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{'Nk2': 11250, 'analytic_conductor': 62.16448407595299, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [50, 4, [27], [1]], 'cm_discs': [], 'conrey_index': 7, 'dim': 8, 'field_disc': 358067461862206430874936651972641331456, 'field_disc_factorization': [[2, 8], [3, 2], [7, 4], [443, 2], [18161068030619, 2]], 'field_poly': [65023716741123799296, 0, 4511941511282436, 0, 81983771116, 0, 513401, 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': [[3, [130033134485906226716641536, -150270032809111838637312, 86828187483625652352, 210575831410680480, 272841733510596, -10963094040, 985608, 1404, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014536200093746, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 16200000000000000, 'hecke_ring_index_factorization': [[2, 15], [3, 4], [5, 14]], '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': '50.15.c.e', 'level': 50, '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, 5], 'level_radical': 10, 'minimal_twist': '10.15.c.b', 'prim_orbit_index': 3, 'qexp_display': 'q+(-2^{6}+2^{6}\\beta _{1})q^{2}+(-176-176\\beta _{1}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '14.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.15.c', 'trace_display': [-512, -1404, 0, -1333276], 'trace_hash': 1272610058126835216, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.561', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '254.596', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15496.802', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.247', 'prec': 17}, 'traces': [8, -512, -1404, 0, 0, 179712, -1333276, 4194304, 0, 0, 8181256, -11501568, 10529136, 0, 0, -536870912, 1669855424, -2079049728, 0, 0, 192520776, -523600384, 4778918036, 0, 0, -1347729408, 20842498800, 10922196992, 0, 0, 35788345016, 34359738368, 130209466872, 0, 0, 266118365184, 31454650344, 100622935040, 0, 0, 94198718056, -12321329664, 942463128516, 0, 0, -611701508608, 1797815170164, 94220845056, 0, 0, -1982287069224, 86254682112, -540438256184, 0, 0, -1398041214976, -6485834218080, 841739223040, 0, 0, -19913995236984, 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mf_hecke_cc • Show schema
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18014536200093746, 'label': '50.15.c.e.7.2', 'level': 50, 'weight': 15}
-
mf_newspaces • Show schema
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{'Nk2': 11250, 'analytic_conductor': 62.16448407595299, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [50, 4, [27], [1]], 'conrey_index': 7, 'cusp_dim': 198, 'dim': 42, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137690611762, 'hecke_orbit_dims': [6, 6, 6, 8, 8, 8], 'label': '50.15.c', 'level': 50, '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, 5], 'level_radical': 10, 'mf_dim': 222, 'mf_new_dim': 42, 'num_forms': 6, 'prim_orbit_index': 3, 'relative_dim': 21, 'sturm_bound': 112, 'trace_bound': 3, 'trace_display': [-128, -4316, 0, -2276404], 'traces': [42, -128, -4316, 0, 0, 386048, -2276404, 1048576, 0, 0, 74770624, -35356672, 62678454, 0, 0, -2818572288, 1964204366, -1747732352, 0, 0, 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mf_twists_cc • Show schema
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id: 44230499
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536200093746, 'source_is_minimal': False, 'source_label': '50.15.c.e.7.2', 'source_level': 50, 'target_conrey_index': 7, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014536200093746, 'target_is_minimal': False, 'target_label': '50.15.c.e.7.2', 'target_level': 50, 'twist_class_label': '10.15.c.b.3.3', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 15}
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id: 44230500
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536200093746, 'source_is_minimal': False, 'source_label': '50.15.c.e.7.2', 'source_level': 50, 'target_conrey_index': 3, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503737317982218, 'target_is_minimal': True, 'target_label': '10.15.c.b.3.3', 'target_level': 10, 'twist_class_label': '10.15.c.b.3.3', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 15}
