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mf_newforms • Show schema
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{'Nk2': 9408, 'analytic_conductor': 44.17038405501139, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [192, 2, [127, 133, 65], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 65, 'conrey_indexes': [65], 'dim': 2, 'field_disc': -8, 'field_disc_factorization': [[-1, 1], [2, 3]], 'field_poly': [2, 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': [[5, [28800, 0, 1]], [7, [2, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518273132200128, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 12, 'hecke_ring_index_factorization': [[2, 2], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '192.7.e.f', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '6.7.b.a', 'nf_label': '2.0.8.1', 'prim_orbit_index': 2, 'qexp_display': 'q+(21+\\beta )q^{3}+10\\beta q^{5}-2q^{7}+(153+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '6.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '192.7.e', 'trace_display': [0, 42, 0, -4], 'trace_hash': 2020629220119325546, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.875', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.122', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '133.606', 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [0, 0], [21, 1], [0, 0], [0, 10], [0, 0], [-2, 0], [0, 0], [153, 42], [0, 0], [0, -2], [0, 0], [2950, 0], [0, 0], [-2880, 210], [0, 0], [0, 264], [0, 0], [5258, 0], [0, 0], [-42, -2], [0, 0], [0, 604], [0, 0], [-13175, 0], [0, 0], [-8883, 1035], [0, 0], [0, -130], [0, 0], [-22898, 0], [0, 0], [576, -42], [0, 0], [0, -20], [0, 0], [-34058, 0], [0, 0], [61950, 2950], [0, 0], [0, -988], [0, 0], [-6406, 0], [0, 0], [-120960, 1530], [0, 0], [0, -10600], [0, 0], [-117645, 0], [0, 0], [-76032, 5544], [0, 0], [0, 11346], [0, 0], [5760, 0], [0, 0], [110418, 5258], [0, 0], [0, -19258], [0, 0], [62566, 0], [0, 0], [-306, -84], [0, 0], [0, 29500], [0, 0], [438698, 0], [0, 0], [-173952, 12684], [0, 0], [0, 4020], [0, 0], [-730510, 0], [0, 0], [-276675, -13175], [0, 0], [0, 4], [0, 0], [-340562, 0], [0, 0], [-484623, 12852], [0, 0], [0, 29242], [0, 0], [-760320, 0], [0, 0], [37440, -2730], [0, 0], [0, -22788], [0, 0], [-5900, 0], [0, 0], [-480858, -22898], [0, 0], [0, 52580], [0, 0], [-281086, 0], [0, 0], [24192, -306], [0, 0]], 'ap': [[0, 0], [21, 1], [0, 10], [-2, 0], [0, -2], [2950, 0], [0, 264], [5258, 0], [0, 604], [0, -130], [-22898, 0], [-34058, 0], [0, -988], [-6406, 0], [0, -10600], [0, 11346], [0, -19258], [62566, 0], [438698, 0], [0, 4020], [-730510, 0], [-340562, 0], [0, 29242], [0, -22788], [-281086, 0], [0, 55706], [865726, 0], [0, 86862], [-650810, 0], [0, 102776], [2280526, 0], [0, -63166], [0, -164012], [4573946, 0], [0, -262814], [2208094, 0], [1288870, 0], [879914, 0], [0, -351644], [0, -24682], [0, 17802], [6476182, 0], [0, 295904], [3500930, 0], [0, -286038], [9509758, 0], [7064138, 0], [-4668914, 0], [0, 1158034], [4481782, 0], [0, 135108], [0, 155896], [-6995806, 0], [0, -1679322], [0, -11008], [0, 507668], [0, 444966], [-13944530, 0], [-28129322, 0], [0, 1316572], [10141850, 0], [0, 1640890], [-36325366, 0], [0, -2120852], [40109906, 0], [0, 2323886], [27836282, 0], [-23789662, 0], [0, -3147082], [-47167706, 0], [0, -1033808], [0, -3643068], [34046062, 0], [51578134, 0], [42882842, 0], [0, -891584], [0, 3625802], [85581574, 0], [0, 2414408], [61055570, 0], [0, -1996750], [19615606, 0], [0, -2366376], [-845854, 0], [74820382, 0], [0, 7380166], [0, -6647520], [157358450, 0], [0, -10789690], [-177977810, 0], [0, 5514234], [0, 6344048], [4144318, 0], [0, -7032562], [117435530, 0], [0, 11770572], [0, 6642382], [0, 6751764], [-149806150, 0], [157017382, 0], [-279468502, 0], [0, 8856150], [0, -4878070], [0, 15157420], [28403930, 0], [65247554, 0], [0, -3928802], [0, 9034728], [0, -12863108], [108477650, 0], [343321486, 0], [-296325002, 0], [0, -7817980], [-414773062, 0], [-303858146, 0], [0, -10702592], [173810666, 0], [0, -14326956], [0, 2637286], [0, -6692390], [99346390, 0], [-279411838, 0], [0, -2411782], [0, 22053486], [115164362, 0], [0, -3333522], [128651830, 0], [0, 11847144], [-523207586, 0], [657372454, 0], [350495210, 0], [0, 27498628], [33699310, 0], [-298551530, 0], [0, -23493748], [-517372414, 0], [0, -10797558], [314717834, 0], [0, -46443266], [0, -61721436], [-117929734, 0], [0, 3546962], [-16062050, 0], [0, -21605946], [363153382, 0], [0, -51895756], [384724438, 0], [0, 