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mf_newforms • Show schema
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{'Nk2': 1323, 'analytic_conductor': 6.211460257735977, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [27, 6, [2], [1]], 'cm_discs': [], 'conrey_index': 8, 'conrey_indexes': [8, 17], 'dim': 10, 'field_disc': -99866869040025811585728, 'field_disc_factorization': [[-1, 1], [2, 6], [3, 5], [2534064083, 2]], 'field_poly': [1982464, -1272832, 870720, -174032, 66932, -2412, 4610, -2, 75, -1, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206275870747, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 19131876, 'hecke_ring_index_factorization': [[2, 2], [3, 14]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 4, -1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '27.7.d.a', 'level': 27, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '9.7.d.a', 'prim_orbit_index': 4, 'qexp_display': 'q+\\beta _{1}q^{2}+(\\beta _{1}+\\beta _{2}-5^{2}\\beta _{4}+\\beta _{5})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '6.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.7.d', 'trace_display': [3, 0, 219, -121], 'trace_hash': 1767956705412789876, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.696', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '306.932', 'prec': 24}, {'__RealLiteral__': 0, 'data': '14.442', 'prec': 20}, {'__RealLiteral__': 0, 'data': '18534.274', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.172', 'prec': 17}, 'traces': [10, 3, 0, 127, 219, 0, -121, 0, 0, -132, -483, 0, -841, -12174, 0, -1985, 0, 0, 6176, 63186, 0, 3471, -53565, 0, 8452, 0, 0, -22660, 80679, 0, -24601, -218295, 0, 7425, 0, 0, 12764, 371877, 0, 54150, -232251, 0, -93271, 0, 0, 112512, 142887, 0, 86238, -318459, 0, 186920, 0, 0, -419982, -342546, 0, -380658, 995061, 0, -59305, 0, 0, 403066, -1642029, 0, 158513, 1693791, 0, -304788, 0, 0, 933896, -595182, 0, 666641, 2198883, 0, 468707, 0, 0, -2038470, -3008337, 0, -1189944, -1905549, 0, -349773, 0, 0, -211778, 973788, 0, 809124, 2562954, 0, 336029, 0, 0, 2691346, -1594077, 0, 1181651, -2793828, 0, -198936, 0, 0, 320996, 8975862, 0, -2764858, 2775279, 0, -1417971, 0, 0, -5275014, 1818936, 0, 1019998, -19264092, 0, 4662548, 0, 0, 3571148, 12047619, 0, 255516, -3058017, 0, -2673566, 0, 0, 5170662, -2330367, 0, -1848235, -11879832, 0, 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 1, 0, -25, 1, 0, 0, 0, 0], [29, -1, -1, -2, 15, -1, 0, -1, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-18, 9, 18, -1, -17, -1, -2, -3, 0, -1], [-35, 23, 25, 2, -68, 4, -1, -2, -1, 2], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-47, 58, -56, 2, 0, 0, 1, 4, -5, 0], [-38, 8, 0, 5, 32, -5, 10, 4, -8, 4], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [8, -168, -91, 0, 130, -14, -16, -8, -5, 5], [-1608, 7, 50, 14, -799, 7, 0, -10, -2, -2], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-280, 197, 394, 12, -284, 12, -1, 3, 0, -5], [1626, -13, -27, -14, 3258, -28, 4, 1, -3, 6], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [442, 262, -289, -27, 0, 0, 7, -17, 10, 0], [4211, 66, 0, -49, -4185, 49, -41, -15, 30, -15], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-37, -705, -313, 0, -967, 79, 74, 37, 31, -31], [-7201, -14, -187, -28, -3626, -14, 0, 51, 14, 14], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [1807, 207, 414, -49, 1820, -49, 37, 24, 0, 50], [7557, -466, 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[-278089336893715072, -21510646254101248, -28091608583134376, -19899503053280492, -5233881275671536, -1185087940044102, -92268001192520, -17892439228289, -1071624020857, -228970339285], [934989218885514496, -438995832667976192, 206189758524868592, -18842417040821140, 7056859532042268, -2664105725232018, 81874683465962, -45444196783291, 1735301772337, -680904382841], [761607762821734400, -280830061440619264, 143733596616975448, -9465337088444252, 6242802927799104, -1377579395474046, 85319366526208, -24218221634837, 1468396024739, -357064666657], [1468153012199075840, -805271759552407552, 314020064100693472, -47715295575658388, 8188936742890116, -4933627466855202, 80258730986950, -82073042998211, 2091348988481, -1183320135805]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 10, 'label': '27.7.d.a', 'level': 27, 'maxp': 997, 'weight': 7}
