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mf_newforms • Show schema
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{'Nk2': 4464, 'analytic_conductor': 19.8875936568096, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 31, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 5, 'char_parity': 1, 'char_values': [124, 5, [63, 65], [5, 4]], 'cm_discs': [], 'conrey_index': 33, 'conrey_indexes': [33, 97, 101, 109], 'dim': 56, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343698047100, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 31, 4, 1, 5, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '124.6.f.a', 'level': 124, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 31], 'level_radical': 62, 'minimal_twist': '124.6.f.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 4464, 'analytic_conductor': 19.8875936568096, 'char_conductor': 31, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 5, 'char_parity': 1, 'char_values': [124, 5, [63, 65], [5, 4]], 'conrey_index': 33, 'cusp_dim': 308, 'dim': 56, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_orbit_code': 343698047100, 'hecke_orbit_dims': [56], 'label': '124.6.f', 'level': 124, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 31], 'level_radical': 62, 'mf_dim': 332, 'mf_new_dim': 56, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 14, 'sturm_bound': 96, 'trace_bound': 0, 'trace_display': [0, 2, -58, 104], 'traces': [56, 0, 2, 0, -58, 0, 104, 0, -1234, 0, -509, 0, -117, 0, 89, 0, -3504, 0, 262, 0, 352, 0, -2448, 0, 49618, 0, 14324, 0, -9888, 0, -12771, 0, 27699, 0, 13840, 0, 76096, 0, 33520, 0, -4843, 0, -40778, 0, 56692, 0, 38922, 0, -17126, 0, -69292, 0, 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-174059317, 0, 13212660, 0, 291081443, 0, -83707827, 0, -213484617, 0, -194268760, 0, -294615464, 0, -146581682, 0, -163777060, 0, -115232728, 0, -37978312, 0, -85989716, 0, -270893751, 0, -155905908, 0, -112257167, 0, 209076829, 0, 101976145, 0, 183185662, 0, -54320149, 0, -205790358, 0, 311475604, 0, 374142802, 0, 233898112, 0, -293503332, 0, -100013474, 0, 162064054, 0, 723643936, 0, 565395541, 0, 282796425, 0, -186088454, 0, -73475874, 0, -211670570, 0, 57758162, 0, 113097495, 0, -216974396, 0, -350710774, 0, -326295240, 0, -347096083, 0, -146824879, 0, -100167017, 0, -239126364, 0, -179726920, 0, 77136598, 0, -276434042, 0, -161078255, 0, -115552137, 0, 257548371, 0, 306994378, 0, 44415177, 0, 62038166, 0, -382165806, 0, 181003173, 0, 697652286, 0, 356233496, 0, -179608184, 0, -113436616, 0, 162882822, 0, 829417404, 0, 406607014, 0, 460753623, 0, -166904591, 0, -120124663, 0, -409838781, 0, 123025053, 0, 348711258, 0, -335004153, 0, -227239205, 0, -90159676, 0, -494091646, 0, -106553465, 0, -209248591, 0, -419445471, 0, -229704681, 0, 69314380, 0, -467877121, 0, -150060975, 0, -210057636, 0, 505529152, 0, 274962433, 0, 44824671, 0, -273780729, 0, -390911524, 0, 161362874, 0, 1146591572, 0, 332473038, 0, -227046474, 0, -257265960, 0, 289993123, 0, 631503996, 0, 591948529, 0], 'weight': 6, 'weight_parity': 1}
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mf_twists_cc • Show schema
Hide schema
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id: 3690531
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 33, 'source_dim': 56, 'source_embedding_index': 1, 'source_hecke_orbit_code': 343698047100, 'source_is_minimal': True, 'source_label': '124.6.f.a.33.1', 'source_level': 124, 'target_conrey_index': 33, 'target_dim': 56, 'target_embedding_index': 1, 'target_hecke_orbit_code': 343698047100, 'target_is_minimal': True, 'target_label': '124.6.f.a.33.1', 'target_level': 124, 'twist_class_label': '124.6.f.a.33.1', 'twist_class_level': 124, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 3690532
{'conductor': 31, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 33, 'source_dim': 56, 'source_embedding_index': 1, 'source_hecke_orbit_code': 343698047100, 'source_is_minimal': True, 'source_label': '124.6.f.a.33.1', 'source_level': 124, 'target_conrey_index': 109, 'target_dim': 56, 'target_embedding_index': 1, 'target_hecke_orbit_code': 343698047100, 'target_is_minimal': True, 'target_label': '124.6.f.a.109.1', 'target_level': 124, 'twist_class_label': '124.6.f.a.33.1', 'twist_class_level': 124, 'twisting_char_label': '31.16', 'twisting_conrey_index': 16, 'weight': 6}
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hecke_orbit_code 343698047100 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 6, 'hecke_orbit': 1, 'label': '124.6.f.a', 'level': 124, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
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id: 32925000
{'hecke_orbit_code': 343698047100, 'n': 1, 'trace_an': 56}
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id: 32925001
{'hecke_orbit_code': 343698047100, 'n': 2, 'trace_an': 0}
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id: 32925002
{'hecke_orbit_code': 343698047100, 'n': 3, 'trace_an': 2}
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id: 32925003
{'hecke_orbit_code': 343698047100, 'n': 4, 'trace_an': 0}
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id: 32925004
{'hecke_orbit_code': 343698047100, 'n': 5, 'trace_an': -58}
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id: 32925005
{'hecke_orbit_code': 343698047100, 'n': 6, 'trace_an': 0}
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id: 32925006
{'hecke_orbit_code': 343698047100, 'n': 7, 'trace_an': 104}
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id: 32925007
{'hecke_orbit_code': 343698047100, 'n': 8, 'trace_an': 0}
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id: 32925008
{'hecke_orbit_code': 343698047100, 'n': 9, 'trace_an': -1234}
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id: 32925009
{'hecke_orbit_code': 343698047100, 'n': 10, 'trace_an': 0}
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id: 32925010
{'hecke_orbit_code': 343698047100, 'n': 11, 'trace_an': -509}
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id: 32925011
{'hecke_orbit_code': 343698047100, 'n': 12, 'trace_an': 0}
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id: 32925012
{'hecke_orbit_code': 343698047100, 'n': 13, 'trace_an': -117}
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id: 32925013
{'hecke_orbit_code': 343698047100, 'n': 14, 'trace_an': 0}
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id: 32925014
{'hecke_orbit_code': 343698047100, 'n': 15, 'trace_an': 89}
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id: 32925015
{'hecke_orbit_code': 343698047100, 'n': 16, 'trace_an': 0}
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id: 32925016
{'hecke_orbit_code': 343698047100, 'n': 17, 'trace_an': -3504}
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id: 32925017
{'hecke_orbit_code': 343698047100, 'n': 18, 'trace_an': 0}
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id: 32925018
{'hecke_orbit_code': 343698047100, 'n': 19, 'trace_an': 262}
-
id: 32925019
{'hecke_orbit_code': 343698047100, 'n': 20, 'trace_an': 0}
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id: 32925020
{'hecke_orbit_code': 343698047100, 'n': 21, 'trace_an': 352}
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id: 32925021
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