Formats: - HTML - YAML - JSON - 2026-08-13T11:49:39.191104
  • mf_newforms • Show schema
    {'Nk2': 27648, 'analytic_conductor': 134.9503310091406, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [432, 1, [271, 325, 353], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 65, 'field_disc_factorization': [[5, 1], [13, 1]], 'field_poly': [-16, -1, 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': [[5, [7515, -180, 1]], [7, [-1062125, 700, 1]]], 'hecke_orbit': 17, 'hecke_orbit_code': 72057594172146096, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], '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': '432.8.a.q', 'level': 432, 'level_is_powerful': True, '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], 'level_radical': 6, 'minimal_twist': '27.8.a.b', 'nf_label': '2.2.65.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(90-\\beta )q^{5}+(-350+45\\beta )q^{7}+(-5445+\\cdots)q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '432.8.a', 'trace_display': [0, 0, 180, -700], 'trace_hash': 25062474409149022, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.002', 'prec': 4}, {'__RealLiteral__': 0, 'data': '1.928', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.159', 'prec': 10}, {'__RealLiteral__': 0, 'data': '9.094', 'prec': 14}, {'__RealLiteral__': 0, 'data': '2.712', 'prec': 14}, {'__RealLiteral__': 0, 'data': '58.932', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 4}, 'traces': [2, 0, 0, 0, 180, 0, -700, 0, 0, 0, -10890, 0, -5480, 0, 0, 0, 16416, 0, -16024, 0, 0, 0, -24372, 0, -138880, 0, 0, 0, -143280, 0, 38708, 0, 0, 0, -115650, 0, 455620, 0, 0, 0, 731880, 0, 1088840, 0, 0, 0, -1561500, 0, 967164, 0, 0, 0, 2610468, 0, -1003500, 0, 0, 0, -1731960, 0, -620192, 0, 0, 0, -914400, 0, -346600, 0, 0, 0, 4242240, 0, -3145190, 0, 0, 0, 4864500, 0, -10110616, 0, 0, 0, -644202, 0, 101520, 0, 0, 0, 6021000, 0, 20872000, 0, 0, 0, -747180, 0, 4098670, 0, 0, 0, -1143900, 0, -5643640, 0, 0, 0, 8144550, 0, -11430284, 0, 0, 0, -16651800, 0, -5272920, 0, 0, 0, 56170800, 0, 20789708, 0, 0, 0, -26351100, 0, 6909260, 0, 0, 0, 27765270, 0, -25665700, 0, 0, 0, 34179336, 0, -62594272, 0, 0, 0, 38262600, 0, 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  • mf_hecke_nf • Show schema
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[-785506167198, -10997404493], [-525807870201, -47005794012], [-369819559664, 43978642812], [-270118745275, 76195566900], [502218455850, 17484883785], [-607792191570, -21508485360], [1104711379300, 8719247340], [-1090926458388, 46457777298], [1949927058054, -7390410608], [-684952218720, 61469483410], [966791342090, 46637293320], [-955927679508, -26942020072], [-1772049832785, 14340460900], [151409391545, -35866596420], [-152382784482, 57810677429], [658214102439, 41596866836], [-477402826860, 15626382750], [1086525877264, -36433629576], [-1585849021020, 19185522800]], 'char_orbit_index': 1, 'field_poly': [-16, -1, 1], 'hecke_orbit_code': 72057594172146096, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 6], 'hecke_ring_inverse_numerators': [[1, 0], [3, 1]], 'hecke_ring_numerators': [[1, 0], [-3, 6]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '432.8.a.q', 'level': 432, 'maxp': 2999, 'weight': 8}
  • mf_newspaces • Show schema
    {'ALdims': [15, 13, 14, 14], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [9, 9, 9, 9], 'ALdims_old': [108, 107, 106, 109], 'Nk2': 27648, 'analytic_conductor': 134.9503310091406, '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': [432, 1, [271, 325, 353], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 486, 'dim': 56, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 134218160, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4], 'label': '432.8.a', 'level': 432, 'level_is_powerful': True, '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], 'level_radical': 6, 'mf_dim': 522, 'mf_new_dim': 56, 'num_forms': 26, 'plus_dim': 29, 'prim_orbit_index': 