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mf_newspaces • Show schema
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{'Nk2': 1323, 'analytic_conductor': 6.211460257735977, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [27, 6, [2], [1]], 'conrey_index': 8, 'cusp_dim': 30, 'dim': 10, 'eis_dim': 12, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206275870747, 'hecke_orbit_dims': [10], 'label': '27.7.d', 'level': 27, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 42, 'mf_new_dim': 14, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 5, 'sturm_bound': 21, 'trace_bound': 0, 'trace_display': [3, 0, 219, -121], 'traces': [10, 3, 0, 127, 219, 0, -121, 0, 0, -132, -483, 0, -841, -12174, 0, -1985, 0, 0, 6176, 63186, 0, 3471, -53565, 0, 8452, 0, 0, -22660, 80679, 0, -24601, -218295, 0, 7425, 0, 0, 12764, 371877, 0, 54150, -232251, 0, -93271, 0, 0, 112512, 142887, 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-1833204198, 0, 1023281735, 0, 0, 175302954, 3779254587, 0, 1720744637, -5654370774, 0, 2415495006, 0, 0, -2499671742, 2144308551, 0, -681957260, 126367671, 0, -817494539, 0, 0, -1804969488, 661498161, 0, -802421833, -2878458468, 0, -1255460946, 0, 0, 213720464, -2490570828, 0, -1023488715, -2303191041, 0, -1196405882, 0, 0, 309400256, 1674559014, 0, -1139585976, -2248819062, 0, 411817095, 0, 0, 1189257552, 6987424347, 0, 1442770260, -491384118, 0, 1814527049, 0, 0, 2300725056, -2822787141, 0, 1699796409, 1423766541, 0, -93889558, 0, 0, -3095750644, 2517378840, 0, -1016862456, -418053636, 0, -1321859248, 0, 0, -3645634932, -943938357, 0, -870282198, -2727354645, 0, -1098270549, 0, 0, 2202563036, -133685070, 0, 863765508, 1831339263, 0, -521618871, 0, 0, 3690281406, -945097467, 0, -1960780454, -710243169, 0, -1138941270, 0, 0, 3962175618, -105217212, 0, 3875865486, 7740639831, 0, 2195044326, 0, 0, 4655177102, 2545992975, 0, 1680156779, 3276731118, 0, 1270215690, 0, 0, -3495206474, -5378702934, 0, -3318639232, -3728471739, 0, -916089156, 0, 0, -11666214186, -8051399673, 0, -587765592, -4014974790, 0, 1519323748, 0, 0, 156188540, 2887009776, 0, -1783153980, 2868632610, 0, -1365757861, 0, 0, -1202801640], 'weight': 7, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 22105
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '27.7.d.a', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '9.7.d.a', 'target_level': 9, 'twist_class_label': '9.7.d.a', 'twist_class_level': 9, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 22106
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '27.7.d.a', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '9.7.d.a', 'target_level': 9, 'twist_class_label': '9.7.d.a', 'twist_class_level': 9, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 7}
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id: 22107
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '27.7.d.a', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '27.7.d.a', 'target_level': 27, 'twist_class_label': '9.7.d.a', 'twist_class_level': 9, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
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id: 22108
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '27.7.d.a', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '27.7.d.a', 'target_level': 27, 'twist_class_label': '9.7.d.a', 'twist_class_level': 9, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 7}
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id: 22109
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '27.7.d.a', 'source_level': 27, 'target_char_orbit': 2, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.7.b.a', 'target_level': 81, 'twist_class_label': '9.7.d.a', 'twist_class_level': 9, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 7}
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id: 22110
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '27.7.d.a', 'source_level': 27, 'target_char_orbit': 2, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.7.b.a', 'target_level': 81, 'twist_class_label': '9.7.d.a', 'twist_class_level': 9, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 7}
