Formats: - HTML - YAML - JSON - 2026-09-15T21:24:18.495172
  • mf_newforms • Show schema
    {'Nk2': 320, 'analytic_conductor': 1.5619251274206087, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 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': [5, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 76, 'field_disc_factorization': [[2, 2], [19, 1]], 'field_poly': [-19, 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, [24, -20, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588229, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '5.8.a.b', 'level': 5, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.8.a.b', 'nf_label': '2.2.76.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(10+\\beta )q^{2}+(10-8\\beta )q^{3}+(48+20\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5.8.a', 'trace_display': [20, 20, -250, -100], 'trace_hash': 1509438177864283698, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.019', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.928', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '9.290', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '63.361', 'prec': 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  • mf_hecke_nf • Show schema
    {'an': [[1, 0], [10, 1], [10, -8], [48, 20], [-125, 0], [-508, -70], [-50, 56], [720, 120], [2777, -160], [-1250, -125], [2272, 400], [-11680, -184], [1770, -608], [3756, 510], [-1250, 1000], [10176, -640], [-13670, -1184], [15610, 1177], [19380, -320], [-6000, -2500], [-34548, 960], [53120, 6272], [-62070, -408], [-65760, -4560], [15625, 0], [-28508, -4310], [103180, -6320], [82720, 1688], [-36130, 19520], [63500, 8750], [153412, -2800], [-39040, -11584], [-220480, -14176], [-226684, -25510], [6250, -7000], [-109904, 47860], [-61510, 25536], [169480, 16180], [387364, -20240], [-90000, -15000], [132182, -56800], [-272520, -24948], [211650, 43192], [717056, 64640], [-347125, 20000], [-651708, -66150], [-52730, 45496], [490880, -87808], [-582707, -5600], [156250, 15625], [583172, 97520], [-839200, 6216], [-1195790, -53408], [551480, 39980], [-284000, -50000], [474720, 34320], [388360, -158240], [1122220, 159070], [-560060, -227360], [1460000, 23000], [1128522, 160000], [1321320, 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[[1, 0], [0, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '5.8.a.b', 'level': 5, 'maxp': 997, 'weight': 8}
  • mf_newspaces • Show schema
    {'ALdims': [2, 1], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [1, 1], 'ALdims_old': [0, 0], 'Nk2': 320, 'analytic_conductor': 1.5619251274206087, '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': [5, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 3, 'dim': 3, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217733, 'hecke_orbit_dims': [1, 2], 'label': '5.8.a', 'level': 5, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 5, 'mf_new_dim': 3, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 4, 'trace_bound': 1, 'trace_display': [6, -28, -125, -1744], 'traces': [3, 6, -28, 164, -125, -344, -1744, 2280, 5671, -4250, 4716, -26624, 7402, 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  • mf_twists_nf • Show schema
    • id: 2002
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.8.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '5.8.a.b', 'target_level': 5, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
    • id: 2003
      {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.8.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.8.a.b', 'target_level': 25, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 2004
      {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.8.a.b', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '25.8.b.c', 'target_level': 25, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
    • id: 2005
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.8.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '45.8.a.h', 'target_level': 45, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 2006
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.8.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '80.8.a.g', 'target_level': 80, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 2007
      {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.8.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 23, 'target_is_minimal': False, 'target_label': '225.8.a.w', 'target_level': 225, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 2008
      {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.8.a.b', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '225.8.b.m', 'target_level': 225, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
    • id: 2009
