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mf_newforms • Show schema
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{'Nk2': 10816, 'analytic_conductor': 58.49560430568228, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 16, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 4, 'char_parity': -1, 'char_values': [64, 4, [63, 5], [2, 1]], 'cm_discs': [], 'conrey_index': 15, 'dim': 46, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343815487552, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 16, 6, -1, 4, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '64.13.f.a', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '16.13.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 23, 'rm_discs': [], 'sato_tate_group': '12.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.13.f', 'trace_display': [0, 2, -2, 4], 'traces': [46, 0, 2, 0, -2, 0, 4, 0, 0, 0, -2668318, 0, -2, 0, 0, 0, -4, 0, -51868606, 0, -1062884, 0, -298270076, 0, 0, 0, -970053760, 0, 704570398, 0, 0, 0, -4, 0, 3815032900, 0, 364298398, 0, -15553507196, 0, 0, 0, -363863518, 0, 489344130, 0, 0, 0, 67229109258, 0, -33806024892, 0, -11168756642, 0, 74491808260, 0, 0, 0, -104334793054, 0, -106371743810, 0, 0, 0, -75186419620, 0, 43778233922, 0, -214340079908, 0, 188251854340, 0, 0, 0, -308961520610, 0, -341607754084, 0, 0, 0, -941431788274, 0, 1025936323202, 0, 436332718748, 0, -2368412421756, 0, 0, 0, 2028231531652, 0, 1534541270080, 0, 0, 0, -4, 0, -4950023059646, 0, 1264059894238, 0, 6076598411524, 0, 0, 0, -6756884445598, 0, -1734390953186, 0, 0, 0, -1491785174884, 0, 4751027204164, 0, 3736304735998, 0, -10897770873592, 0, 0, 0, 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mf_hecke_cc • Show schema
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'label': '64.13.f.a.47.16', 'level': 64, 'weight': 13}
-
mf_newspaces • Show schema
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{'Nk2': 10816, 'analytic_conductor': 58.49560430568228, 'char_conductor': 16, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 4, 'char_parity': -1, 'char_values': [64, 4, [63, 5], [2, 1]], 'conrey_index': 15, 'cusp_dim': 184, 'dim': 46, 'eis_dim': 16, 'eis_new_dim': 4, 'hecke_orbit_code': 343815487552, 'hecke_orbit_dims': [46], 'label': '64.13.f', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 200, 'mf_new_dim': 50, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 23, 'sturm_bound': 104, 'trace_bound': 0, 'trace_display': [0, 2, -2, 4], 'traces': [46, 0, 2, 0, -2, 0, 4, 0, 0, 0, -2668318, 0, -2, 0, 0, 0, -4, 0, -51868606, 0, -1062884, 0, -298270076, 0, 0, 0, -970053760, 0, 704570398, 0, 0, 0, -4, 0, 3815032900, 0, 364298398, 0, -15553507196, 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mf_twists_cc • Show schema
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id: 3789127
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 47, 'source_dim': 46, 'source_embedding_index': 16, 'source_hecke_orbit_code': 343815487552, 'source_is_minimal': False, 'source_label': '64.13.f.a.47.16', 'source_level': 64, 'target_conrey_index': 47, 'target_dim': 46, 'target_embedding_index': 16, 'target_hecke_orbit_code': 343815487552, 'target_is_minimal': False, 'target_label': '64.13.f.a.47.16', 'target_level': 64, 'twist_class_label': '16.13.f.a.3.2', 'twist_class_level': 16, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 13}
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id: 3789128
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 47, 'source_dim': 46, 'source_embedding_index': 16, 'source_hecke_orbit_code': 343815487552, 'source_is_minimal': False, 'source_label': '64.13.f.a.47.16', 'source_level': 64, 'target_conrey_index': 3, 'target_dim': 46, 'target_embedding_index': 2, 'target_hecke_orbit_code': 343815487504, 'target_is_minimal': True, 'target_label': '16.13.f.a.3.2', 'target_level': 16, 'twist_class_label': '16.13.f.a.3.2', 'twist_class_level': 16, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 13}
