Formats: - HTML - YAML - JSON - 2026-10-13T23:29:37.421277
  • mf_newforms • Show schema
    {'Nk2': 1568, 'analytic_conductor': 7.361730675835232, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [32, 2, [31, 5], [1, 2]], 'cm_discs': [], 'conrey_index': 31, 'dim': 4, 'field_disc': 2304, 'field_disc_factorization': [[2, 8], [3, 2]], 'field_poly': [9, 0, 0, 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, [1937664, 0, 3360, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737183764512, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 131072, 'hecke_ring_index_factorization': [[2, 17]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '32.7.c.b', 'level': 32, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '32.7.c.b', 'nf_label': '4.0.2304.2', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta _{1}q^{3}+(-14-\\beta _{3})q^{5}+(2\\beta _{1}-5\\beta _{2}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '6.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '32.7.c', 'trace_display': [0, 0, -56, 0], 'trace_hash': 1901321505774639974, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '3.807', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '77.938', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.087', 'prec': 14}, {'__RealLiteral__': 0, 'data': '2193.058', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 10}, 'traces': [4, 0, 0, 0, -56, 0, 0, 0, -3804, 0, 0, 0, -8696, 0, 0, 0, -5304, 0, 0, 0, -1920, 0, 0, 0, 36588, 0, 0, 0, 77576, 0, 0, 0, 71232, 0, 0, 0, 125256, 0, 0, 0, -209848, 0, 0, 0, -536568, 0, 0, 0, 95556, 0, 0, 0, -68664, 0, 0, 0, -526656, 0, 0, 0, 238216, 0, 0, 0, 613264, 0, 0, 0, 1226112, 0, 0, 0, 219528, 0, 0, 0, -1028224, 0, 0, 0, 2257668, 0, 0, 0, 3416592, 0, 0, 0, -3723000, 0, 0, 0, -6274560, 0, 0, 0, 2918344, 0, 0, 0, -852920, 0, 0, 0, -6657792, 0, 0, 0, 803976, 0, 0, 0, -110456, 0, 0, 0, 5320776, 0, 0, 0, 3395172, 0, 0, 0, -2389744, 0, 0, 0, 7894080, 0, 0, 0, 7489152, 0, 0, 0, -2076856, 0, 0, 0, -8757504, 0, 0, 0, 12381584, 0, 0, 0, 6161480, 0, 0, 0, -15009912, 0, 0, 0, 3962504, 0, 0, 0, -10060544, 0, 0, 0, -12990336, 0, 0, 0, 2055468, 0, 0, 0, -16050680, 0, 0, 0, -22746816, 0, 0, 0, -6507960, 0, 0, 0, 19971600, 0, 0, 0, 40534272, 0, 0, 0, -10081592, 0, 0, 0, -19070776, 0, 0, 0, 36808128, 0, 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  • mf_hecke_nf • Show schema
    {'an': [[1, 0, 0, 0], [0, 0, 0, 0], [0, -1, 0, 0], [0, 0, 0, 0], [-14, 0, 0, -1], [0, 0, 0, 0], [0, 2, -5, 0], [0, 0, 0, 0], [-951, 0, 0, 6], [0, 0, 0, 0], [0, 17, -14, 0], [0, 0, 0, 0], [-2174, 0, 0, -5], [0, 0, 0, 0], [0, -34, -87, 0], [0, 0, 0, 0], [-1326, 0, 0, -34], [0, 0, 0, 0], [0, -125, 102, 0], [0, 0, 0, 0], [-480, 0, 0, 68], [0, 0, 0, 0], [0, 246, -139, 0], [0, 0, 0, 0], [9147, 0, 0, 28], [0, 0, 0, 0], [0, 510, 522, 0], [0, 0, 0, 0], [19394, 0, 0, -137], [0, 0, 0, 0], [0, -952, 40, 0], [0, 0, 0, 0], [17808, 0, 0, 122], [0, 0, 0, 0], [0, -1212, 484, 0], [0, 0, 0, 0], [31314, 0, 0, -221], [0, 0, 0, 0], [0, 1934, -435, 0], [0, 0, 0, 0], [-52462, 0, 0, -68], [0, 0, 0, 0], [0, 1513, -740, 0], [0, 0, 0, 0], [-134142, 0, 0, 867], [0, 0, 0, 0], [0, -1156, -322, 0], [0, 0, 0, 0], [23889, 0, 0, -296], [0, 0, 0, 0], [0, -306, -2958, 0], [0, 0, 0, 0], [-17166, 0, 0, -197], [0, 0, 0, 0], [0, -3006, 2347, 0], [0, 0, 0, 0], [-131664, 0, 0, -882], [0, 0, 0, 0], [0, -1955, -3128, 0], [0, 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'char_orbit_index': 3, 'field_poly': [9, 0, 0, 0, 1], 'hecke_orbit_code': 4503737183764512, 'hecke_ring_character_values': [[31, [-1, 0, 0, 0]], [5, [1, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 3, 3, 3], 'hecke_ring_inverse_denominators': [1, 512, 64, 512], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 16, -3, 4], [0, 0, -3, 0], [0, 48, -9, -12]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 48, -12, 16], [0, 0, -64, 0], [0, 192, 0, -64]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '32.7.c.b', 'level': 32, 'maxp': 997, 'weight': 7}
