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  • mf_newforms • Show schema
    {'Nk2': 36864, 'analytic_conductor': 214.53058390086645, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [64, 1, [63, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 6168458165524, 'field_disc_factorization': [[2, 2], [2851, 1], [3623, 1], [149297, 1]], 'field_poly': [-10560732, -166408, 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': [[3, [-758732719429440, -205582806864, -213948, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996676358208, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 56623104, 'hecke_ring_index_factorization': [[2, 21], [3, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '64.24.a.k', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.24.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(71316+\\beta _{1})q^{3}+(-31876206+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '23.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.24.a', 'trace_display': [0, 213948, -95628618, -8647912920], 'trace_hash': 1329110325947243961, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.061', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.807', 'prec': 17}, 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  • mf_hecke_cc • Show schema
    {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [-0.012075762355493277, 0.0], [0.0, 0.0], [0.6331280502082457, 0.0], [0.0, 0.0], [1.3183035914438, 0.0], [0.0, 0.0], [-0.9998541759635337, 0.0], [0.0, 0.0], [-0.4684517011693839, 0.0], [0.0, 0.0], [0.10911719593166494, 0.0], [0.0, 0.0], [-0.007645503874911591, 0.0], [0.0, 0.0], [-0.14605514146351548, 0.0], [0.0, 0.0], [0.049338400293613256, 0.0], [0.0, 0.0], [-0.01591952088266863, 0.0], [0.0, 0.0], [-0.732358088238772, 0.0], [0.0, 0.0], [-0.5991488720395052, 0.0], [0.0, 0.0], [0.02414976377457647, 0.0], [0.0, 0.0], [1.3063710419855599, 0.0], [0.0, 0.0], [-1.6918191952261195, 0.0], [0.0, 0.0], [0.005656911418348032, 0.0], [0.0, 0.0], [0.8346549824333408, 0.0], [0.0, 0.0], [1.8773394919487953, 0.0], [0.0, 0.0], [-0.0013176733269685836, 0.0], [0.0, 0.0], [0.8412510274463272, 0.0], [0.0, 0.0], [0.8143930763612369, 0.0], [0.0, 0.0], [-0.6330357249203642, 0.0], [0.0, 0.0], [1.1467093196219083, 0.0], [0.0, 0.0], [0.7379243592136217, 0.0], [0.0, 0.0], [0.0017637271791113656, 0.0], [0.0, 0.0], [-1.473518706364908, 0.0], [0.0, 0.0], [-0.29658991217810776, 0.0], [0.0, 0.0], [-0.0005957987969458735, 0.0], [0.0, 0.0], [1.0793199350891807, 0.0], [0.0, 0.0], [-0.4778099480858125, 0.0], [0.0, 0.0], [-1.3181113510928075, 0.0], [0.0, 0.0], [0.06908515750440614, 0.0], [0.0, 0.0], [1.4296490548724567, 0.0], [0.0, 0.0], [0.008843782232694787, 0.0], [0.0, 0.0], [-0.3333348547292546, 0.0], [0.0, 0.0], [1.31474094355905, 0.0], [0.0, 0.0], [0.007235179394310915, 0.0], [0.0, 0.0], [-0.6175615600695566, 0.0], [0.0, 0.0], [-0.3220793784655867, 0.0], [0.0, 0.0], [0.9995625491552506, 0.0], [0.0, 0.0], [-1.1898407293412312, 0.0], [0.0, 0.0], [-0.09247160693768505, 0.0], [0.0, 0.0], [-0.015775426251115752, 0.0], [0.0, 0.0], [-1.4817851476985824, 0.0], [0.0, 0.0], [0.1438495912849907, 0.0], [0.0, 0.0], [0.020430006550012505, 0.0], [0.0, 0.0], [0.0312375251782893, 0.0], [0.0, 0.0], [-1.042363552284799, 0.0], [0.0, 0.0], [0.4683833896514299, 0.0], [0.0, 0.0]], 'angles': [None, -0.2509609644741218, -0.19873539330802178, -0.13545773346009216, -0.2876277603333366, -0.2413124158357467, -0.26163305442788126, -0.24607337651531144, -0.30966711421451876, -0.1367160852303572, -0.41047089747964227, -0.05602959906133245, -0.18090531921652492, -0.18325320290706035, -0.15282086317108756, -0.38182246931620073, -0.15927640454381486, -0.28839422240160617, -0.12325327668047159, -0.27665031230527976, -0.13583434161734173, -0.2757423573404274, -0.35140820912675386, -0.3827986243553913, -0.33725432260036997, -0.13294229479265113, -0.11390699394013364, -0.29274938575043585, -0.25717249827721345