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mf_newforms • Show schema
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{'Nk2': 1932, 'analytic_conductor': 3.8567744176278427, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, 'char_degree': 10, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 11, 'char_parity': 1, 'char_values': [483, 11, [323, 346, 442], [11, 11, 6]], 'cm_discs': [], 'conrey_index': 64, 'conrey_indexes': [64, 85, 127, 169, 190, 211, 232, 358, 400, 463], 'dim': 10, 'field_disc': -2357947691, 'field_disc_factorization': [[-1, 1], [11, 9]], 'field_poly': [1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 22, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [1, -3, 20, -5, 70, -1, -30, 13, 5, -4, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 1099545182691, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 3, 1, 11, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '483.2.q.a', 'level': 483, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 23], 'level_radical': 483, 'minimal_twist': '483.2.q.a', 'nf_label': '10.0.2357947691.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-\\zeta_{22}^{2}+\\zeta_{22}^{3}+\\zeta_{22}^{5}-\\zeta_{22}^{6}+\\cdots)q^{2}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c11', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '483.2.q', 'trace_display': [4, -1, 1, -1], 'trace_hash': 2142546304533973413, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.351', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '364.595', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '26368.229', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [10, 4, -1, 8, 1, 4, -1, -7, -1, -4, -1, -3, 15, -7, 1, -10, -24, -7, 5, -8, -1, 26, 21, -18, 4, 6, -1, -3, -22, -4, -8, 10, -1, 8, 1, -14, -2, 2, 15, -4, 7, 4, 1, 19, -10, 15, -6, 1, -1, -16, 20, -21, -1, -7, 12, 4, -6, 22, 10, 3, 5, -34, -1, 13, -4, -7, 29, -28, -1, -4, 22, -7, -33, -36, 4, 26, -1, 28, 27, -1, -1, 38, 25, 8, 2, 18, 0, -7, -38, -4, -18, 41, -30, -42, 6, -23, -1, 4, -1, -32, -12, 30, -44, -16, 1, 15, 37, -14, -40, 18, -2, 12, -24, 2, -10, -44, -18, 48, -24, 7, 32, 13, -4, -24, -9, 4, 38, -17, -32, -6, -35, 8, 5, -72, 1, -14, -2, -7, 6, 3, 5, -11, 59, -21, 0, 11, -1, -28, 90, -16, 1, 13, 9, -7, 19, 45, -7, -64, -23, 12, 10, 4, -16, 76, -10, 65, 28, 4, -36, -19, 5, 58, 39, -22, 4, 34, 10, 31, -4, -8, 56, -38, 16, 26, 2, -1, 42, -40, -1, -2, 54, 2, -76, 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mf_hecke_cc • Show schema
Hide schema
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'embedding_index': 1, 'embedding_m': 2, 'embedding_root_imag': -0.5406408174555976, 'embedding_root_real': -0.8412535328311812, 'hecke_orbit': 1, 'hecke_orbit_code': 1099545182691, 'label': '483.2.q.a.85.1', 'level': 483, 'weight': 2}
-
mf_newspaces • Show schema
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{'Nk2': 1932, 'analytic_conductor': 3.8567744176278427, 'char_conductor': 23, 'char_degree': 10, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 11, 'char_parity': 1, 'char_values': [483, 11, [323, 346, 442], [11, 11, 6]], 'conrey_index': 64, 'cusp_dim': 600, 'dim': 240, 'eis_dim': 80, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 1099545182691, 'hecke_orbit_dims': [10, 10, 20, 60, 60, 80], 'label': '483.2.q', 'level': 483, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 23], 'level_radical': 483, 'mf_dim': 680, 'mf_new_dim': 240, 'num_forms': 6, 'prim_orbit_index': 3, 'relative_dim': 24, 'sturm_bound': 128, 'trace_bound': 5, 'trace_display': [4, 0, 0, 4], 'traces': [240, 4, 0, -12, 0, 8, 4, 12, -24, 8, 16, 0, 16, 4, 16, -32, -28, 4, -12, 40, 4, -24, -20, 24, -44, -32, 0, 12, -12, 16, 12, 24, 8, -12, 8, -34, -4, 32, -72, 20, -64, 4, 4, -74, 0, 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mf_twists_cc • Show schema
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id: 13823221
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 85, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 1099545182691, 'source_is_minimal': True, 'source_label': '483.2.q.a.85.1', 'source_level': 483, 'target_conrey_index': 85, 'target_dim': 10, 'target_embedding_index': 1, 'target_hecke_orbit_code': 1099545182691, 'target_is_minimal': True, 'target_label': '483.2.q.a.85.1', 'target_level': 483, 'twist_class_label': '483.2.q.a.85.1', 'twist_class_level': 483, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 13823222