      {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.8.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '245.8.a.c', 'target_level': 245, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 2010
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.8.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '320.8.a.l', 'target_level': 320, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 2011
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.8.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '320.8.a.u', 'target_level': 320, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 2012
      {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.8.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 28, 'target_is_minimal': False, 'target_label': '400.8.a.bb', 'target_level': 400, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 2013
      {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.8.a.b', 'source_level': 5, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '400.8.c.m', 'target_level': 400, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
    • id: 2014
      {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '5.8.a.b', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '605.8.a.d', 'target_level': 605, 'twist_class_label': '5.8.a.b', 'twist_class_level': 5, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 18425
      {'charpoly_factorization': [[[24, -20, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 2}
    • id: 18426
      {'charpoly_factorization': [[[-4764, -20, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 3}
    • id: 18427
      {'charpoly_factorization': [[[125, 1], 2]], 'hecke_orbit_code': 4503599761588229, 'p': 5}
    • id: 18428
      {'charpoly_factorization': [[[-235836, 100, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 7}
    • id: 18429
      {'charpoly_factorization': [[[-6998016, -4544, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 11}
    • id: 18430
      {'charpoly_factorization': [[[-24961564, -3540, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 13}
    • id: 18431
      {'charpoly_factorization': [[[80327844, 27340, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 17}
    • id: 18432
      {'charpoly_factorization': [[[367802000, -38760, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 19}
    • id: 18433
      {'charpoly_factorization': [[[3840033636, 124140, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 23}
    • id: 18434
      {'charpoly_factorization': [[[-27652933500, 72260, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 29}
    • id: 18435
      {'charpoly_factorization': [[[22939401744, -306824, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 31}
    • id: 18436
      {'charpoly_factorization': [[[-45775154396, 123020, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 37}
    • id: 18437
      {'charpoly_factorization': [[[-227722158876, -264364, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 41}
    • id: 18438
      {'charpoly_factorization': [[[-96985991164, -423300, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 43}
    • id: 18439
      {'charpoly_factorization': [[[-154530884316, 105460, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 47}
    • id: 18440
      {'charpoly_factorization': [[[1213130224836, 2391580, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 53}
    • id: 18441
      {'charpoly_factorization': [[[-3614968086000, 1120120, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 59}
    • id: 18442
      {'charpoly_factorization': [[[-672038095516, -2257044, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 61}
    • id: 18443
      {'charpoly_factorization': [[[4620664454244, -4516460, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 67}
    • id: 18444
      {'charpoly_factorization': [[[-275746164336, -621784, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 71}
    • id: 18445
      {'charpoly_factorization': [[[1330152816836, -4569060, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 73}
    • id: 18446
      {'charpoly_factorization': [[[-12272229720000, -4333040, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 79}
    • id: 18447
      {'charpoly_factorization': [[[5699002341636, 9793020, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 83}
    • id: 18448
      {'charpoly_factorization': [[[1403196358500, -6025620, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 89}
    • id: 18449
      {'charpoly_factorization': [[[-18666217374716, -4609540, 1], 1]], 'hecke_orbit_code': 4503599761588229, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '5.8.a.b', 'level': 5, 'portrait': 'data:image/png;base64,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', 'weight': 8}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 19523184