, -0.10951683025294427, -0.370667153583559, -0.06332652047413215, -0.2486774112835582, -0.30525209166263684, -0.24472641546747786, -0.13363732762814037, -0.19443365383255112, -0.15169225277675175, -0.18130873087063942, -0.1969926127398181, -0.24334052847901555, -0.36164695454410556, -0.23324911470372342, -0.1757211693132529, -0.2750234075354202, -0.2403401362358873, -0.15735518765912215, -0.13204357074831358, -0.32513158026805905, -0.23623104934900693, -0.20270085218464726, -0.09174518160256771, -0.2294356782761248, -0.07723320454500122, -0.226889080711982, -0.17829563864556489, -0.28266651496277856, -0.252352546831695, -0.24778829584067297, -0.0838913799534143, -0.18831210983663635, -0.18715238526072003, -0.10263128822813673, -0.2042521408266117, -0.3474109600064597, -0.29584824484008754, -0.18099740390797256, -0.24035721829676016, -0.21379564948153787, -0.22292977300378278, -0.1730304069693038, -0.4073707747510642, -0.2822398456324436, -0.2446578246051398, -0.35617902058754686, -0.28272227350971235, -0.32843697477420686, -0.2813565714374872, -0.20795371168378526, -0.21611223907266167, -0.1818859897573608, -0.3586653501533867, -0.39144525029899324, -0.19847075371627648, -0.13892506364621404, -0.3497348851660747, -0.26554500391025454, -0.25869380219368837, -0.29951931481628713, -0.13792093143109113, -0.2064352389278026, -0.294345261817071, -0.17283829059016137, -0.046563156098786036, -0.24459297188572138, -0.2597317950888475, -0.43007246910689023, -0.19090161926532903, -0.07266456495850585, -0.10682090199302119], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -65.12254968310867, 'hecke_orbit': 11, 'hecke_orbit_code': 45035996676358208, 'label': '64.24.a.k.1.2', 'level': 64, 'weight': 24}
  • mf_newspaces • Show schema
    {'ALdims': [23, 22], 'ALdims_eis_new': [1, 1], 'ALdims_eis_old': [5, 5], 'ALdims_old': [67, 66], 'Nk2': 36864, 'analytic_conductor': 214.53058390086645, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [64, 1, [63, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 178, 'dim': 45, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 402653248, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 4, 6, 6, 6], 'label': '64.24.a', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 190, 'mf_new_dim': 47, 'num_forms': 15, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 45, 'sturm_bound': 192, 'trace_bound': 3, 'trace_display': [0, 0, 2, 0], 'traces': [45, 0, 0, 0, 2, 0, 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  • mf_twists_cc • Show schema
    • id: 47153550
      {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996676358208, 'source_is_minimal': False, 'source_label': '64.24.a.k.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996676358208, 'target_is_minimal': False, 'target_label': '64.24.a.k.1.2', 'target_level': 64, 'twist_class_label': '8.24.a.a.1.2', 'twist_class_level': 8, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 24}
    • id: 47153551
      {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996676358208, 'source_is_minimal': False, 'source_label': '64.24.a.k.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197794246720, 'target_is_minimal': False, 'target_label': '64.24.a.h.1.2', 'target_level': 64, 'twist_class_label': '8.24.a.a.1.2', 'twist_class_level': 8, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 24}
    • id: 47153552
      {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996676358208, 'source_is_minimal': False, 'source_label': '64.24.a.k.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398912135184, 'target_is_minimal': False, 'target_label': '16.24.a.e.1.2', 'target_level': 16, 'twist_class_label': '8.24.a.a.1.2', 'twist_class_level': 8, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 24}
    • id: 47153553