  • mf_newspaces • Show schema
    {'Nk2': 1568, 'analytic_conductor': 7.361730675835232, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [32, 2, [31, 5], [1, 2]], 'conrey_index': 31, 'cusp_dim': 20, 'dim': 6, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137556394016, 'hecke_orbit_dims': [2, 4], 'label': '32.7.c', 'level': 32, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 28, 'mf_new_dim': 6, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 6, 'sturm_bound': 28, 'trace_bound': 1, 'trace_display': [0, 0, 44, 0], 'traces': [6, 0, 0, 0, 44, 0, 0, 0, -2378, 0, 0, 0, -4212, 0, 0, 0, 492, 0, 0, 0, -3392, 0, 0, 0, 10338, 0, 0, 0, 35596, 0, 0, 0, 54368, 0, 0, 0, 126060, 0, 0, 0, -183188, 0, 0, 0, -465268, 0, 0, 0, 263142, 0, 0, 0, 274476, 0, 0, 0, -591072, 0, 0, 0, -303540, 0, 0, 0, 837464, 0, 0, 0, 1374784, 0, 0, 0, -1173684, 0, 0, 0, -1803968, 0, 0, 0, 3251078, 0, 0, 0, 3706392, 0, 0, 0, -4046196, 0, 0, 0, -5899520, 0, 0, 0, 3958956, 0, 0, 0, 2344172, 0, 0, 0, -6731392, 0, 0, 0, -3118260, 0, 0, 0, 3424460, 0, 0, 0, 8517868, 0, 0, 0, -1949034, 0, 0, 0, -5264744, 0, 0, 0, 7846240, 0, 0, 0, 4526016, 0, 0, 0, -4538132, 0, 0, 0, -9915776, 0, 0, 0, 10282584, 0, 0, 0, 9855724, 0, 0, 0, -10877364, 0, 0, 0, 5722188, 0, 0, 0, -3221632, 0, 0, 0, -13833536, 0, 0, 0, 2454978, 0, 0, 0, -8413300, 0, 0, 0, -21568288, 0, 0, 0, -2999316, 0, 0, 0, 20011800, 0, 0, 0, 38411648, 0, 0, 0, -13765332, 0, 0, 0, -38259284, 0, 0, 0, 40261024, 0, 0, 0, 10955544, 0, 0, 0, -6973728, 0, 0, 0, 12975296, 0, 0, 0, 18455040, 0, 0, 0, 41237208, 0, 0, 0, -36996366, 0, 0, 0, -86857428, 0, 0, 0, 12367052, 0, 0, 0, 36629888, 0, 0, 0, -73372308, 0, 0, 0, 36139500, 0, 0, 0, 76511008, 0, 0, 0, 36202944, 0, 0, 0, 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0, 0, 0, -2145930012, 0, 0, 0, -2625087520, 0, 0, 0, -2462234196, 0, 0, 0, -4556075732, 0, 0, 0, -373452416, 0, 0, 0, 788735832, 0, 0, 0, 3598871168, 0, 0, 0, 744682252, 0, 0, 0, 758983884, 0, 0, 0, 2862487116, 0, 0, 0, -5695642688, 0, 0, 0, 3647864832, 0, 0, 0, -2525947776, 0, 0, 0, -2699901824, 0, 0, 0, 1743908376, 0, 0, 0, -4304100840, 0, 0, 0, 1757061452, 0, 0, 0, -2563188000, 0, 0, 0, -1548067136, 0, 0, 0, -197576160, 0, 0, 0, 526858980, 0, 0, 0, 3806828716, 0, 0, 0, 1735617856, 0, 0, 0, 2684641740, 0, 0, 0, -394854580, 0, 0, 0, 1093501696, 0, 0, 0, -4921057896, 0, 0, 0, -704938068, 0, 0, 0, 92395712, 0, 0, 0, -4953060474, 0, 0, 0, 6016610456, 0, 0, 0, 3459608640, 0, 0, 0, 4302828864, 0, 0, 0, -413024020, 0, 0, 0, -7341317460, 0, 0, 0, -342373992, 0, 0, 0, -2758874176, 0, 0, 0, -833933728, 0, 0, 0, 2200721004, 0, 0, 0], 'weight': 7, 'weight_parity': -1}
  • mf_twists_nf • Show schema
    • id: 25602
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.7.c.b', 'source_level': 32, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '32.7.c.b', 'target_level': 32, 'twist_class_label': '32.7.c.b', 'twist_class_level': 32, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
    • id: 25603
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.7.c.b', 'source_level': 32, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '32.7.c.b', 'target_level': 32, 'twist_class_label': '32.7.c.b', 'twist_class_level': 32, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 7}