{'conductor': 23, 'degree': 10, 'order': 11, 'parity': 1, 'source_conrey_index': 85, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 1099545182691, 'source_is_minimal': True, 'source_label': '483.2.q.a.85.1', 'source_level': 483, 'target_conrey_index': 358, 'target_dim': 10, 'target_embedding_index': 1, 'target_hecke_orbit_code': 1099545182691, 'target_is_minimal': True, 'target_label': '483.2.q.a.358.1', 'target_level': 483, 'twist_class_label': '483.2.q.a.85.1', 'twist_class_level': 483, 'twisting_char_label': '23.13', 'twisting_conrey_index': 13, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 950575
{'charpoly_factorization': [[[1, -3, 20, -5, 70, -1, -30, 13, 5, -4, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 2}
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id: 950576
{'charpoly_factorization': [[[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 3}
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id: 950577
{'charpoly_factorization': [[[1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 5}
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id: 950578
{'charpoly_factorization': [[[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 7}
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id: 950579
{'charpoly_factorization': [[[1, -10, 67, 23, 496, 298, 111, 1, -10, 1, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 11}
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id: 950580
{'charpoly_factorization': [[[529, -4623, 16553, -23908, 18176, -8790, 3094, -735, 137, -15, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 13}
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id: 950581
{'charpoly_factorization': [[[978121, 1756464, 1455237, 758259, 283215, 79166, 16868, 2692, 312, 24, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 17}
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id: 950582
{'charpoly_factorization': [[[1, 13, 103, -212, 225, -177, 97, -37, 14, -5, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 19}
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id: 950583
{'charpoly_factorization': [[[6436343, -5876661, 2555070, -808312, 224434, -52491, 9758, -1528, 210, -21, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 23}
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id: 950584
{'charpoly_factorization': [[[123904, 61952, 61952, 46464, 23232, 10912, 4400, 1232, 220, 22, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 29}
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id: 950585
{'charpoly_factorization': [[[2105401, 1857280, 1352004, 537165, 174738, 46584, 7253, 457, 20, 8, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 31}
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id: 950586
{'charpoly_factorization': [[[2105401, -4350098, 9592586, -3935221, 707617, -27556, -4450, 965, 4, 2, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 37}
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id: 950587
{'charpoly_factorization': [[[14645929, -8052008, 1361490, 297984, -86049, 10264, 2236, -178, 115, -7, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 41}
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id: 950588
{'charpoly_factorization': [[[6848689, 607144, 1989362, 170114, 156190, 39104, 3928, -551, -87, -1, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 43}
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id: 950589
{'charpoly_factorization': [[[991, 1189, 62, -102, 3, 1], 2]], 'hecke_orbit_code': 1099545182691, 'p': 47}
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id: 950590
{'charpoly_factorization': [[[737881, 1257576, 1201685, 656195, 196186, 20428, 837, 749, 122, 1, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 53}
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id: 950591
{'charpoly_factorization': [[[229734649, -48532714, -8037160, 200190, 447030, -38312, 25609, -857, 177, -10, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 59}
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id: 950592
{'charpoly_factorization': [[[212521, -87129, 10608, -18527, 7023, -463, 581, -136, 25, -5, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 61}