      {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 45035996676358208, 'source_is_minimal': False, 'source_label': '64.24.a.k.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 402653192, 'target_is_minimal': True, 'target_label': '8.24.a.a.1.2', 'target_level': 8, 'twist_class_label': '8.24.a.a.1.2', 'twist_class_level': 8, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 24}
  • mf_hecke_charpolys • Show schema
    • id: 211025
      {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 45035996676358208, 'p': 2}
    • id: 211026
      {'charpoly_factorization': [[[-758732719429440, -205582806864, -213948, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 3}
    • id: 211027
      {'charpoly_factorization': [[[-468886300163276590285000, -4606034194047540, 95628618, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 5}
    • id: 211028
      {'charpoly_factorization': [[[-393905949062958180089111711232, -50092158581343482688, 8647912920, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 7}
    • id: 211029
      {'charpoly_factorization': [[[-909954235508836061028159058765053376, -2233561193768085075880656, 35420906796, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 11}
    • id: 211030
      {'charpoly_factorization': [[[17015400173447823429844765556291639896, -26861035750485210636501780, 3164858452338, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 13}
    • id: 211031
      {'charpoly_factorization': [[[-74558947670079063195459423803740108765000, -3414578249092209709264792500, 30233487828906, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 17}
    • id: 211032
      {'charpoly_factorization': [[[2764750889486405028177185349317588607244736, -101396836199167113045276858576, -382754784400236, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 19}
    • id: 211033
      {'charpoly_factorization': [[[-27566352710329983924151108838893953782476954112, -6872286035575243075338082997568, 3754416434163720, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 23}
    • id: 211034
      {'charpoly_factorization': [[[-40607895644603607872094287994990217144936877168232, 5370727956779448646356973924369836, -142892073311612862, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 29}
    • id: 211035
      {'charpoly_factorization': [[[-11826850539939553373097085426139079932165288092467200, -57827315910785943608753607473034240, 204189369040807008, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 31}
    • id: 211036
      {'charpoly_factorization': [[[1780619148379797578129788025417904124777552227167362488, -3174429851672668238817356672425089204, -900641094521542422, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 37}
    • id: 211037
      {'charpoly_factorization': [[[30235845572451505980762869532962788096674976097958672984, -24378020577096696744509488065753506580, 1818448729363485042, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 41}
    • id: 211038
      {'charpoly_factorization': [[[-241956498642590617831732997917193108773441355644306252736, -20645600823931959755015678543696110032, 9021528635440809420, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 43}
    • id: 211039
      {'charpoly_factorization': [[[-124586437983917059732344654779728576575704547892459425792, -319909671953559877287611376166984697088, -2644177465669087344, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 47}
    • id: 211040
      {'charpoly_factorization': [[[-142376426394346033207195487398084637264809773929988787631368, 1333441234699223220202643885061441864972, 127243616001408711354, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 53}
    • id: 211041
      {'charpoly_factorization': [[[-13985617449729620177432059934317311090040042516918926422160064, 180219338959969340480949914533898042393520, -747107029364442476772, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 59}
    • id: 211042
      {'charpoly_factorization': [[[-989754286857704705049068495377359233656861500174900185345000, -55399028892210280208180479346541654374100, -141236260775173151262, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 61}