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id: 22111
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '27.7.d.a', 'source_level': 27, 'target_char_orbit': 17, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '144.7.q.a', 'target_level': 144, 'twist_class_label': '9.7.d.a', 'twist_class_level': 9, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 22112
{'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '27.7.d.a', 'source_level': 27, 'target_char_orbit': 17, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '144.7.q.a', 'target_level': 144, 'twist_class_label': '9.7.d.a', 'twist_class_level': 9, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 7}
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id: 22113
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '27.7.d.a', 'source_level': 27, 'target_char_orbit': 17, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '432.7.q.a', 'target_level': 432, 'twist_class_label': '9.7.d.a', 'twist_class_level': 9, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 22114
{'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '27.7.d.a', 'source_level': 27, 'target_char_orbit': 17, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '432.7.q.a', 'target_level': 432, 'twist_class_label': '9.7.d.a', 'twist_class_level': 9, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 7}
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mf_hecke_charpolys • Show schema
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id: 103275
{'charpoly_factorization': [[[481738752, -309298176, 61860672, 2782512, -1805220, -37908, 40806, 666, -219, -3, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 2}
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id: 103276
{'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 206275870747, 'p': 3}
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id: 103277
{'charpoly_factorization': [[[573210021546168750000, -9967474437367500000, -37672459588687500, 1659712524075000, 4382316489375, -202244434875, 501307200, 7729605, -19308, -219, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 5}
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id: 103278
{'charpoly_factorization': [[[914720286719588301914896, -10299863291364756196736, 118313289766589473356, -439823092534665096, 2745983313567189, -4157654786043, 48316626108, -34369653, 258324, 121, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 7}
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id: 103279
{'charpoly_factorization': [[[9651170207537155525537915954227, 30981237570380616534497657439, 27342209491344328865888745, -18646725023398846409472, -25582973860613447361, 10488252442847931, 17731096610877, -2366709660, -4822257, 483, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 11}
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id: 103280
{'charpoly_factorization': [[[1114564157091009645133168785664, -10548348744642161751869356544, 130966451021737259645945424, 325377097324478347280064, 723607390194912191025, 446735328789849609, 246262189399434, 46754688561, 15249210, 841, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 13}
-
id: 103281
{'charpoly_factorization': [[[1946552451708913752964905591091200, 0, 5511991016873390439080874384, 0, 4585900566738304326600, 0, 1002982541718969, 0, 58255038, 0, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 17}
-
id: 103282
{'charpoly_factorization': [[[-511235040253018136, 116921706008516, 251800481602, -68975915, -3088, 1], 2]], 'hecke_orbit_code': 206275870747, 'p': 19}
-
id: 103283
{'charpoly_factorization': [[[172212390114355748376311872968916992, -676364457488550072947133943523328, 1013216223498142378347154499904, -501707060025857273016267480, -147614462728651278915957, 129335636539093322889, 69961861886419134, 13066038619335, 1200331734, 53565, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 23}
-
id: 103284
{'charpoly_factorization': [[[2436901369170242908513679588759764480007472, -1760349624313369856133868004386260645696, 509063316412450314513452934224875716, -61537062915049810928098882587120, 3475052190576591866868806919, -64319025041595500786991, -1465879276659269628, 52593356577789, 1517816256, -80679, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 29}