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id: 950593
{'charpoly_factorization': [[[174266401, -101027253, 286106555, -63133747, 9452403, -468159, -19005, 1329, 247, -29, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 67}
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id: 950594
{'charpoly_factorization': [[[33860761, -27971933, 17986529, -5529821, 1171764, -172689, 17424, -979, 154, -22, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 71}
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id: 950595
{'charpoly_factorization': [[[543169, 826914, 2072004, 1807014, 826551, 235928, 45474, 6094, 561, 33, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 73}
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id: 950596
{'charpoly_factorization': [[[867832681, -181732571, 101363541, -16137729, 3881146, 480424, -43056, 656, 333, -27, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 79}
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id: 950597
{'charpoly_factorization': [[[3695059369, -2067730592, 543086813, -89553803, 11362200, -1219494, 107397, -7573, 460, -25, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 83}
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id: 950598
{'charpoly_factorization': [[[14645929, -34443, 8596251, 8137803, 3396376, 810932, 122494, 12016, 806, 38, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 89}
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id: 950599
{'charpoly_factorization': [[[5993391889, 421458148, 62311657, 13148719, 1204270, 48016, 4093, 661, 34, 1, 1], 1]], 'hecke_orbit_code': 1099545182691, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 17, 'hecke_orbit': 1, 'label': '483.2.q.a', 'level': 483, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 47215000
{'hecke_orbit_code': 1099545182691, 'n': 1, 'trace_an': 10}
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id: 47215001
{'hecke_orbit_code': 1099545182691, 'n': 2, 'trace_an': 4}
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id: 47215002
{'hecke_orbit_code': 1099545182691, 'n': 3, 'trace_an': -1}
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id: 47215003
{'hecke_orbit_code': 1099545182691, 'n': 4, 'trace_an': 8}
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id: 47215004
{'hecke_orbit_code': 1099545182691, 'n': 5, 'trace_an': 1}
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id: 47215005
{'hecke_orbit_code': 1099545182691, 'n': 6, 'trace_an': 4}
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id: 47215006
{'hecke_orbit_code': 1099545182691, 'n': 7, 'trace_an': -1}
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id: 47215007
{'hecke_orbit_code': 1099545182691, 'n': 8, 'trace_an': -7}
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id: 47215008
{'hecke_orbit_code': 1099545182691, 'n': 9, 'trace_an': -1}
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id: 47215009
{'hecke_orbit_code': 1099545182691, 'n': 10, 'trace_an': -4}
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id: 47215010
{'hecke_orbit_code': 1099545182691, 'n': 11, 'trace_an': -1}
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id: 47215011
{'hecke_orbit_code': 1099545182691, 'n': 12, 'trace_an': -3}
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id: 47215012
{'hecke_orbit_code': 1099545182691, 'n': 13, 'trace_an': 15}
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id: 47215013
{'hecke_orbit_code': 1099545182691, 'n': 14, 'trace_an': -7}
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id: 47215014
{'hecke_orbit_code': 1099545182691, 'n': 15, 'trace_an': 1}
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id: 47215015
{'hecke_orbit_code': 1099545182691, 'n': 16, 'trace_an': -10}
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id: 47215016
{'hecke_orbit_code': 1099545182691, 'n': 17, 'trace_an': -24}
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id: 47215017
{'hecke_orbit_code': 1099545182691, 'n': 18, 'trace_an': -7}
-
id: 47215018
{'hecke_orbit_code': 1099545182691, 'n': 19, 'trace_an': 5}
-
id: 47215019
{'hecke_orbit_code': 1099545182691, 'n': 20, 'trace_an': -8}
-
id: 47215020
{'hecke_orbit_code': 1099545182691, 'n': 21, 'trace_an': -1}
-
id: 47215021
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