1, 'relative_dim': 56, 'sturm_bound': 576, 'trace_bound': 7, 'trace_display': [0, 0, 0, 1006], 'traces': [56, 0, 0, 0, 0, 0, 1006, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20714, 0, 0, 0, 0, 0, 864756, 0, 0, 0, 0, 0, 296084, 0, 0, 0, 0, 0, 331088, 0, 0, 0, 0, 0, 568632, 0, 0, 0, 0, 0, 6335672, 0, 0, 0, 0, 0, 355100, 0, 0, 0, 0, 0, 1850040, 0, 0, 0, 0, 0, -8142502, 0, 0, 0, 0, 0, -3091200, 0, 0, 0, 0, 0, -17719818, 0, 0, 0, 0, 0, 7289936, 0, 0, 0, 0, 0, -29608810, 0, 0, 0, 0, 0, 6577864, 0, 0, 0, 0, 0, -12500766, 0, 0, 0, 0, 0, 16909824, 0, 0, 0, 0, 0, 27925544, 0, 0, 0, 0, 0, 79916916, 0, 0, 0, 0, 0, 89378676, 0, 0, 0, 0, 0, -12049232, 0, 0, 0, 0, 0, 3141622, 0, 0, 0, 0, 0, -13567704, 0, 0, 0, 0, 0, -6458494, 0, 0, 0, 0, 0, 130013112, 0, 0, 0, 0, 0, 144052222, 0, 0, 0, 0, 0, 371259420, 0, 0, 0, 0, 0, -63942698, 0, 0, 0, 0, 0, 27360848, 0, 0, 0, 0, 0, 133509424, 0, 0, 0, 0, 0, 288297328, 0, 0, 0, 0, 0, -81800442, 0, 0, 0, 0, 0, -287465160, 0, 0, 0, 0, 0, -163862970, 0, 0, 0, 0, 0, 362759212, 0, 0, 0, 0, 0, 722133120, 0, 0, 0, 0, 0, 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-128698261864, 0, 0, 0, 0, 0, -32918240890, 0, 0, 0, 0, 0, 7937861500, 0, 0, 0, 0, 0, 52278984036, 0, 0, 0, 0, 0, -21516724912, 0, 0, 0, 0, 0, -196178912526, 0, 0, 0, 0, 0, -17328370564, 0, 0, 0, 0, 0, 101886933780, 0, 0, 0, 0, 0, 21464441816, 0, 0, 0, 0, 0, 217417362668, 0, 0, 0, 0, 0, -65184613048, 0, 0, 0, 0, 0, 50711610576, 0, 0, 0, 0, 0, 7439889848, 0, 0, 0, 0, 0, 93221763456, 0, 0, 0, 0, 0, 9163033860, 0, 0, 0, 0, 0, -157499665798, 0, 0, 0, 0, 0, 111072102304, 0, 0, 0, 0, 0, -38569825704, 0, 0, 0, 0, 0, 121545336612, 0, 0, 0, 0, 0, 6051993846, 0, 0, 0, 0, 0, -54433459224, 0, 0, 0], 'weight': 8, 'weight_parity': 1}
  • mf_twists_nf • Show schema
    • id: 316498
      {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '432.8.a.q', 'source_level': 432, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '27.8.a.b', 'target_level': 27, 'twist_class_label': '27.8.a.b', 'twist_class_level': 27, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 316499
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '432.8.a.q', 'source_level': 432, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '27.8.a.e', 'target_level': 27, 'twist_class_label': '27.8.a.b', 'twist_class_level': 27, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 316500
      {'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '432.8.a.q', 'source_level': 432, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '81.8.c.d', 'target_level': 81, 'twist_class_label': '27.8.a.b', 'twist_class_level': 27, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 8}
    • id: 316501
      {'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '432.8.a.q', 'source_level': 432, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '81.8.c.h', 'target_level': 81, 'twist_class_label': '27.8.a.b', 'twist_class_level': 27, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 8}
    • id: 316502
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '432.8.a.q', 'source_level': 432, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '432.8.a.j', 'target_level': 432, 'twist_class_label': '27.8.a.b', 'twist_class_level': 27, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 316503
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '432.8.a.q', 'source_level': 432, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '432.8.a.q', 'target_level': 432, 'twist_class_label': '27.8.a.b', 'twist_class_level': 27, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 878975
      {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 72057594172146096, 'p': 2}
    • id: 878976
      {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 72057594172146096, 'p': 3}
    • id: 878977
      {'charpoly_factorization': [[[7515, -180, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 5}
    • id: 878978