    • id: 25604
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.7.c.b', 'source_level': 32, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '64.7.c.e', 'target_level': 64, 'twist_class_label': '32.7.c.b', 'twist_class_level': 32, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 7}
    • id: 25605
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.7.c.b', 'source_level': 32, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '64.7.c.e', 'target_level': 64, 'twist_class_label': '32.7.c.b', 'twist_class_level': 32, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 7}
    • id: 25606
      {'conductor': 16, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.7.c.b', 'source_level': 32, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '256.7.d.d', 'target_level': 256, 'twist_class_label': '32.7.c.b', 'twist_class_level': 32, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 7}
    • id: 25607
      {'conductor': 16, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.7.c.b', 'source_level': 32, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '256.7.d.d', 'target_level': 256, 'twist_class_label': '32.7.c.b', 'twist_class_level': 32, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 7}
    • id: 25608
      {'conductor': 16, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.7.c.b', 'source_level': 32, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '256.7.d.g', 'target_level': 256, 'twist_class_label': '32.7.c.b', 'twist_class_level': 32, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 7}
    • id: 25609
      {'conductor': 16, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.7.c.b', 'source_level': 32, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '256.7.d.g', 'target_level': 256, 'twist_class_label': '32.7.c.b', 'twist_class_level': 32, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 7}
    • id: 25610
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.7.c.b', 'source_level': 32, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '288.7.g.b', 'target_level': 288, 'twist_class_label': '32.7.c.b', 'twist_class_level': 32, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 7}
    • id: 25611
      {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.7.c.b', 'source_level': 32, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '288.7.g.b', 'target_level': 288, 'twist_class_label': '32.7.c.b', 'twist_class_level': 32, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 7}
    • id: 25612
      {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.7.c.b', 'source_level': 32, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '576.7.g.l', 'target_level': 576, 'twist_class_label': '32.7.c.b', 'twist_class_level': 32, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 7}
    • id: 25613
      {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.7.c.b', 'source_level': 32, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '576.7.g.l', 'target_level': 576, 'twist_class_label': '32.7.c.b', 'twist_class_level': 32, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 7}
  • mf_hecke_charpolys • Show schema
    • id: 116000
      {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4503737183764512, 'p': 2}
    • id: 116001
      {'charpoly_factorization': [[[1937664, 0, 3360, 0, 1], 1]], 'hecke_orbit_code': 4503737183764512, 'p': 3}
    • id: 116002
      {'charpoly_factorization': [[[-24380, 28, 1], 2]], 'hecke_orbit_code': 4503737183764512, 'p': 5}
    • id: 116003