20190652], [-387442726, 0], [0, 3809712], [499281478, 0], [0, 53904888], [7852106, 0], [0, 65252236], [1161927866, 0], [0, -21297976], [-1204308002, 0], [0, -37354352], [-247137550, 0], [0, 55234198], [0, -88244342], [0, 2523756], [1163220478, 0], [0, 82079262], [0, -46077208], [0, -51867460], [1839149710, 0], [-569927306, 0]], 'char_orbit_index': 5, 'field_poly': [2, 0, 1], 'hecke_orbit_code': 22518273132200128, 'hecke_ring_character_values': [[127, [1, 0]], [133, [1, 0]], [65, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 12], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 12]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '192.7.e.f', 'level': 192, 'maxp': 997, 'weight': 7}
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mf_newspaces • Show schema
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{'Nk2': 9408, 'analytic_conductor': 44.17038405501139, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [192, 2, [127, 133, 65], [2, 2, 1]], 'conrey_index': 65, 'cusp_dim': 180, 'dim': 46, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 274995347648, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 6, 6, 12, 12], 'label': '192.7.e', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 204, 'mf_new_dim': 50, 'num_forms': 10, 'prim_orbit_index': 2, 'relative_dim': 46, 'sturm_bound': 224, 'trace_bound': 9, 'trace_display': [0, 0, 0, 0], 'traces': [46, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, -5036, 0, 0, 0, 0, 0, 0, 0, 1460, 0, 0, 0, -118754, 0, 0, 0, 0, 0, 0, 0, -42624, 0, 0, 0, -55436, 0, 0, 0, 0, 0, 0, 0, 226560, 0, 0, 0, 571434, 0, 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0, 198495872, 0, 0, 0, 1149323572, 0, 0, 0, 0, 0, 0, 0, 2039803136, 0, 0, 0, 2097030620, 0, 0, 0, 0, 0, 0, 0, 252412024, 0, 0, 0, 1366877184, 0, 0, 0, 0, 0, 0, 0, 1559167232, 0, 0, 0, -5005064, 0, 0, 0, 0, 0, 0, 0, 1328893184, 0, 0, 0, 2550935040, 0, 0, 0, 0, 0, 0, 0, -1131269420, 0, 0, 0, 243286072, 0, 0, 0, 0, 0, 0, 0, 457832064, 0, 0, 0, -983845484, 0, 0, 0, 0, 0, 0, 0, -1527033100, 0, 0, 0, -1869880322, 0, 0, 0, 0, 0, 0, 0, -883820900, 0, 0, 0, -3268341068, 0, 0, 0, 0, 0, 0, 0, 1773376768, 0, 0, 0, 1174759296, 0, 0, 0, 0, 0, 0, 0, -209138436, 0, 0, 0, 2847661012, 0, 0, 0, 0, 0, 0, 0, -27604224, 0, 0, 0, -1102118792, 0, 0, 0, 0, 0, 0, 0, 653355520, 0, 0, 0, 197860608, 0, 0, 0, 0, 0, 0, 0, -2132584704, 0, 0, 0, 726228480, 0, 0, 0, 0, 0, 0, 0, 2953417020, 0, 0, 0, -4029313004, 0, 0, 0, 0, 0, 0, 0, -2351696640, 0, 0, 0, -1824269188, 0, 0, 0, 0, 0, 0, 0, -1386494080, 0, 0, 0, -1646756248, 0, 0, 0, 0, 0, 0, 0, 1387198976, 0, 0, 0, -409284342, 0, 0, 0, 0, 0, 0, 0, 1003074304, 0, 0, 0, -542586712, 0, 0, 0, 0, 0, 0, 0, 2418939828, 0, 0, 0, -1552423296, 0, 0, 0, 0, 0, 0, 0, -4987186724, 0, 0, 0, 6944067700, 0, 0, 0], 'weight': 7, 'weight_parity': -1}
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mf_twists_nf • Show schema
Hide schema
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id: 158255
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '6.7.b.a', 'target_level': 6, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 7}
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id: 158256
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '6.7.b.a', 'target_level': 6, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 7}
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id: 158257
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '48.7.e.b', 'target_level': 48, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 158258
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '48.7.e.b', 'target_level': 48, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 7}
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id: 158259
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '150.7.b.a', 'target_level': 150, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 7}
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id: 158260
{'conductor': 120, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '150.7.b.a', 'target_level': 150, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '120.q', 'twisting_char_orbit': 17, 'weight': 7}
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id: 158261
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '150.7.d.a', 'target_level': 150, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 7}
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id: 158262
