000, -619399788848108417432685694444803675000, 5478138923050899252266710702500, -135805756490281286910000, 12218826285360450, -156325470, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 43}
    • id: 462064
      {'charpoly_factorization': [[[90872746897511730730138742655704632882804060216204741207532854029518300998021632, -1153770563370694359255878037271248181225864547530083175751988728756686848, 7324454021413431467518239700061330982286948673309660169891495936, 502966728192081475504776289634973584674559998136156520000, 19686842728411159742129444757090109224428592701256, -7241255584956412075746597667079195704584, -102922629066152501842497306296412, -3454609755338364331170000, 101587789363500162, -450750018, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 47}
    • id: 462065
      {'charpoly_factorization': [[[72298023764536739389475578489290803907002599812388827909004473418682464155428695489568, 232262542982696337749695089695997098611619242897521340443847227624507961691296, 373079968606625511359327329411790410242612269871712053844186585223056, -294557776110863758735735520352086232394410469607050046102400, 10243177549786373613846969001037775321293970908618704, 29695350370512549763230663624504951118507088, 43140534311182653595652765123854568, -7294690163139506567589600, 245976677631212978, 701393866, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 53}
    • id: 462066
      {'charpoly_factorization': [[[59448155832070980544820981408923063233257845344861649712426129179896979198456077746176, 0, 28225177319505734925884887253525079133436397271948280538788199142522880, 0, 515760851945733471214937662136610321900808718349352960, 0, 2003819509311432797442313709206831360, 0, 2521295227586864480, 0, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 59}
    • id: 462067
      {'charpoly_factorization': [[[10658029273313439862646330617821596914003968, -137363449344635192655299778764853120, 527301780427294137378693720, -280807256400895860, -1495744110, 1], 2]], 'hecke_orbit_code': 756098793652, 'p': 61}
    • id: 462068
      {'charpoly_factorization': [[[169870800903594838208319753877582753807400763512639994307658222164954074975335451057446547968, 549533728064633676534630763878320335410016444126124827152566787858455475484914694144, 888873534104306567025481939580551529863408694269032558520134099531462578176, 751071404442236296944583000903139167569669610185488153751033937600, 392748084560789242300535418491840192325184548467268811464, 144421730987992300490749609729845756963002967112, 72498401885672678008625299889007232548, 48052067065890952895167440400, 24432380479635779618, 6990333394, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 67}
    • id: 462069
      {'charpoly_factorization': [[[20086292410331530403669890943114088001171760768, -8053867339244683300762474810740206720, -18075843730415656111794473080, 1441816510910717740, 4957600190, 1], 2]], 'hecke_orbit_code': 756098793652, 'p': 71}
    • id: 462070
      {'charpoly_factorization': [[[28970505791819514271039819999356382706956641402153292483934769554647877998915879492300832, -1637230073151193811982529434398460114282940164986937464674666268750290013582297248, 46262953289334187237548488395191135609201646018045999419927321487215169936, -84560804345175429053121601223994907534372313883124706047085507200, 76471776121842768055609964553871539571718332324117979856, 21889224524282765630638922735885203891766749616, 55812363677427160402963246374927664488, -66788341488399519881156336800, 35296087984846970162, -8401915018, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 73}
    • id: 462071