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id: 44230501
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536200093746, 'source_is_minimal': False, 'source_label': '50.15.c.e.7.2', 'source_level': 50, 'target_conrey_index': 43, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014536200093746, 'target_is_minimal': False, 'target_label': '50.15.c.e.43.2', 'target_level': 50, 'twist_class_label': '10.15.c.b.3.3', 'twist_class_level': 10, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 15}
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id: 44230502
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536200093746, 'source_is_minimal': False, 'source_label': '50.15.c.e.7.2', 'source_level': 50, 'target_conrey_index': 7, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503737317982218, 'target_is_minimal': True, 'target_label': '10.15.c.b.7.3', 'target_level': 10, 'twist_class_label': '10.15.c.b.3.3', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 15}
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id: 44230503
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536200093746, 'source_is_minimal': False, 'source_label': '50.15.c.e.7.2', 'source_level': 50, 'target_conrey_index': 73, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4504012195889242, 'target_is_minimal': False, 'target_label': '90.15.g.b.73.3', 'target_level': 90, 'twist_class_label': '10.15.c.b.3.3', 'twist_class_level': 10, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 15}
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id: 44230504
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536200093746, 'source_is_minimal': False, 'source_label': '50.15.c.e.7.2', 'source_level': 50, 'target_conrey_index': 37, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4504012195889242, 'target_is_minimal': False, 'target_label': '90.15.g.b.37.3', 'target_level': 90, 'twist_class_label': '10.15.c.b.3.3', 'twist_class_level': 10, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 15}
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id: 44230505
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536200093746, 'source_is_minimal': False, 'source_label': '50.15.c.e.7.2', 'source_level': 50, 'target_conrey_index': 33, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504630671179856, 'target_is_minimal': False, 'target_label': '80.15.p.b.33.2', 'target_level': 80, 'twist_class_label': '10.15.c.b.3.3', 'twist_class_level': 10, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 15}
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id: 44230506
{'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 7, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536200093746, 'source_is_minimal': False, 'source_label': '50.15.c.e.7.2', 'source_level': 50, 'target_conrey_index': 17, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504630671179856, 'target_is_minimal': False, 'target_label': '80.15.p.b.17.2', 'target_level': 80, 'twist_class_label': '10.15.c.b.3.3', 'twist_class_level': 10, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 15}
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mf_hecke_charpolys • Show schema
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id: 171375
{'charpoly_factorization': [[[8192, 128, 1], 4]], 'hecke_orbit_code': 18014536200093746, 'p': 2}
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id: 171376
{'charpoly_factorization': [[[130033134485906226716641536, -150270032809111838637312, 86828187483625652352, 210575831410680480, 272841733510596, -10963094040, 985608, 1404, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 3}
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id: 171377
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 18014536200093746, 'p': 5}
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id: 171378
{'charpoly_factorization': [[[43666612052578508292065728578858460135710443776, 245635808345548011171234425810923677592832, 690881974870407929563631337217757312, 988860703829876695276287607520, 783013614331029209123716, 369891813871821640, 888812446088, 1333276, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 7}
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id: 171379