{'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '150.7.d.a', 'target_level': 150, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '120.m', 'twisting_char_orbit': 13, 'weight': 7}
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id: 158263
{'conductor': 72, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '162.7.d.b', 'target_level': 162, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '72.l', 'twisting_char_orbit': 12, 'weight': 7}
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id: 158264
{'conductor': 72, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '162.7.d.b', 'target_level': 162, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '72.p', 'twisting_char_orbit': 16, 'weight': 7}
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id: 158265
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '192.7.e.c', 'target_level': 192, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 158266
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '192.7.e.c', 'target_level': 192, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 158267
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '192.7.e.f', 'target_level': 192, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
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id: 158268
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '192.7.e.f', 'target_level': 192, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 158269
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '294.7.b.a', 'target_level': 294, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 7}
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id: 158270
{'conductor': 168, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '192.7.e.f', 'source_level': 192, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '294.7.b.a', 'target_level': 294, 'twist_class_label': '6.7.b.a', 'twist_class_level': 6, 'twisting_char_label': '168.e', 'twisting_char_orbit': 5, 'weight': 7}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 481100
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22518273132200128, 'p': 2}
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id: 481101
{'charpoly_factorization': [[[729, -42, 1], 1]], 'hecke_orbit_code': 22518273132200128, 'p': 3}
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id: 481102
{'charpoly_factorization': [[[28800, 0, 1], 1]], 'hecke_orbit_code': 22518273132200128, 'p': 5}
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id: 481103
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 22518273132200128, 'p': 7}
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id: 481104
{'charpoly_factorization': [[[1152, 0, 1], 1]], 'hecke_orbit_code': 22518273132200128, 'p': 11}
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id: 481105
{'charpoly_factorization': [[[-2950, 1], 2]], 'hecke_orbit_code': 22518273132200128, 'p': 13}
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id: 481106
{'charpoly_factorization': [[[20072448, 0, 1], 1]], 'hecke_orbit_code': 22518273132200128, 'p': 17}
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id: 481107
{'charpoly_factorization': [[[-5258, 1], 2]], 'hecke_orbit_code': 22518273132200128, 'p': 19}
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id: 481108
{'charpoly_factorization': [[[105067008, 0, 1], 1]], 'hecke_orbit_code': 22518273132200128, 'p': 23}
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id: 481109
{'charpoly_factorization': [[[4867200, 0, 1], 1]], 'hecke_orbit_code': 22518273132200128, 'p': 29}
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id: 481110
{'charpoly_factorization': [[[22898, 1], 2]], 'hecke_orbit_code': 22518273132200128, 'p': 31}
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id: 481111
{'charpoly_factorization': [[[34058, 1], 2]], 'hecke_orbit_code': 22518273132200128, 'p': 37}
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id: 481112
{'charpoly_factorization': [[[281129472, 0, 1], 1]], 'hecke_orbit_code': 22518273132200128, 'p': 41}
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id: 481113
{'charpoly_factorization': [[[6406, 1], 2]], 'hecke_orbit_code': 22518273132200128, 'p': 43}
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id: 481114
{'charpoly_factorization': [[[32359680000, 0, 1], 1]], 'hecke_orbit_code': 22518273132200128, 'p': 47}
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id: 481115
{'charpoly_factorization': [[[37074734208, 0, 1], 1]], 'hecke_orbit_code': 22518273132200128, 'p': 53}
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id: 481116