      {'charpoly_factorization': [[[5881181811720912725466949804098042803007977254607612097824808266867706481628514564775373438976, 0, 8871096021796071434349327324430606705611620344320893760751191704045963182080, 0, 4257216322884049494207733874623453969536069028414236917760, 0, 737085557105338368416822436277188034560, 0, 48268632216566369280, 0, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 79}
    • id: 462072
      {'charpoly_factorization': [[[23355026218777821277862571908571914762945773942742401921092885888713286306915929341043263738368, 31778180926313158490004592146626138678288592316435792161407690649158874478312694313984, 21619602853914917783425393799330265360552927979753796817688597724880140829696, 5916651534200717284597630921341247455755663679514417018221473400000, 3938202659442000363159170102671326979115655329212093383624, 3704758950672877786488173482921707106220673110712, 2144784809352886589783554706765712293028, 708284434414263512325026850000, 144476497673716721058, 16998617454, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 83}
    • id: 462073
      {'charpoly_factorization': [[[104169793339412778599564833496240153440613106956760676993833465885830448139337342698267168970113024, 0, 15253791535204294790339260656504761763356963984754263648299601636336030795694080, 0, 822051026179982980330738047714803236618864660208272267018240, 0, 20339718106942683323317258735360652738560, 0, 233111035259067326720, 0, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 89}
    • id: 462074
      {'charpoly_factorization': [[[5707425874358776464011665058029713360538662616040743133089645149678894298532408334049810500578292768, 2489183755672631197188615860036479344080287757065776918522983700439978631040604632981497184, 542804751730623543863423602116789140571115731950345255431488445892314669269764496, 65045700708228009385665761221191968738476934248568329422412559482070400, 6171158553942281699988481521006681804587672148754053077590224, 822368749223254349561305935205866634984876049499312, 142404711542555177922571545823396869217128, 16522515186165365154073931829600, 1197831535957720326258, 48945511254, 1], 1]], 'hecke_orbit_code': 756098793652, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 12, 'hecke_orbit': 1, 'label': '180.11.l.a', 'level': 180, 'portrait': 'data:image/png;base64,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', 'weight': 11}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 11118576
      {'hecke_orbit_code': 756098793652, 'n': 1, 'trace_an': 10}
    • id: 11118577
      {'hecke_orbit_code': 756098793652, 'n': 2, 'trace_an': 0}
    • id: 11118578
      {'hecke_orbit_code': 756098793652, 'n': 3, 'trace_an': 0}
    • id: 11118579
      {'hecke_orbit_code': 756098793652, 'n': 4, 'trace_an': 0}
    • id: 11118580
      {'hecke_orbit_code': 756098793652, 'n': 5, 'trace_an': -894}
    • id: 11118581
      {'hecke_orbit_code': 756098793652, 'n': 6, 'trace_an': 0}
    • id: 11118582
      {'hecke_orbit_code': 756098793652, 'n': 7, 'trace_an': 22286}
    • id: 11118583
      {'hecke_orbit_code': 756098793652, 'n': 8, 'trace_an': 0}
    • id: 11118584
      {'hecke_orbit_code': 756098793652, 'n': 9, 'trace_an': 0}
    • id: 11118585
      {'hecke_orbit_code': 756098793652, 'n': 10, 'trace_an': 0}
    • id: 11118586
      {'hecke_orbit_code': 756098793652, 'n': 11, 'trace_an': 201700}
    • id: 11118587
      {'hecke_orbit_code': 756098793652, 'n': 12, 'trace_an': 0}
    • id: 11118588
      {'hecke_orbit_code': 756098793652, 'n': 13, 'trace_an': 239298}
    • id: 11118589
      {'hecke_orbit_code': 756098793652, 'n': 14, 'trace_an': 0}
    • id: 11118590
      {'hecke_orbit_code': 756098793652, 'n': 15, 'trace_an': 0}