      {'charpoly_factorization': [[[6637686784, 0, 187520, 0, 1], 1]], 'hecke_orbit_code': 4503737183764512, 'p': 7}
    • id: 116004
      {'charpoly_factorization': [[[1222201600, 0, 1845536, 0, 1], 1]], 'hecke_orbit_code': 4503737183764512, 'p': 11}
    • id: 116005
      {'charpoly_factorization': [[[4111876, 4348, 1], 2]], 'hecke_orbit_code': 4503737183764512, 'p': 13}
    • id: 116006
      {'charpoly_factorization': [[[-26651580, 2652, 1], 2]], 'hecke_orbit_code': 4503737183764512, 'p': 17}
    • id: 116007
      {'charpoly_factorization': [[[1640407654656, 0, 98561568, 0, 1], 1]], 'hecke_orbit_code': 4503737183764512, 'p': 19}
    • id: 116008
      {'charpoly_factorization': [[[3320230347673600, 0, 256567424, 0, 1], 1]], 'hecke_orbit_code': 4503737183764512, 'p': 23}
    • id: 116009
      {'charpoly_factorization': [[[-85139708, -38788, 1], 2]], 'hecke_orbit_code': 4503737183764512, 'p': 29}
    • id: 116010
      {'charpoly_factorization': [[[1725314951050952704, 0, 2941306880, 0, 1], 1]], 'hecke_orbit_code': 4503737183764512, 'p': 31}
    • id: 116011
      {'charpoly_factorization': [[[-219749820, -62628, 1], 2]], 'hecke_orbit_code': 4503737183764512, 'p': 37}
    • id: 116012
      {'charpoly_factorization': [[[2638622020, 104924, 1], 2]], 'hecke_orbit_code': 4503737183764512, 'p': 41}
    • id: 116013
      {'charpoly_factorization': [[[7093113453649441024, 0, 8738074400, 0, 1], 1]], 'hecke_orbit_code': 4503737183764512, 'p': 43}
    • id: 116014
      {'charpoly_factorization': [[[746049717408956416, 0, 6482964992, 0, 1], 1]], 'hecke_orbit_code': 4503737183764512, 'p': 47}
    • id: 116015
      {'charpoly_factorization': [[[-659098428, 34332, 1], 2]], 'hecke_orbit_code': 4503737183764512, 'p': 53}
    • id: 116016
      {'charpoly_factorization': [[[1949186006134013583616, 0, 111781695008, 0, 1], 1]], 'hecke_orbit_code': 4503737183764512, 'p': 59}
    • id: 116017
      {'charpoly_factorization': [[[-30268152188, -119108, 1], 2]], 'hecke_orbit_code': 4503737183764512, 'p': 61}
    • id: 116018
      {'charpoly_factorization': [[[1263104366000256160000, 0, 172505320736, 0, 1], 1]], 'hecke_orbit_code': 4503737183764512, 'p': 67}
    • id: 116019
      {'charpoly_factorization': [[[3170380677377456410624, 0, 113187566720, 0, 1], 1]], 'hecke_orbit_code': 4503737183764512, 'p': 71}
    • id: 116020
      {'charpoly_factorization': [[[-174293877372, -109764, 1], 2]], 'hecke_orbit_code': 4503737183764512, 'p': 73}
    • id: 116021
      {'charpoly_factorization': [[[15603228581203031425024, 0, 280764101120, 0, 1], 1]], 'hecke_orbit_code': 4503737183764512, 'p': 79}
    • id: 116022
      {'charpoly_factorization': [[[62040980425038782521600, 0, 498900813344, 0, 1], 1]], 'hecke_orbit_code': 4503737183764512, 'p': 83}
    • id: 116023
      {'charpoly_factorization': [[[848539402500, 1861500, 1], 2]], 'hecke_orbit_code': 4503737183764512, 'p': 89}
    • id: 116024
      {'charpoly_factorization': [[[-12900710204, -1459172, 1], 2]], 'hecke_orbit_code': 4503737183764512, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '32.7.c.b', 'level': 32, 'portrait': 'data:image/png;base64,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', 'weight': 7}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 21244987
      {'hecke_orbit_code': 4503737183764512, 'n': 1, 'trace_an': 4}
    • id: 21244988
      {'hecke_orbit_code': 4503737183764512, 'n': 2, 'trace_an': 0}
    • id: 21244989
      {'hecke_orbit_code': 4503737183764512, 'n': 3, 'trace_an': 0}
    • id: 21244990
      {'hecke_orbit_code': 4503737183764512, 'n': 4, 'trace_an': 0}
    • id: 21244991