    • id: 211043
      {'charpoly_factorization': [[[-1433127869903986509847665637194405708431390195793260749774086976, 3877454565603657244111594385161223337086640, -3440608449139647701628, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 67}
    • id: 211044
      {'charpoly_factorization': [[[468160279663949443404987242895719328722364416536149475985891840, 2904513169601229751389108561511309334341824, 4012482808005984420504, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 71}
    • id: 211045
      {'charpoly_factorization': [[[-1285494359686990297801146817750020470638682633591495857260521512, 4844767949331343155130234716528159804075372, -4795371647558134022190, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 73}
    • id: 211046
      {'charpoly_factorization': [[[62628074176804299927444453735999129597643229056920597452812636160, -407751095904398192417926355074918242342144, -11708176751738041997328, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 79}
    • id: 211047
      {'charpoly_factorization': [[[576441540750797149994820533762027333147722654795195166990669098432, -160895731073421139883498665779947449287721680, -523281952489285038636, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 83}
    • id: 211048
      {'charpoly_factorization': [[[-12582267263713800988719529433850688689846144998130797440547524909416, -1596133652027461303453500685494137632956863316, 6011462112251221873026, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 89}
    • id: 211049
      {'charpoly_factorization': [[[458009411313937785187878321052822764866135118392328286838509132844152, 18012315099933365636549434903123230279197984652, 233786084347643851364634, 1], 1]], 'hecke_orbit_code': 45035996676358208, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 11, 'label': '64.24.a.k', 'level': 64, 'portrait': 'data:image/png;base64,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', 'weight': 24}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 55376065
      {'hecke_orbit_code': 45035996676358208, 'n': 1, 'trace_an': 3}
    • id: 55376066
      {'hecke_orbit_code': 45035996676358208, 'n': 2, 'trace_an': 0}
    • id: 55376067
      {'hecke_orbit_code': 45035996676358208, 'n': 3, 'trace_an': 213948}
    • id: 55376068
      {'hecke_orbit_code': 45035996676358208, 'n': 4, 'trace_an': 0}
    • id: 55376069
      {'hecke_orbit_code': 45035996676358208, 'n': 5, 'trace_an': -95628618}
    • id: 55376070
      {'hecke_orbit_code': 45035996676358208, 'n': 6, 'trace_an': 0}
    • id: 55376071
      {'hecke_orbit_code': 45035996676358208, 'n': 7, 'trace_an': -8647912920}
    • id: 55376072
      {'hecke_orbit_code': 45035996676358208, 'n': 8, 'trace_an': 0}
    • id: 55376073
      {'hecke_orbit_code': 45035996676358208, 'n': 9, 'trace_an': 174509823951}
    • id: 55376074
      {'hecke_orbit_code': 45035996676358208, 'n': 10, 'trace_an': 0}
    • id: 55376075
      {'hecke_orbit_code': 45035996676358208, 'n': 11, 'trace_an': -35420906796}
    • id: 55376076
      {'hecke_orbit_code': 45035996676358208, 'n': 12, 'trace_an': 0}
    • id: 55376077
      {'hecke_orbit_code': 45035996676358208, 'n': 13, 'trace_an': -3164858452338}
    • id: 55376078
      {'hecke_orbit_code': 45035996676358208, 'n': 14, 'trace_an': 0}
    • id: 55376079
      {'hecke_orbit_code': 45035996676358208, 'n': 15, 'trace_an': -19825526344392}
    • id: 55376080
      {'hecke_orbit_code': 45035996676358208, 'n': 16, 'trace_an': 0}
    • id: 55376081
      {'hecke_orbit_code': 45035996676358208, 'n': 17, 'trace_an': -30233487828906}
    • id: 55376082
      {'hecke_orbit_code': 45035996676358208, 'n': 18, 'trace_an': 0}
    • id: 55376083
      {'hecke_orbit_code': 45035996676358208, 'n': 19, 'trace_an': 382754784400236}
    • id: 55376084
      {'hecke_orbit_code': 45035996676358208, 'n': 20, 'trace_an': 0}
    • id: 55376085