    • id: 11118591
      {'hecke_orbit_code': 756098793652, 'n': 16, 'trace_an': 0}
    • id: 11118592
      {'hecke_orbit_code': 756098793652, 'n': 17, 'trace_an': -1045442}
    • id: 11118593
      {'hecke_orbit_code': 756098793652, 'n': 18, 'trace_an': 0}
    • id: 11118594
      {'hecke_orbit_code': 756098793652, 'n': 19, 'trace_an': 0}
    • id: 11118595
      {'hecke_orbit_code': 756098793652, 'n': 20, 'trace_an': 0}
    • id: 11118596
      {'hecke_orbit_code': 756098793652, 'n': 21, 'trace_an': 0}
    • id: 11118597
      {'hecke_orbit_code': 756098793652, 'n': 22, 'trace_an': 0}
    • id: 11118598
      {'hecke_orbit_code': 756098793652, 'n': 23, 'trace_an': 4097986}
    • id: 11118599
      {'hecke_orbit_code': 756098793652, 'n': 24, 'trace_an': 0}
    • id: 11118600
      {'hecke_orbit_code': 756098793652, 'n': 25, 'trace_an': -4233934}
    • id: 11118601
      {'hecke_orbit_code': 756098793652, 'n': 26, 'trace_an': 0}
    • id: 11118602
      {'hecke_orbit_code': 756098793652, 'n': 27, 'trace_an': 0}
    • id: 11118603
      {'hecke_orbit_code': 756098793652, 'n': 28, 'trace_an': 0}
    • id: 11118604
      {'hecke_orbit_code': 756098793652, 'n': 29, 'trace_an': 0}
    • id: 11118605
      {'hecke_orbit_code': 756098793652, 'n': 30, 'trace_an': 0}
    • id: 11118606
      {'hecke_orbit_code': 756098793652, 'n': 31, 'trace_an': 23221660}
    • id: 11118607
      {'hecke_orbit_code': 756098793652, 'n': 32, 'trace_an': 0}
    • id: 11118608
      {'hecke_orbit_code': 756098793652, 'n': 33, 'trace_an': 0}
    • id: 11118609
      {'hecke_orbit_code': 756098793652, 'n': 34, 'trace_an': 0}
    • id: 11118610
      {'hecke_orbit_code': 756098793652, 'n': 35, 'trace_an': 55388242}
    • id: 11118611
      {'hecke_orbit_code': 756098793652, 'n': 36, 'trace_an': 0}
    • id: 11118612
      {'hecke_orbit_code': 756098793652, 'n': 37, 'trace_an': -87811974}
    • id: 11118613
      {'hecke_orbit_code': 756098793652, 'n': 38, 'trace_an': 0}
    • id: 11118614
      {'hecke_orbit_code': 756098793652, 'n': 39, 'trace_an': 0}
    • id: 11118615
      {'hecke_orbit_code': 756098793652, 'n': 40, 'trace_an': 0}
    • id: 11118616
      {'hecke_orbit_code': 756098793652, 'n': 41, 'trace_an': -29776460}
    • id: 11118617
      {'hecke_orbit_code': 756098793652, 'n': 42, 'trace_an': 0}
    • id: 11118618
      {'hecke_orbit_code': 756098793652, 'n': 43, 'trace_an': 156325470}
    • id: 11118619
      {'hecke_orbit_code': 756098793652, 'n': 44, 'trace_an': 0}
    • id: 11118620
      {'hecke_orbit_code': 756098793652, 'n': 45, 'trace_an': 0}
    • id: 11118621
      {'hecke_orbit_code': 756098793652, 'n': 46, 'trace_an': 0}
    • id: 11118622
      {'hecke_orbit_code': 756098793652, 'n': 47, 'trace_an': 450750018}
    • id: 11118623
      {'hecke_orbit_code': 756098793652, 'n': 48, 'trace_an': 0}
    • id: 11118624
      {'hecke_orbit_code': 756098793652, 'n': 49, 'trace_an': 0}
    • id: 11118625
      {'hecke_orbit_code': 756098793652, 'n': 50, 'trace_an': 0}
    • id: 11118626
      {'hecke_orbit_code': 756098793652, 'n': 51, 'trace_an': 0}
    • id: 11118627
      {'hecke_orbit_code': 756098793652, 'n': 52, 'trace_an': 0}
    • id: 11118628
      {'hecke_orbit_code': 756098793652, 'n': 53, 'trace_an': -701393866}
    • id: 11118629
      {'hecke_orbit_code': 756098793652, 'n': 54, 'trace_an': 0}
    • id: 11118630
      {'hecke_orbit_code': 756098793652, 'n': 55, 'trace_an': -1301185140}
    • id: 11118631
      {'hecke_orbit_code': 756098793652, 'n': 56, 'trace_an': 0}
    • id: 11118632
      {'hecke_orbit_code': 756098793652, 'n': 57, 'trace_an': 0}
    • id: 11118633
      {'hecke_orbit_code': 756098793652, 'n': 58, 'trace_an': 0}