      {'hecke_orbit_code': 4503599761588229, 'n': 1, 'trace_an': 2}
    • id: 19523185
      {'hecke_orbit_code': 4503599761588229, 'n': 2, 'trace_an': 20}
    • id: 19523186
      {'hecke_orbit_code': 4503599761588229, 'n': 3, 'trace_an': 20}
    • id: 19523187
      {'hecke_orbit_code': 4503599761588229, 'n': 4, 'trace_an': 96}
    • id: 19523188
      {'hecke_orbit_code': 4503599761588229, 'n': 5, 'trace_an': -250}
    • id: 19523189
      {'hecke_orbit_code': 4503599761588229, 'n': 6, 'trace_an': -1016}
    • id: 19523190
      {'hecke_orbit_code': 4503599761588229, 'n': 7, 'trace_an': -100}
    • id: 19523191
      {'hecke_orbit_code': 4503599761588229, 'n': 8, 'trace_an': 1440}
    • id: 19523192
      {'hecke_orbit_code': 4503599761588229, 'n': 9, 'trace_an': 5554}
    • id: 19523193
      {'hecke_orbit_code': 4503599761588229, 'n': 10, 'trace_an': -2500}
    • id: 19523194
      {'hecke_orbit_code': 4503599761588229, 'n': 11, 'trace_an': 4544}
    • id: 19523195
      {'hecke_orbit_code': 4503599761588229, 'n': 12, 'trace_an': -23360}
    • id: 19523196
      {'hecke_orbit_code': 4503599761588229, 'n': 13, 'trace_an': 3540}
    • id: 19523197
      {'hecke_orbit_code': 4503599761588229, 'n': 14, 'trace_an': 7512}
    • id: 19523198
      {'hecke_orbit_code': 4503599761588229, 'n': 15, 'trace_an': -2500}
    • id: 19523199
      {'hecke_orbit_code': 4503599761588229, 'n': 16, 'trace_an': 20352}
    • id: 19523200
      {'hecke_orbit_code': 4503599761588229, 'n': 17, 'trace_an': -27340}
    • id: 19523201
      {'hecke_orbit_code': 4503599761588229, 'n': 18, 'trace_an': 31220}
    • id: 19523202
      {'hecke_orbit_code': 4503599761588229, 'n': 19, 'trace_an': 38760}
    • id: 19523203
      {'hecke_orbit_code': 4503599761588229, 'n': 20, 'trace_an': -12000}
    • id: 19523204
      {'hecke_orbit_code': 4503599761588229, 'n': 21, 'trace_an': -69096}
    • id: 19523205
      {'hecke_orbit_code': 4503599761588229, 'n': 22, 'trace_an': 106240}
    • id: 19523206
      {'hecke_orbit_code': 4503599761588229, 'n': 23, 'trace_an': -124140}
    • id: 19523207
      {'hecke_orbit_code': 4503599761588229, 'n': 24, 'trace_an': -131520}
    • id: 19523208
      {'hecke_orbit_code': 4503599761588229, 'n': 25, 'trace_an': 31250}
    • id: 19523209
      {'hecke_orbit_code': 4503599761588229, 'n': 26, 'trace_an': -57016}
    • id: 19523210
      {'hecke_orbit_code': 4503599761588229, 'n': 27, 'trace_an': 206360}
    • id: 19523211
      {'hecke_orbit_code': 4503599761588229, 'n': 28, 'trace_an': 165440}
    • id: 19523212
      {'hecke_orbit_code': 4503599761588229, 'n': 29, 'trace_an': -72260}
    • id: 19523213
      {'hecke_orbit_code': 4503599761588229, 'n': 30, 'trace_an': 127000}
    • id: 19523214
      {'hecke_orbit_code': 4503599761588229, 'n': 31, 'trace_an': 306824}
    • id: 19523215
      {'hecke_orbit_code': 4503599761588229, 'n': 32, 'trace_an': -78080}
    • id: 19523216
      {'hecke_orbit_code': 4503599761588229, 'n': 33, 'trace_an': -440960}
    • id: 19523217
      {'hecke_orbit_code': 4503599761588229, 'n': 34, 'trace_an': -453368}
    • id: 19523218
      {'hecke_orbit_code': 4503599761588229, 'n': 35, 'trace_an': 12500}
    • id: 19523219
      {'hecke_orbit_code': 4503599761588229, 'n': 36, 'trace_an': -219808}
    • id: 19523220
      {'hecke_orbit_code': 4503599761588229, 'n': 37, 'trace_an': -123020}
    • id: 19523221
      {'hecke_orbit_code': 4503599761588229, 'n': 38, 'trace_an': 338960}
    • id: 19523222
      {'hecke_orbit_code': 4503599761588229, 'n': 39, 'trace_an': 774728}
    • id: 19523223
      {'hecke_orbit_code': 4503599761588229, 'n': 40, 'trace_an': -180000}
    • id: 19523224
      {'hecke_orbit_code': 4503599761588229, 'n': 41, 'trace_an': 264364}
    • id: 19523225
      {'hecke_orbit_code': 4503599761588229, 'n': 42, 'trace_an': -545040}
    • id: 19523226
      {'hecke_orbit_code': 4503599761588229, 'n': 43, 'trace_an': 423300}
    • id: 19523227
      {'hecke_orbit_code': 4503599761588229, 'n': 44, 'trace_an': 1434112}
    • id: 19523228
      {'hecke_orbit_code': 4503599761588229, 'n': 45, 'trace_an': -694250}
    • id: 19523229
      {'hecke_orbit_code': 4503599761588229, 'n': 46, 'trace_an': -1303416}
    • id: 19523230
      {'hecke_orbit_code': 4503599761588229, 'n': 47, 'trace_an': -105460}
    • id: 19523231
      {'hecke_orbit_code': 4503599761588229, 'n': 48, 'trace_an': 981760}
    • id: 19523232
      {'hecke_orbit_code': 4503599761588229, 'n': 49, 'trace_an': -1165414}
    • id: 19523233
      {'hecke_orbit_code': 4503599761588229, 'n': 50, 'trace_an': 312500}