-
id: 103285
{'charpoly_factorization': [[[38561789664397730620797955362003091456, -82574686453194230429563090371313664, 196420549293928710753559238328576, 31800108444301197431052947088, 20999049519629146343032953, -3244103754066215669211, 579219997528858860, -26451247146969, 1423841640, 24601, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 31}
-
id: 103286
{'charpoly_factorization': [[[12316982113817135188672, -3184718176382961952, 232209348917320, -5340384284, -6382, 1], 2]], 'hecke_orbit_code': 206275870747, 'p': 37}
-
id: 103287
{'charpoly_factorization': [[[4405688651226966105511712936404549643061614030163, 31680825747921993822029975572361855683894251, -2148220990152445049058037709634957422361, -15993682755885898158490620185509290, 787995048854588173583627539611, 7609868329364954329282497, -113260316144654639511, -1423026071515674, 11853071493, 232251, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 41}
-
id: 103288
{'charpoly_factorization': [[[48108033386311250578321316526300824831952152401, 7153927422832053005333612899302151831219243, 770245849467334433675070587964158597265, 38021783585587363168886899003226784, 1393046572539690151309411787925, 23060484294576267840322431, 322499675719634701653, 1478785693313724, 21546242205, 93271, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 43}
-
id: 103289
{'charpoly_factorization': [[[1031220263505889708463133851040629254008032963328, 3197839737064067403613254220240094611223808, -1167722577242187078900347358378121356048, -3631387335170836424183773151372784, 1267640016186625710138186168195, -21996081469393802214579387, 48137170028986192986, 1699396941030543, -5087727966, -142887, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 47}
-
id: 103290
{'charpoly_factorization': [[[41441092522069475649807746423146678321152000000, 0, 308166518672063070703197020681070182400, 0, 395418607948217029218967968768, 0, 177080447762235815184, 0, 26726965416, 0, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 53}
-
id: 103291
{'charpoly_factorization': [[[734961219435803488944869828603473537327477825494243, -18214436366931279673522208027691199562407631505, 10371302367740953460897937494620451793057, 3472010097859434821497742872559423880, 757469812958852256577337515407, -1005071880449878582304358765, 14815029213391766291325, -106514706720816684, 437092191951, -995061, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 59}
-
id: 103292
{'charpoly_factorization': [[[52669705327213620138192713170790700681968925136850944, -990361341440754569322267914788024286743139050496, 17364956460192154465022621499076582784426688, -99610257063778602571664216256567318672, 757887476554303375998320968627665, 165279291112746485636449593, 23406638681026738794762, 1138530399001089, 169037853738, 59305, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 61}
-
id: 103293
{'charpoly_factorization': [[[7315681563444806343573477104242703596797014615475841, 114988857625378476202536795216532335751946769547, 2474146135976750201781526421248983484058985, 15511511904043271909016663738022261128, 278590620076958950228170954973269, 1696140362469151454741216823, 20505665149106847238485, 39674805381122892, 177066171789, -158513, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 67}
-
id: 103294
{'charpoly_factorization': [[[1485989479673804098094218258997062773696113280044236800, 0, 152282290306016035911191280667377777269915904, 0, 5525265308800722221651715514218240, 0, 86591242916252490694752, 0, 561490122096, 0, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 71}
-
id: 103295
{'charpoly_factorization': [[[-3673794224446365412096880, 110446864795443288104, 6512856093207622, -59003352059, -466948, 1], 2]], 'hecke_orbit_code': 206275870747, 'p': 73}
-
id: 103296
{'charpoly_factorization': [[[348904492822933505281281534510403465841982959170423696, -12283611485742541370938413882967525501672478546624, 314227810156636233953050550803856382220329948, -3673812267560245090745123526797047344792, 31739218941076922528392297207942341, -101702732830500267920502329055, 285728931381791634788880, -206437376195787621, 633348004704, -468707, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 79}
-
id: 103297