{'charpoly_factorization': [[[106810722432, 0, 1], 1]], 'hecke_orbit_code': 22518273132200128, 'p': 59}
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id: 481117
{'charpoly_factorization': [[[-62566, 1], 2]], 'hecke_orbit_code': 22518273132200128, 'p': 61}
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id: 481118
{'charpoly_factorization': [[[-438698, 1], 2]], 'hecke_orbit_code': 22518273132200128, 'p': 67}
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id: 481119
{'charpoly_factorization': [[[4654195200, 0, 1], 1]], 'hecke_orbit_code': 22518273132200128, 'p': 71}
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id: 481120
{'charpoly_factorization': [[[730510, 1], 2]], 'hecke_orbit_code': 22518273132200128, 'p': 73}
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id: 481121
{'charpoly_factorization': [[[340562, 1], 2]], 'hecke_orbit_code': 22518273132200128, 'p': 79}
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id: 481122
{'charpoly_factorization': [[[246267234432, 0, 1], 1]], 'hecke_orbit_code': 22518273132200128, 'p': 83}
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id: 481123
{'charpoly_factorization': [[[149556367872, 0, 1], 1]], 'hecke_orbit_code': 22518273132200128, 'p': 89}
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id: 481124
{'charpoly_factorization': [[[281086, 1], 2]], 'hecke_orbit_code': 22518273132200128, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 5, 'hecke_orbit': 6, 'label': '192.7.e.f', 'level': 192, 'portrait': 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', 'weight': 7}
-
mf_hecke_traces • Show schema
Hide schema
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id: 172060000
{'hecke_orbit_code': 22518273132200128, 'n': 1, 'trace_an': 2}
-
id: 172060001
{'hecke_orbit_code': 22518273132200128, 'n': 2, 'trace_an': 0}
-
id: 172060002
{'hecke_orbit_code': 22518273132200128, 'n': 3, 'trace_an': 42}
-
id: 172060003
{'hecke_orbit_code': 22518273132200128, 'n': 4, 'trace_an': 0}
-
id: 172060004
{'hecke_orbit_code': 22518273132200128, 'n': 5, 'trace_an': 0}
-
id: 172060005
{'hecke_orbit_code': 22518273132200128, 'n': 6, 'trace_an': 0}
-
id: 172060006
{'hecke_orbit_code': 22518273132200128, 'n': 7, 'trace_an': -4}
-
id: 172060007
{'hecke_orbit_code': 22518273132200128, 'n': 8, 'trace_an': 0}
-
id: 172060008
{'hecke_orbit_code': 22518273132200128, 'n': 9, 'trace_an': 306}
-
id: 172060009
{'hecke_orbit_code': 22518273132200128, 'n': 10, 'trace_an': 0}
-
id: 172060010
{'hecke_orbit_code': 22518273132200128, 'n': 11, 'trace_an': 0}
-
id: 172060011
{'hecke_orbit_code': 22518273132200128, 'n': 12, 'trace_an': 0}
-
id: 172060012
{'hecke_orbit_code': 22518273132200128, 'n': 13, 'trace_an': 5900}
-
id: 172060013
{'hecke_orbit_code': 22518273132200128, 'n': 14, 'trace_an': 0}
-
id: 172060014
{'hecke_orbit_code': 22518273132200128, 'n': 15, 'trace_an': -5760}
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id: 172060015
{'hecke_orbit_code': 22518273132200128, 'n': 16, 'trace_an': 0}
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id: 172060016
{'hecke_orbit_code': 22518273132200128, 'n': 17, 'trace_an': 0}
-
id: 172060017
{'hecke_orbit_code': 22518273132200128, 'n': 18, 'trace_an': 0}
-
id: 172060018
{'hecke_orbit_code': 22518273132200128, 'n': 19, 'trace_an': 10516}
-
id: 172060019
{'hecke_orbit_code': 22518273132200128, 'n': 20, 'trace_an': 0}
-
id: 172060020
{'hecke_orbit_code': 22518273132200128, 'n': 21, 'trace_an': -84}
-
id: 172060021
{'hecke_orbit_code': 22518273132200128, 'n': 22, 'trace_an': 0}
-
id: 172060022
{'hecke_orbit_code': 22518273132200128, 'n': 23, 'trace_an': 0}
-
id: 172060023
{'hecke_orbit_code': 22518273132200128, 'n': 24, 'trace_an': 0}
-
id: 172060024
{'hecke_orbit_code': 22518273132200128, 'n': 25, 'trace_an': -26350}
-
id: 172060025
{'hecke_orbit_code': 22518273132200128, 'n': 26, 'trace_an': 0}
-
id: 172060026
{'hecke_orbit_code': 22518273132200128, 'n': 27, 'trace_an': -17766}
-
id: 172060027
{'hecke_orbit_code': 22518273132200128, 'n': 28, 'trace_an': 0}
-
id: 172060028
{'hecke_orbit_code': 22518273132200128, 'n': 29, 'trace_an': 0}
-
id: 172060029
{'hecke_orbit_code': 22518273132200128, 'n': 30, 'trace_an': 0}
-
id: 172060030
{'hecke_orbit_code': 22518273132200128, 'n': 31, 'trace_an': -45796}
-
id: 172060031
{'hecke_orbit_code': 22518273132200128, 'n': 32, 'trace_an': 0}
-
id: 172060032
{'hecke_orbit_code': 22518273132200128, 'n': 33, 'trace_an': 1152}
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