    • id: 19523234
      {'hecke_orbit_code': 4503599761588229, 'n': 51, 'trace_an': 1166344}
    • id: 19523235
      {'hecke_orbit_code': 4503599761588229, 'n': 52, 'trace_an': -1678400}
    • id: 19523236
      {'hecke_orbit_code': 4503599761588229, 'n': 53, 'trace_an': -2391580}
    • id: 19523237
      {'hecke_orbit_code': 4503599761588229, 'n': 54, 'trace_an': 1102960}
    • id: 19523238
      {'hecke_orbit_code': 4503599761588229, 'n': 55, 'trace_an': -568000}
    • id: 19523239
      {'hecke_orbit_code': 4503599761588229, 'n': 56, 'trace_an': 949440}
    • id: 19523240
      {'hecke_orbit_code': 4503599761588229, 'n': 57, 'trace_an': 776720}
    • id: 19523241
      {'hecke_orbit_code': 4503599761588229, 'n': 58, 'trace_an': 2244440}
    • id: 19523242
      {'hecke_orbit_code': 4503599761588229, 'n': 59, 'trace_an': -1120120}
    • id: 19523243
      {'hecke_orbit_code': 4503599761588229, 'n': 60, 'trace_an': 2920000}
    • id: 19523244
      {'hecke_orbit_code': 4503599761588229, 'n': 61, 'trace_an': 2257044}
    • id: 19523245
      {'hecke_orbit_code': 4503599761588229, 'n': 62, 'trace_an': 2642640}
    • id: 19523246
      {'hecke_orbit_code': 4503599761588229, 'n': 63, 'trace_an': -1639620}
    • id: 19523247
      {'hecke_orbit_code': 4503599761588229, 'n': 64, 'trace_an': -5146624}
    • id: 19523248
      {'hecke_orbit_code': 4503599761588229, 'n': 65, 'trace_an': -442500}
    • id: 19523249
      {'hecke_orbit_code': 4503599761588229, 'n': 66, 'trace_an': -6564352}
    • id: 19523250
      {'hecke_orbit_code': 4503599761588229, 'n': 67, 'trace_an': 4516460}
    • id: 19523251
      {'hecke_orbit_code': 4503599761588229, 'n': 68, 'trace_an': -4911680}
    • id: 19523252
      {'hecke_orbit_code': 4503599761588229, 'n': 69, 'trace_an': -745272}
    • id: 19523253
      {'hecke_orbit_code': 4503599761588229, 'n': 70, 'trace_an': -939000}
    • id: 19523254
      {'hecke_orbit_code': 4503599761588229, 'n': 71, 'trace_an': 621784}
    • id: 19523255
      {'hecke_orbit_code': 4503599761588229, 'n': 72, 'trace_an': 1080480}
    • id: 19523256
      {'hecke_orbit_code': 4503599761588229, 'n': 73, 'trace_an': 4569060}
    • id: 19523257
      {'hecke_orbit_code': 4503599761588229, 'n': 74, 'trace_an': 2651272}
    • id: 19523258
      {'hecke_orbit_code': 4503599761588229, 'n': 75, 'trace_an': 312500}
    • id: 19523259
      {'hecke_orbit_code': 4503599761588229, 'n': 76, 'trace_an': 887680}
    • id: 19523260
      {'hecke_orbit_code': 4503599761588229, 'n': 77, 'trace_an': 3177600}
    • id: 19523261
      {'hecke_orbit_code': 4503599761588229, 'n': 78, 'trace_an': 4670800}
    • id: 19523262
      {'hecke_orbit_code': 4503599761588229, 'n': 79, 'trace_an': 4333040}
    • id: 19523263
      {'hecke_orbit_code': 4503599761588229, 'n': 80, 'trace_an': -2544000}
    • id: 19523264
      {'hecke_orbit_code': 4503599761588229, 'n': 81, 'trace_an': -2397878}
    • id: 19523265
      {'hecke_orbit_code': 4503599761588229, 'n': 82, 'trace_an': -5989960}
    • id: 19523266
      {'hecke_orbit_code': 4503599761588229, 'n': 83, 'trace_an': -9793020}
    • id: 19523267
      {'hecke_orbit_code': 4503599761588229, 'n': 84, 'trace_an': -398208}
    • id: 19523268
      {'hecke_orbit_code': 4503599761588229, 'n': 85, 'trace_an': 3417500}
    • id: 19523269
      {'hecke_orbit_code': 4503599761588229, 'n': 86, 'trace_an': 10798184}
    • id: 19523270
      {'hecke_orbit_code': 4503599761588229, 'n': 87, 'trace_an': -24458920}
    • id: 19523271
      {'hecke_orbit_code': 4503599761588229, 'n': 88, 'trace_an': 10567680}
    • id: 19523272
      {'hecke_orbit_code': 4503599761588229, 'n': 89, 'trace_an': 6025620}
    • id: 19523273
      {'hecke_orbit_code': 4503599761588229, 'n': 90, 'trace_an': -3902500}
    • id: 19523274
      {'hecke_orbit_code': 4503599761588229, 'n': 91, 'trace_an': -5352296}
    • id: 19523275
      {'hecke_orbit_code': 4503599761588229, 'n': 92, 'trace_an': -7199040}
    • id: 19523276
      {'hecke_orbit_code': 4503599761588229, 'n': 93, 'trace_an': 6473040}
    • id: 19523277
      {'hecke_orbit_code': 4503599761588229, 'n': 94, 'trace_an': 5860792}
    • id: 19523278
      {'hecke_orbit_code': 4503599761588229, 'n': 95, 'trace_an': -4845000}
    • id: 19523279
      {'hecke_orbit_code': 4503599761588229, 'n': 96, 'trace_an': 13305344}
    • id: 19523280
      {'hecke_orbit_code': 4503599761588229, 'n': 97, 'trace_an': 4609540}
    • id: 19523281
      {'hecke_orbit_code': 4503599761588229, 'n': 98, 'trace_an': -12505340}
    • id: 19523282
      {'hecke_orbit_code': 4503599761588229, 'n': 99, 'trace_an': 2890688}
    • id: 19523283
      {'hecke_orbit_code': 4503599761588229, 'n': 100, 'trace_an': 1500000}