      {'charpoly_factorization': [[[-1062125, 700, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 7}
    • id: 878979
      {'charpoly_factorization': [[[29414025, 10890, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 11}
    • id: 878980
      {'charpoly_factorization': [[[-68308400, 5480, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 13}
    • id: 878981
      {'charpoly_factorization': [[[-741669696, -16416, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 17}
    • id: 878982
      {'charpoly_factorization': [[[-142216916, 16024, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 19}
    • id: 878983
      {'charpoly_factorization': [[[-3904044444, 24372, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 23}
    • id: 878984
      {'charpoly_factorization': [[[5122403100, 143280, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 29}
    • id: 878985
      {'charpoly_factorization': [[[-28528424669, -38708, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 31}
    • id: 878986
      {'charpoly_factorization': [[[-16337003900, -455620, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 37}
    • id: 878987
      {'charpoly_factorization': [[[83424185100, -731880, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 41}
    • id: 878988
      {'charpoly_factorization': [[[207456229900, -1088840, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 43}
    • id: 878989
      {'charpoly_factorization': [[[410995953540, 1561500, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 47}
    • id: 878990
      {'charpoly_factorization': [[[1583691044571, -2610468, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 53}
    • id: 878991
      {'charpoly_factorization': [[[-647792463600, 1731960, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 59}
    • id: 878992
      {'charpoly_factorization': [[[17550467776, 620192, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 61}
    • id: 878993
      {'charpoly_factorization': [[[15698927500, 346600, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 67}
    • id: 878994
      {'charpoly_factorization': [[[-3541802241600, -4242240, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 71}
    • id: 878995
      {'charpoly_factorization': [[[-3239699519975, 3145190, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 73}
    • id: 878996
      {'charpoly_factorization': [[[19219527915904, 10110616, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 79}
    • id: 878997
      {'charpoly_factorization': [[[-1694562670359, 644202, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 83}
    • id: 878998
      {'charpoly_factorization': [[[6381093451500, -6021000, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 89}
    • id: 878999
      {'charpoly_factorization': [[[-155863647601775, -4098670, 1], 1]], 'hecke_orbit_code': 72057594172146096, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 17, 'label': '432.8.a.q', 'level': 432, '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: 62006665
      {'hecke_orbit_code': 72057594172146096, 'n': 1, 'trace_an': 2}
    • id: 62006666
      {'hecke_orbit_code': 72057594172146096, 'n': 2, 'trace_an': 0}
    • id: 62006667
      {'hecke_orbit_code': 72057594172146096, 'n': 3, 'trace_an': 0}
    • id: 62006668
      {'hecke_orbit_code': 72057594172146096, 'n': 4, 'trace_an': 0}
    • id: 62006669
      {'hecke_orbit_code': 72057594172146096, 'n': 5, 'trace_an': 180}
    • id: 62006670
      {'hecke_orbit_code': 72057594172146096, 'n': 6, 'trace_an': 0}
    • id: 62006671
      {'hecke_orbit_code': 72057594172146096, 'n': 7, 'trace_an': -700}
    • id: 62006672
      {'hecke_orbit_code': 72057594172146096, 'n': 8, 'trace_an': 0}
    • id: 62006673
      {'hecke_orbit_code': 72057594172146096, 'n': 9, 'trace_an': 0}
    • id: 62006674
      {'hecke_orbit_code': 72057594172146096, 'n': 10, 'trace_an': 0}
    • id: 62006675
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