{'charpoly_factorization': [[[3269130325719244356318243809536495046682486660800273234688, 35314527770063623516707786032174574810227481304008960, 158173739931168805556907078661537010492199059952, 335014679306482843593190142579103628341840, 210716181868797465406313362872685011, -382563688809532047099597095427, -322714475429030577028278, 1542134109387674871, 3529317300306, 3008337, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 83}
-
id: 103298
{'charpoly_factorization': [[[1407534324373148575338979495712286140694666360411861811200, 0, 57725043532368304288507130960841282914251505664, 0, 546809872200148794505498628784666624, 0, 1721480045595985432660752, 0, 2205762843240, 0, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 89}
-
id: 103299
{'charpoly_factorization': [[[14587197980430444155050840552417035026179093356344170225, 171775213380846924475022624167455267844406963186755, 2319672480723292911328673399307506399420774559, 6891671579126189745073827414557221470114, 68487895566539749141383689288533485, 139755544601621541340523642373, 1778229734683234604215293, 612433246230247362, 1472814715983, -336029, 1], 1]], 'hecke_orbit_code': 206275870747, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '27.7.d.a', 'level': 27, 'portrait': 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', 'weight': 7}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 27329000
{'hecke_orbit_code': 206275870747, 'n': 1, 'trace_an': 10}
-
id: 27329001
{'hecke_orbit_code': 206275870747, 'n': 2, 'trace_an': 3}
-
id: 27329002
{'hecke_orbit_code': 206275870747, 'n': 3, 'trace_an': 0}
-
id: 27329003
{'hecke_orbit_code': 206275870747, 'n': 4, 'trace_an': 127}
-
id: 27329004
{'hecke_orbit_code': 206275870747, 'n': 5, 'trace_an': 219}
-
id: 27329005
{'hecke_orbit_code': 206275870747, 'n': 6, 'trace_an': 0}
-
id: 27329006
{'hecke_orbit_code': 206275870747, 'n': 7, 'trace_an': -121}
-
id: 27329007
{'hecke_orbit_code': 206275870747, 'n': 8, 'trace_an': 0}
-
id: 27329008
{'hecke_orbit_code': 206275870747, 'n': 9, 'trace_an': 0}
-
id: 27329009
{'hecke_orbit_code': 206275870747, 'n': 10, 'trace_an': -132}
-
id: 27329010
{'hecke_orbit_code': 206275870747, 'n': 11, 'trace_an': -483}
-
id: 27329011
{'hecke_orbit_code': 206275870747, 'n': 12, 'trace_an': 0}
-
id: 27329012
{'hecke_orbit_code': 206275870747, 'n': 13, 'trace_an': -841}
-
id: 27329013
{'hecke_orbit_code': 206275870747, 'n': 14, 'trace_an': -12174}
-
id: 27329014
{'hecke_orbit_code': 206275870747, 'n': 15, 'trace_an': 0}
-
id: 27329015
{'hecke_orbit_code': 206275870747, 'n': 16, 'trace_an': -1985}
-
id: 27329016
{'hecke_orbit_code': 206275870747, 'n': 17, 'trace_an': 0}
-
id: 27329017
{'hecke_orbit_code': 206275870747, 'n': 18, 'trace_an': 0}
-
id: 27329018
{'hecke_orbit_code': 206275870747, 'n': 19, 'trace_an': 6176}
-
id: 27329019
{'hecke_orbit_code': 206275870747, 'n': 20, 'trace_an': 63186}
-
id: 27329020
{'hecke_orbit_code': 206275870747, 'n': 21, 'trace_an': 0}
-
id: 27329021
{'hecke_orbit_code': 206275870747, 'n': 22, 'trace_an': 3471}
-
id: 27329022
{'hecke_orbit_code': 206275870747, 'n': 23, 'trace_an': -53565}
-
id: 27329023
{'hecke_orbit_code': 206275870747, 'n': 24, 'trace_an': 0}
-
id: 27329024
{'hecke_orbit_code': 206275870747, 'n': 25, 'trace_an': 8452}
-
id: 27329025
{'hecke_orbit_code': 206275870747, 'n': 26, 'trace_an': 0}
-
id: 27329026
{'hecke_orbit_code': 206275870747, 'n': 27, 'trace_an': 0}
-
id: 27329027
{'hecke_orbit_code': 206275870747, 'n': 28, 'trace_an': -22660}
-
id: 27329028
{'hecke_orbit_code': 206275870747, 'n': 29, 'trace_an': 80679}
-
id: 27329029
{'hecke_orbit_code': 206275870747, 'n': 30, 'trace_an': 0}
-
id: 27329030
{'hecke_orbit_code': 206275870747, 'n': 31, 'trace_an': -24601}
-
id: 27329031
{'hecke_orbit_code': 206275870747, 'n': 32, 'trace_an': -218295}
-
id: 27329032
{'hecke_orbit_code': 206275870747, 'n': 33, 'trace_an': 0}
-
id: 27329033
{'hecke_orbit_code': 206275870747, 'n': 34, 'trace_an': 7425}
-
id: 27329034
{'hecke_orbit_code': 206275870747, 'n': 35, 'trace_an': 0}
-
id: 27329035
{'hecke_orbit_code': 206275870747, 'n': 36, 'trace_an': 0}
-
id: 27329036
{'hecke_orbit_code': 206275870747, 'n': 37, 'trace_an': 12764}
-
id: 27329037
{'hecke_orbit_code': 206275870747, 'n': 38, 'trace_an': 371877}
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