{'charpoly_factorization': [[[-1198048908471983429844756224, 8775110482967623313728, -900655717286556, -4090628, 1], 2]], 'hecke_orbit_code': 18014536200093746, 'p': 11}
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id: 171380
{'charpoly_factorization': [[[129386098855569284070841889100235380724790037824430358186960656, 1813519710940047223673628141405398874284539340709894528, 12709455540657980435068105874594915916586578432, -1182903851599019272472400634215827574720, 44009783938278413051199196454856, -73403294982202162542240, 55431352453248, -10529136, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 13}
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id: 171381
{'charpoly_factorization': [[[774947213261466883449190222150465477198283676256396643968701861596176, -3195851848946722409147165543760364708993337606490229225619968, 6589783707609878073890328526730563166344117781798912, -13941182332506093899641683813026887505140480, 136036099362783528842729077891697416, -588171267801894347857247360, 1394208568531109888, -1669855424, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 17}
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id: 171382
{'charpoly_factorization': [[[3438175585558980044472408550900255147265479859527624111984230400000000, 0, 338779473509403184962086738868742633627015403008000000, 0, 2108123064168338816731534463632800000, 0, 2877886173841895200, 0, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 19}
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id: 171383
{'charpoly_factorization': [[[7782740865850783374689544580376707523816517468100769634689164821350656, -142977798547283453020973158347276555088070948390017613042006272, 1313332361297426264249794783100252683248258828291708032, 12561491256524887089483716826559521237075656480, 55931623917553817959179397077426653956, 37417335385786751085210057160, 11419028797403048648, -4778918036, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 23}
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id: 171384
{'charpoly_factorization': [[[4512112210563493639819382587810146654626860394864388495574229508198400000000000000, 0, 102588774102521343263689776009304642743773728942511718400000000, 0, 733410612440894376554400762923732106240000, 0, 1687376868687445312000, 0, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 29}
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id: 171385
{'charpoly_factorization': [[[171077444364822930496006593747447794410816, 8963571909677316524470923491168, -907177724200652403276, -17894172508, 1], 2]], 'hecke_orbit_code': 18014536200093746, 'p': 31}
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id: 171386
{'charpoly_factorization': [[[1173250284124644459510308182993786585973096376612305659803779754567661366807388768016, -93370355486584183330301889854004605303303608932154847575941393187580701248, 3715329713384885308316708835465559408523380621013591261462892672, 437043510623619177694761172151711419069368636604343520, 19687331251350424985248356310659056044068936, 233245168674913696540018456056240, 494697514131649659168, -31454650344, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 37}
-
id: 171387
{'charpoly_factorization': [[[-100279597651742476084708312727723896519424, 20861621251224765186961548411328, -419847448660699437756, -47099359028, 1], 2]], 'hecke_orbit_code': 18014536200093746, 'p': 41}
-
id: 171388
{'charpoly_factorization': [[[1218884424087560116425367874503338056697896288529241354163933002314252580665507614215485696, -3834720166778726696548875055530491800883519589569286748622380670434529971214592, 6032187493292271085867467089075506211836342161877891999245144177792, -644350763991645500629810089736439985198888533160853002720, 15216688754593626696595825130374255055609732676, -110966359069871532705586726115610840, 444118374306083166181128, -942463128516, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 43}
-
id: 171389
{'charpoly_factorization': [[[36660408110898092200383439662502689776107435455892670626057620213785056356746261632843213056, -40855303841476032992933765474849737566367938034602439359595765642685512669878528, 22765101890438774735083698909088807908866608840773441478266774037632, -8520320772075298873247078981515868759818105584767983776480, 134962439431784930670678436630605441739574625156, -636888547906290694959677451532631160, 1616069693035906137893448, -1797815170164, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 47}