      {'hecke_orbit_code': 45035996676358208, 'n': 21, 'trace_an': -27788918984928}
    • id: 55376086
      {'hecke_orbit_code': 45035996676358208, 'n': 22, 'trace_an': 0}
    • id: 55376087
      {'hecke_orbit_code': 45035996676358208, 'n': 23, 'trace_an': -3754416434163720}
    • id: 55376088
      {'hecke_orbit_code': 45035996676358208, 'n': 24, 'trace_an': 0}
    • id: 55376089
      {'hecke_orbit_code': 45035996676358208, 'n': 25, 'trace_an': -17405885896549371}
    • id: 55376090
      {'hecke_orbit_code': 45035996676358208, 'n': 26, 'trace_an': 0}
    • id: 55376091
      {'hecke_orbit_code': 45035996676358208, 'n': 27, 'trace_an': 103738001159574936}
    • id: 55376092
      {'hecke_orbit_code': 45035996676358208, 'n': 28, 'trace_an': 0}
    • id: 55376093
      {'hecke_orbit_code': 45035996676358208, 'n': 29, 'trace_an': 142892073311612862}
    • id: 55376094
      {'hecke_orbit_code': 45035996676358208, 'n': 30, 'trace_an': 0}
    • id: 55376095
      {'hecke_orbit_code': 45035996676358208, 'n': 31, 'trace_an': -204189369040807008}
    • id: 55376096
      {'hecke_orbit_code': 45035996676358208, 'n': 32, 'trace_an': 0}
    • id: 55376097
      {'hecke_orbit_code': 45035996676358208, 'n': 33, 'trace_an': -1301083012339287408}
    • id: 55376098
      {'hecke_orbit_code': 45035996676358208, 'n': 34, 'trace_an': 0}
    • id: 55376099
      {'hecke_orbit_code': 45035996676358208, 'n': 35, 'trace_an': 1750886716718912208}
    • id: 55376100
      {'hecke_orbit_code': 45035996676358208, 'n': 36, 'trace_an': 0}
    • id: 55376101
      {'hecke_orbit_code': 45035996676358208, 'n': 37, 'trace_an': 900641094521542422}
    • id: 55376102
      {'hecke_orbit_code': 45035996676358208, 'n': 38, 'trace_an': 0}
    • id: 55376103
      {'hecke_orbit_code': 45035996676358208, 'n': 39, 'trace_an': -5338477210392936936}
    • id: 55376104
      {'hecke_orbit_code': 45035996676358208, 'n': 40, 'trace_an': 0}
    • id: 55376105
      {'hecke_orbit_code': 45035996676358208, 'n': 41, 'trace_an': -1818448729363485042}
    • id: 55376106
      {'hecke_orbit_code': 45035996676358208, 'n': 42, 'trace_an': 0}
    • id: 55376107
      {'hecke_orbit_code': 45035996676358208, 'n': 43, 'trace_an': -9021528635440809420}
    • id: 55376108
      {'hecke_orbit_code': 45035996676358208, 'n': 44, 'trace_an': 0}
    • id: 55376109
      {'hecke_orbit_code': 45035996676358208, 'n': 45, 'trace_an': -28993631105890916082}
    • id: 55376110
      {'hecke_orbit_code': 45035996676358208, 'n': 46, 'trace_an': 0}
    • id: 55376111
      {'hecke_orbit_code': 45035996676358208, 'n': 47, 'trace_an': 2644177465669087344}
    • id: 55376112
      {'hecke_orbit_code': 45035996676358208, 'n': 48, 'trace_an': 0}
    • id: 55376113
      {'hecke_orbit_code': 45035996676358208, 'n': 49, 'trace_an': 92864473014347142747}
    • id: 55376114
      {'hecke_orbit_code': 45035996676358208, 'n': 50, 'trace_an': 0}
    • id: 55376115
      {'hecke_orbit_code': 45035996676358208, 'n': 51, 'trace_an': -57094226780716436040}
    • id: 55376116
      {'hecke_orbit_code': 45035996676358208, 'n': 52, 'trace_an': 0}
    • id: 55376117
      {'hecke_orbit_code': 45035996676358208, 'n': 53, 'trace_an': -127243616001408711354}
    • id: 55376118
      {'hecke_orbit_code': 45035996676358208, 'n': 54, 'trace_an': 0}
    • id: 55376119
      {'hecke_orbit_code': 45035996676358208, 'n': 55, 'trace_an': -59143191447597143832}
    • id: 55376120
      {'hecke_orbit_code': 45035996676358208, 'n': 56, 'trace_an': 0}
    • id: 55376121
      {'hecke_orbit_code': 45035996676358208, 'n': 57, 'trace_an': 390032141715811959408}
    • id: 55376122
      {'hecke_orbit_code': 45035996676358208, 'n': 58, 'trace_an': 0}
    • id: 55376123
      {'hecke_orbit_code': 45035996676358208, 'n': 59, 'trace_an': 747107029364442476772}
    • id: 55376124
      {'hecke_orbit_code': 45035996676358208, 'n': 60, 'trace_an': 0}
    • id: 55376125
