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mf_newforms • Show schema
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{'Nk2': 2070, 'analytic_conductor': 6.267046080286828, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 4, 'char_parity': -1, 'char_values': [230, 4, [47, 51], [1, 4]], 'cm_discs': [], 'conrey_index': 47, 'conrey_indexes': [47, 93], 'dim': 24, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [12544000000, 2437120000, 236748800, 2233292800, 27434060900, 10370986200, 1695962632, -2822103268, 2980539441, 409116628, 98882296, -181578172, 127798336, -7051316, 358072, -641452, 804846, -32292, 200, -308, 1676, -20, 0, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503943275086054, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '230.3.f.b', 'level': 230, 'level_is_prime': False, 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mf_hecke_cc • Show schema
Hide schema
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'conrey_index': 47, 'dual_conrey_index': 93, 'dual_embedding_index': 12, 'dual_embedding_m': 24, 'embedding_index': 12, 'embedding_m': 12, 'hecke_orbit': 2, 'hecke_orbit_code': 4503943275086054, 'label': '230.3.f.b.47.12', 'level': 230, 'weight': 3}
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mf_newspaces • Show schema
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{'Nk2': 2070, 'analytic_conductor': 6.267046080286828, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 4, 'char_parity': -1, 'char_values': [230, 4, [47, 51], [1, 4]], 'conrey_index': 47, 'cusp_dim': 136, 'dim': 44, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 343647715558, 'hecke_orbit_dims': [20, 24], 'label': '230.3.f', 'level': 230, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 23], 'level_radical': 230, 'mf_dim': 152, 'mf_new_dim': 44, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 22, 'sturm_bound': 108, 'trace_bound': 1, 'trace_display': [4, 0, 8, 16], 'traces': [44, 4, 0, 0, 8, 0, 16, -8, 0, 20, 48, 0, -28, 0, -72, -176, -84, 60, 0, 8, -16, -64, 0, 0, -12, -40, 216, -32, 0, 96, -200, -16, -8, 0, 48, 232, -28, 144, 0, 40, 104, -32, 0, 0, -236, 0, 64, 0, 0, -132, 240, -56, 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-896, -8400, 0, 6944, -4352, -2484, -6800, 0, -3880], 'weight': 3, 'weight_parity': -1}
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mf_twists_cc • Show schema
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id: 35271704
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 47, 'source_dim': 24, 'source_embedding_index': 12, 'source_hecke_orbit_code': 4503943275086054, 'source_is_minimal': True, 'source_label': '230.3.f.b.47.12', 'source_level': 230, 'target_conrey_index': 47, 'target_dim': 24, 'target_embedding_index': 12, 'target_hecke_orbit_code': 4503943275086054, 'target_is_minimal': True, 'target_label': '230.3.f.b.47.12', 'target_level': 230, 'twist_class_label': '230.3.f.b.47.12', 'twist_class_level': 230, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 3}
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id: 35271705
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 47, 'source_dim': 24, 'source_embedding_index': 12, 'source_hecke_orbit_code': 4503943275086054, 'source_is_minimal': True, 'source_label': '230.3.f.b.47.12', 'source_level': 230, 'target_conrey_index': 93, 'target_dim': 24, 'target_embedding_index': 12, 'target_hecke_orbit_code': 4503943275086054, 'target_is_minimal': True, 'target_label': '230.3.f.b.93.12', 'target_level': 230, 'twist_class_label': '230.3.f.b.47.12', 'twist_class_level': 230, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 3}
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hecke_orbit_code 4503943275086054 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': 2, 'label': '230.3.f.b', 'level': 230, 'portrait': 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', 'weight': 3}
-
mf_hecke_traces • Show schema
Hide schema
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id: 87203000
{'hecke_orbit_code': 4503943275086054, 'n': 1, 'trace_an': 24}
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id: 87203001
{'hecke_orbit_code': 4503943275086054, 'n': 2, 'trace_an': 24}
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id: 87203002
{'hecke_orbit_code': 4503943275086054, 'n': 3, 'trace_an': 0}
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id: 87203003
{'hecke_orbit_code': 4503943275086054, 'n': 4, 'trace_an': 0}
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id: 87203004
{'hecke_orbit_code': 4503943275086054, 'n': 5, 'trace_an': 4}
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id: 87203005
{'hecke_orbit_code': 4503943275086054, 'n': 6, 'trace_an': 0}
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id: 87203006
{'hecke_orbit_code': 4503943275086054, 'n': 7, 'trace_an': 8}
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id: 87203007
{'hecke_orbit_code': 4503943275086054, 'n': 8, 'trace_an': -48}
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id: 87203008
{'hecke_orbit_code': 4503943275086054, 'n': 9, 'trace_an': 0}
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id: 87203009
{'hecke_orbit_code': 4503943275086054, 'n': 10, 'trace_an': 16}
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id: 87203010
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