-
id: 171390
{'charpoly_factorization': [[[10673304477407672019238021955564470398597586358360430686491998949137313368276279314964468814096, 5611870759430614019989304490489468124878084693948112540193455318318783514038998208, 1475320669770744076124148534817590236533659351587538548820808351755392, -106055470755114582659316965018406441088642647282750178946720, 648186573057761652240058034631813107039906034376, -553987035410289833251336498224541840, 146036754373601407120928, 540438256184, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 53}
-
id: 171391
{'charpoly_factorization': [[[154451453462180877848660657707363834241071135662459775692032695634244507627060590905600000000000000, 0, 685071654488669583105125952451631566073936360434619554153267811161600000000, 0, 284395010215272653509397866542715578325702580640000, 0, 32415592968635936458228000, 0, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 59}
-
id: 171392
{'charpoly_factorization': [[[29077301909518885870915931663307001668161527689216, 54594812524854460405608669600910680768, 35843197703992565402100324, 9956997618492, 1], 2]], 'hecke_orbit_code': 18014536200093746, 'p': 61}
-
id: 171393
{'charpoly_factorization': [[[4590546553284831209829592193955166056699923948637965627051616844930255609479074200090297170317321103616, -1684604699225939235932715725387949374601569348382182358327085890287796786913807775278421248, 309101863984302947376518146153037510611947627296131768294826281986846373177472, 39992137580187537129100147433804936173225129399649496219058658720, 3423274141222168892229138694456922802804936828349636, -403713852471711418769653588848360926360, 91850363406080151859176968, 13553624120956, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 67}
-
id: 171394
{'charpoly_factorization': [[[-18417214688680306414962306991469478758210706461223104, -2923826892221640735979392485933792683552, 49081682608897832993968884, 25770759399332, 1], 2]], 'hecke_orbit_code': 18014536200093746, 'p': 71}
-
id: 171395
{'charpoly_factorization': [[[2079467305126203050282899249257750822987072758740114932514609860503803042632720583509981072187938854416, 2399846331596051977791346251613468635831224486419819937002904593075208158601755357614230848, 1384792730589601102699473307801897654017010151174883757886615029019952508652672, -227068970896432046987584124366374270376859353430844491561238922720, 33474518946086600680321537432549312993805013748694536, 9426978585609116667559503058755721769360, 984958141499620583970913568, 44383738947944, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 73}
-
id: 171396
{'charpoly_factorization': [[[45559134544918415031679317546969335463734603332075278093851803276510774656688227406418875462031769600000000, 0, 437820820919487900131295871732319399737267555808339326477623184874935418880000000, 0, 1440260889996235264792675321339752351122891520737280000, 0, 1995204883329243786945792000, 0, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 79}
-
id: 171397
{'charpoly_factorization': [[[55716758727281057053040069432783539238558451972402387138112065694430423495939788409200740604482986384845056, -4205823116472861870760769723080855863191429005516514670195553158793798964812986495483859683072, 158739923957531922845895528139459399047785128978754263188138160226004466069832832, 78495384990986664370121213189364225207295081611084098606157766262880, 7371229777017826108500551402299233233437688554350604356, 334866416648783591402084372833487016921960, 9014619183985075551781666248, 134272999400364, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 83}
-
id: 171398
{'charpoly_factorization': [[[19440982372932567110107341515599504626086761907214780071864779705207894809996351864690414059043527065600000000, 0, 59577321479674782055321518868013676952885278858628465610633013552265723641856000000, 0, 41577475409291872193353223625420963571420954244136960000, 0, 10968962629952303758156441600, 0, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 89}
-