    • id: 11118634
      {'hecke_orbit_code': 756098793652, 'n': 59, 'trace_an': 0}
    • id: 11118635
      {'hecke_orbit_code': 756098793652, 'n': 60, 'trace_an': 0}
    • id: 11118636
      {'hecke_orbit_code': 756098793652, 'n': 61, 'trace_an': 2991488220}
    • id: 11118637
      {'hecke_orbit_code': 756098793652, 'n': 62, 'trace_an': 0}
    • id: 11118638
      {'hecke_orbit_code': 756098793652, 'n': 63, 'trace_an': 0}
    • id: 11118639
      {'hecke_orbit_code': 756098793652, 'n': 64, 'trace_an': 0}
    • id: 11118640
      {'hecke_orbit_code': 756098793652, 'n': 65, 'trace_an': 2867494182}
    • id: 11118641
      {'hecke_orbit_code': 756098793652, 'n': 66, 'trace_an': 0}
    • id: 11118642
      {'hecke_orbit_code': 756098793652, 'n': 67, 'trace_an': -6990333394}
    • id: 11118643
      {'hecke_orbit_code': 756098793652, 'n': 68, 'trace_an': 0}
    • id: 11118644
      {'hecke_orbit_code': 756098793652, 'n': 69, 'trace_an': 0}
    • id: 11118645
      {'hecke_orbit_code': 756098793652, 'n': 70, 'trace_an': 0}
    • id: 11118646
      {'hecke_orbit_code': 756098793652, 'n': 71, 'trace_an': -9915200380}
    • id: 11118647
      {'hecke_orbit_code': 756098793652, 'n': 72, 'trace_an': 0}
    • id: 11118648
      {'hecke_orbit_code': 756098793652, 'n': 73, 'trace_an': 8401915018}
    • id: 11118649
      {'hecke_orbit_code': 756098793652, 'n': 74, 'trace_an': 0}
    • id: 11118650
      {'hecke_orbit_code': 756098793652, 'n': 75, 'trace_an': 0}
    • id: 11118651
      {'hecke_orbit_code': 756098793652, 'n': 76, 'trace_an': 0}
    • id: 11118652
      {'hecke_orbit_code': 756098793652, 'n': 77, 'trace_an': 19825815140}
    • id: 11118653
      {'hecke_orbit_code': 756098793652, 'n': 78, 'trace_an': 0}
    • id: 11118654
      {'hecke_orbit_code': 756098793652, 'n': 79, 'trace_an': 0}
    • id: 11118655
      {'hecke_orbit_code': 756098793652, 'n': 80, 'trace_an': 0}
    • id: 11118656
      {'hecke_orbit_code': 756098793652, 'n': 81, 'trace_an': 0}
    • id: 11118657
      {'hecke_orbit_code': 756098793652, 'n': 82, 'trace_an': 0}
    • id: 11118658
      {'hecke_orbit_code': 756098793652, 'n': 83, 'trace_an': -16998617454}
    • id: 11118659
      {'hecke_orbit_code': 756098793652, 'n': 84, 'trace_an': 0}
    • id: 11118660
      {'hecke_orbit_code': 756098793652, 'n': 85, 'trace_an': -24280829854}
    • id: 11118661
      {'hecke_orbit_code': 756098793652, 'n': 86, 'trace_an': 0}
    • id: 11118662
      {'hecke_orbit_code': 756098793652, 'n': 87, 'trace_an': 0}
    • id: 11118663
      {'hecke_orbit_code': 756098793652, 'n': 88, 'trace_an': 0}
    • id: 11118664
      {'hecke_orbit_code': 756098793652, 'n': 89, 'trace_an': 0}
    • id: 11118665
      {'hecke_orbit_code': 756098793652, 'n': 90, 'trace_an': 0}
    • id: 11118666
      {'hecke_orbit_code': 756098793652, 'n': 91, 'trace_an': 52347612540}
    • id: 11118667
      {'hecke_orbit_code': 756098793652, 'n': 92, 'trace_an': 0}
    • id: 11118668
      {'hecke_orbit_code': 756098793652, 'n': 93, 'trace_an': 0}
    • id: 11118669
      {'hecke_orbit_code': 756098793652, 'n': 94, 'trace_an': 0}
    • id: 11118670
      {'hecke_orbit_code': 756098793652, 'n': 95, 'trace_an': 23431125296}
    • id: 11118671
      {'hecke_orbit_code': 756098793652, 'n': 96, 'trace_an': 0}
    • id: 11118672
      {'hecke_orbit_code': 756098793652, 'n': 97, 'trace_an': -48945511254}
    • id: 11118673
      {'hecke_orbit_code': 756098793652, 'n': 98, 'trace_an': 0}
    • id: 11118674
      {'hecke_orbit_code': 756098793652, 'n': 99, 'trace_an': 0}
    • id: 11118675
      {'hecke_orbit_code': 756098793652, 'n': 100, 'trace_an': 0}