      {'hecke_orbit_code': 45035996676358208, 'n': 61, 'trace_an': 141236260775173151262}
    • id: 55376126
      {'hecke_orbit_code': 45035996676358208, 'n': 62, 'trace_an': 0}
    • id: 55376127
      {'hecke_orbit_code': 45035996676358208, 'n': 63, 'trace_an': -2369424210278793761592}
    • id: 55376128
      {'hecke_orbit_code': 45035996676358208, 'n': 64, 'trace_an': 0}
    • id: 55376129
      {'hecke_orbit_code': 45035996676358208, 'n': 65, 'trace_an': 386137575836874807036}
    • id: 55376130
      {'hecke_orbit_code': 45035996676358208, 'n': 66, 'trace_an': 0}
    • id: 55376131
      {'hecke_orbit_code': 45035996676358208, 'n': 67, 'trace_an': 3440608449139647701628}
    • id: 55376132
      {'hecke_orbit_code': 45035996676358208, 'n': 68, 'trace_an': 0}
    • id: 55376133
      {'hecke_orbit_code': 45035996676358208, 'n': 69, 'trace_an': -2710328787781605291168}
    • id: 55376134
      {'hecke_orbit_code': 45035996676358208, 'n': 70, 'trace_an': 0}
    • id: 55376135
      {'hecke_orbit_code': 45035996676358208, 'n': 71, 'trace_an': -4012482808005984420504}
    • id: 55376136
      {'hecke_orbit_code': 45035996676358208, 'n': 72, 'trace_an': 0}
    • id: 55376137
      {'hecke_orbit_code': 45035996676358208, 'n': 73, 'trace_an': 4795371647558134022190}
    • id: 55376138
      {'hecke_orbit_code': 45035996676358208, 'n': 74, 'trace_an': 0}
    • id: 55376139
      {'hecke_orbit_code': 45035996676358208, 'n': 75, 'trace_an': -820337660084156915484}
    • id: 55376140
      {'hecke_orbit_code': 45035996676358208, 'n': 76, 'trace_an': 0}
    • id: 55376141
      {'hecke_orbit_code': 45035996676358208, 'n': 77, 'trace_an': -11480348485477300303776}
    • id: 55376142
      {'hecke_orbit_code': 45035996676358208, 'n': 78, 'trace_an': 0}
    • id: 55376143
      {'hecke_orbit_code': 45035996676358208, 'n': 79, 'trace_an': 11708176751738041997328}
    • id: 55376144
      {'hecke_orbit_code': 45035996676358208, 'n': 80, 'trace_an': 0}
    • id: 55376145
      {'hecke_orbit_code': 45035996676358208, 'n': 81, 'trace_an': 22449958139492866882107}
    • id: 55376146
      {'hecke_orbit_code': 45035996676358208, 'n': 82, 'trace_an': 0}
    • id: 55376147
      {'hecke_orbit_code': 45035996676358208, 'n': 83, 'trace_an': 523281952489285038636}
    • id: 55376148
      {'hecke_orbit_code': 45035996676358208, 'n': 84, 'trace_an': 0}
    • id: 55376149
      {'hecke_orbit_code': 45035996676358208, 'n': 85, 'trace_an': -423855162932232129780}
    • id: 55376150
      {'hecke_orbit_code': 45035996676358208, 'n': 86, 'trace_an': 0}
    • id: 55376151
      {'hecke_orbit_code': 45035996676358208, 'n': 87, 'trace_an': 23077946037842683096536}
    • id: 55376152
      {'hecke_orbit_code': 45035996676358208, 'n': 88, 'trace_an': 0}
    • id: 55376153
      {'hecke_orbit_code': 45035996676358208, 'n': 89, 'trace_an': -6011462112251221873026}
    • id: 55376154
      {'hecke_orbit_code': 45035996676358208, 'n': 90, 'trace_an': 0}
    • id: 55376155
      {'hecke_orbit_code': 45035996676358208, 'n': 91, 'trace_an': 15776090363016749995536}
    • id: 55376156
      {'hecke_orbit_code': 45035996676358208, 'n': 92, 'trace_an': 0}
    • id: 55376157
      {'hecke_orbit_code': 45035996676358208, 'n': 93, 'trace_an': 212279712155303705884800}
    • id: 55376158
      {'hecke_orbit_code': 45035996676358208, 'n': 94, 'trace_an': 0}
    • id: 55376159
      {'hecke_orbit_code': 45035996676358208, 'n': 95, 'trace_an': -29064029058982820644968}
    • id: 55376160
      {'hecke_orbit_code': 45035996676358208, 'n': 96, 'trace_an': 0}
    • id: 55376161
      {'hecke_orbit_code': 45035996676358208, 'n': 97, 'trace_an': -233786084347643851364634}
    • id: 55376162
      {'hecke_orbit_code': 45035996676358208, 'n': 98, 'trace_an': 0}
    • id: 55376163
      {'hecke_orbit_code': 45035996676358208, 'n': 99, 'trace_an': -196693345233178755399900}
    • id: 55376164
      {'hecke_orbit_code': 45035996676358208, 'n': 100, 'trace_an': 0}