id: 171399
{'charpoly_factorization': [[[2507785565848569295054460996768067600523112457544280229653418298556881237155600039584933142033105409287696, 2553697297416773991177880277269145553451002353506656231494425172757798974442069875405612956992, 1300224783100040250734182841652051697493393567764113243443959739791008907251518592, 245500231640904913122657951524967031215657798772012701597973464345120, 21720783458359215520653824809146564631014490946324627976, -727620236254778334894104273707389470325360, 14019969079554385249067351328, 167451300858216, 1], 1]], 'hecke_orbit_code': 18014536200093746, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 5, 'label': '50.15.c.e', 'level': 50, 'portrait': 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', 'weight': 15}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 40675225
{'hecke_orbit_code': 18014536200093746, 'n': 1, 'trace_an': 8}
-
id: 40675226
{'hecke_orbit_code': 18014536200093746, 'n': 2, 'trace_an': -512}
-
id: 40675227
{'hecke_orbit_code': 18014536200093746, 'n': 3, 'trace_an': -1404}
-
id: 40675228
{'hecke_orbit_code': 18014536200093746, 'n': 4, 'trace_an': 0}
-
id: 40675229
{'hecke_orbit_code': 18014536200093746, 'n': 5, 'trace_an': 0}
-
id: 40675230
{'hecke_orbit_code': 18014536200093746, 'n': 6, 'trace_an': 179712}
-
id: 40675231
{'hecke_orbit_code': 18014536200093746, 'n': 7, 'trace_an': -1333276}
-
id: 40675232
{'hecke_orbit_code': 18014536200093746, 'n': 8, 'trace_an': 4194304}
-
id: 40675233
{'hecke_orbit_code': 18014536200093746, 'n': 9, 'trace_an': 0}
-
id: 40675234
{'hecke_orbit_code': 18014536200093746, 'n': 10, 'trace_an': 0}
-
id: 40675235
{'hecke_orbit_code': 18014536200093746, 'n': 11, 'trace_an': 8181256}
-
id: 40675236
{'hecke_orbit_code': 18014536200093746, 'n': 12, 'trace_an': -11501568}
-
id: 40675237
{'hecke_orbit_code': 18014536200093746, 'n': 13, 'trace_an': 10529136}
-
id: 40675238
{'hecke_orbit_code': 18014536200093746, 'n': 14, 'trace_an': 0}
-
id: 40675239
{'hecke_orbit_code': 18014536200093746, 'n': 15, 'trace_an': 0}
-
id: 40675240
{'hecke_orbit_code': 18014536200093746, 'n': 16, 'trace_an': -536870912}
-
id: 40675241
{'hecke_orbit_code': 18014536200093746, 'n': 17, 'trace_an': 1669855424}
-
id: 40675242
{'hecke_orbit_code': 18014536200093746, 'n': 18, 'trace_an': -2079049728}
-
id: 40675243
{'hecke_orbit_code': 18014536200093746, 'n': 19, 'trace_an': 0}
-
id: 40675244
{'hecke_orbit_code': 18014536200093746, 'n': 20, 'trace_an': 0}
-
id: 40675245
{'hecke_orbit_code': 18014536200093746, 'n': 21, 'trace_an': 192520776}
-
id: 40675246
{'hecke_orbit_code': 18014536200093746, 'n': 22, 'trace_an': -523600384}
-
id: 40675247
{'hecke_orbit_code': 18014536200093746, 'n': 23, 'trace_an': 4778918036}
-
id: 40675248
{'hecke_orbit_code': 18014536200093746, 'n': 24, 'trace_an': 0}
-
id: 40675249
{'hecke_orbit_code': 18014536200093746, 'n': 25, 'trace_an': 0}
-
id: 40675250
{'hecke_orbit_code': 18014536200093746, 'n': 26, 'trace_an': -1347729408}
-
id: 40675251
{'hecke_orbit_code': 18014536200093746, 'n': 27, 'trace_an': 20842498800}
-
id: 40675252
{'hecke_orbit_code': 18014536200093746, 'n': 28, 'trace_an': 10922196992}
-
id: 40675253
{'hecke_orbit_code': 18014536200093746, 'n': 29, 'trace_an': 0}
-
id: 40675254
{'hecke_orbit_code': 18014536200093746, 'n': 30, 'trace_an': 0}
-
id: 40675255
{'hecke_orbit_code': 18014536200093746, 'n': 31, 'trace_an': 35788345016}
-
id: 40675256
{'hecke_orbit_code': 18014536200093746, 'n': 32, 'trace_an': 34359738368}
-
id: 40675257
{'hecke_orbit_code': 18014536200093746, 'n': 33, 'trace_an': 130209466872}
-
id: 40675258
{'hecke_orbit_code': 18014536200093746, 'n': 34, 'trace_an': 0}
-
id: 40675259
{'hecke_orbit_code': 18014536200093746, 'n': 35, 'trace_an': 0}
-
id: 40675260
{'hecke_orbit_code': 18014536200093746, 'n': 36, 'trace_an': 266118365184}
-
id: 40675261
{'hecke_orbit_code': 18014536200093746, 'n': 37, 'trace_an': 31454650344}
-
id: 40675262
{'hecke_orbit_code': 18014536200093746, 'n': 38, 'trace_an': 100622935040}
-
id: 40675263
{'hecke_orbit_code': 18014536200093746, 'n': 39, 'trace_an': 0}
-
id: 40675264
{'hecke_orbit_code': 18014536200093746, 'n': 40, 'trace_an': 0}
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