      {'hecke_orbit_code': 4503737183764512, 'n': 5, 'trace_an': -56}
    • id: 21244992
      {'hecke_orbit_code': 4503737183764512, 'n': 6, 'trace_an': 0}
    • id: 21244993
      {'hecke_orbit_code': 4503737183764512, 'n': 7, 'trace_an': 0}
    • id: 21244994
      {'hecke_orbit_code': 4503737183764512, 'n': 8, 'trace_an': 0}
    • id: 21244995
      {'hecke_orbit_code': 4503737183764512, 'n': 9, 'trace_an': -3804}
    • id: 21244996
      {'hecke_orbit_code': 4503737183764512, 'n': 10, 'trace_an': 0}
    • id: 21244997
      {'hecke_orbit_code': 4503737183764512, 'n': 11, 'trace_an': 0}
    • id: 21244998
      {'hecke_orbit_code': 4503737183764512, 'n': 12, 'trace_an': 0}
    • id: 21244999
      {'hecke_orbit_code': 4503737183764512, 'n': 13, 'trace_an': -8696}
    • id: 21245000
      {'hecke_orbit_code': 4503737183764512, 'n': 14, 'trace_an': 0}
    • id: 21245001
      {'hecke_orbit_code': 4503737183764512, 'n': 15, 'trace_an': 0}
    • id: 21245002
      {'hecke_orbit_code': 4503737183764512, 'n': 16, 'trace_an': 0}
    • id: 21245003
      {'hecke_orbit_code': 4503737183764512, 'n': 17, 'trace_an': -5304}
    • id: 21245004
      {'hecke_orbit_code': 4503737183764512, 'n': 18, 'trace_an': 0}
    • id: 21245005
      {'hecke_orbit_code': 4503737183764512, 'n': 19, 'trace_an': 0}
    • id: 21245006
      {'hecke_orbit_code': 4503737183764512, 'n': 20, 'trace_an': 0}
    • id: 21245007
      {'hecke_orbit_code': 4503737183764512, 'n': 21, 'trace_an': -1920}
    • id: 21245008
      {'hecke_orbit_code': 4503737183764512, 'n': 22, 'trace_an': 0}
    • id: 21245009
      {'hecke_orbit_code': 4503737183764512, 'n': 23, 'trace_an': 0}
    • id: 21245010
      {'hecke_orbit_code': 4503737183764512, 'n': 24, 'trace_an': 0}
    • id: 21245011
      {'hecke_orbit_code': 4503737183764512, 'n': 25, 'trace_an': 36588}
    • id: 21245012
      {'hecke_orbit_code': 4503737183764512, 'n': 26, 'trace_an': 0}
    • id: 21245013
      {'hecke_orbit_code': 4503737183764512, 'n': 27, 'trace_an': 0}
    • id: 21245014
      {'hecke_orbit_code': 4503737183764512, 'n': 28, 'trace_an': 0}
    • id: 21245015
      {'hecke_orbit_code': 4503737183764512, 'n': 29, 'trace_an': 77576}
    • id: 21245016
      {'hecke_orbit_code': 4503737183764512, 'n': 30, 'trace_an': 0}
    • id: 21245017
      {'hecke_orbit_code': 4503737183764512, 'n': 31, 'trace_an': 0}
    • id: 21245018
      {'hecke_orbit_code': 4503737183764512, 'n': 32, 'trace_an': 0}
    • id: 21245019
      {'hecke_orbit_code': 4503737183764512, 'n': 33, 'trace_an': 71232}
    • id: 21245020
      {'hecke_orbit_code': 4503737183764512, 'n': 34, 'trace_an': 0}
    • id: 21245021
      {'hecke_orbit_code': 4503737183764512, 'n': 35, 'trace_an': 0}
    • id: 21245022
      {'hecke_orbit_code': 4503737183764512, 'n': 36, 'trace_an': 0}
    • id: 21245023
      {'hecke_orbit_code': 4503737183764512, 'n': 37, 'trace_an': 125256}
    • id: 21245024
      {'hecke_orbit_code': 4503737183764512, 'n': 38, 'trace_an': 0}
    • id: 21245025
      {'hecke_orbit_code': 4503737183764512, 'n': 39, 'trace_an': 0}
    • id: 21245026
      {'hecke_orbit_code': 4503737183764512, 'n': 40, 'trace_an': 0}
    • id: 21245027
      {'hecke_orbit_code': 4503737183764512, 'n': 41, 'trace_an': -209848}
    • id: 21245028
      {'hecke_orbit_code': 4503737183764512, 'n': 42, 'trace_an': 0}
    • id: 21245029
      {'hecke_orbit_code': 4503737183764512, 'n': 43, 'trace_an': 0}
    • id: 21245030
      {'hecke_orbit_code': 4503737183764512, 'n': 44, 'trace_an': 0}
    • id: 21245031
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