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id: 3789129
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 47, 'source_dim': 46, 'source_embedding_index': 16, 'source_hecke_orbit_code': 343815487552, 'source_is_minimal': False, 'source_label': '64.13.f.a.47.16', 'source_level': 64, 'target_conrey_index': 95, 'target_dim': 46, 'target_embedding_index': 16, 'target_hecke_orbit_code': 4503943442858112, 'target_is_minimal': False, 'target_label': '128.13.f.b.95.16', 'target_level': 128, 'twist_class_label': '16.13.f.a.3.2', 'twist_class_level': 16, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 13}
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id: 3789130
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 47, 'source_dim': 46, 'source_embedding_index': 16, 'source_hecke_orbit_code': 343815487552, 'source_is_minimal': False, 'source_label': '64.13.f.a.47.16', 'source_level': 64, 'target_conrey_index': 95, 'target_dim': 46, 'target_embedding_index': 8, 'target_hecke_orbit_code': 343815487616, 'target_is_minimal': False, 'target_label': '128.13.f.a.95.8', 'target_level': 128, 'twist_class_label': '16.13.f.a.3.2', 'twist_class_level': 16, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 13}
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id: 3789131
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 47, 'source_dim': 46, 'source_embedding_index': 16, 'source_hecke_orbit_code': 343815487552, 'source_is_minimal': False, 'source_label': '64.13.f.a.47.16', 'source_level': 64, 'target_conrey_index': 31, 'target_dim': 46, 'target_embedding_index': 8, 'target_hecke_orbit_code': 343815487616, 'target_is_minimal': False, 'target_label': '128.13.f.a.31.8', 'target_level': 128, 'twist_class_label': '16.13.f.a.3.2', 'twist_class_level': 16, 'twisting_char_label': '16.3', 'twisting_conrey_index': 3, 'weight': 13}
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id: 3789132
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 47, 'source_dim': 46, 'source_embedding_index': 16, 'source_hecke_orbit_code': 343815487552, 'source_is_minimal': False, 'source_label': '64.13.f.a.47.16', 'source_level': 64, 'target_conrey_index': 11, 'target_dim': 46, 'target_embedding_index': 2, 'target_hecke_orbit_code': 343815487504, 'target_is_minimal': True, 'target_label': '16.13.f.a.11.2', 'target_level': 16, 'twist_class_label': '16.13.f.a.3.2', 'twist_class_level': 16, 'twisting_char_label': '16.5', 'twisting_conrey_index': 5, 'weight': 13}
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id: 3789133
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 47, 'source_dim': 46, 'source_embedding_index': 16, 'source_hecke_orbit_code': 343815487552, 'source_is_minimal': False, 'source_label': '64.13.f.a.47.16', 'source_level': 64, 'target_conrey_index': 15, 'target_dim': 46, 'target_embedding_index': 16, 'target_hecke_orbit_code': 343815487552, 'target_is_minimal': False, 'target_label': '64.13.f.a.15.16', 'target_level': 64, 'twist_class_label': '16.13.f.a.3.2', 'twist_class_level': 16, 'twisting_char_label': '16.11', 'twisting_conrey_index': 11, 'weight': 13}
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id: 3789134
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 47, 'source_dim': 46, 'source_embedding_index': 16, 'source_hecke_orbit_code': 343815487552, 'source_is_minimal': False, 'source_label': '64.13.f.a.47.16', 'source_level': 64, 'target_conrey_index': 31, 'target_dim': 46, 'target_embedding_index': 16, 'target_hecke_orbit_code': 4503943442858112, 'target_is_minimal': False, 'target_label': '128.13.f.b.31.16', 'target_level': 128, 'twist_class_label': '16.13.f.a.3.2', 'twist_class_level': 16, 'twisting_char_label': '16.13', 'twisting_conrey_index': 13, 'weight': 13}
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hecke_orbit_code 343815487552 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': '64.13.f.a', 'level': 64, 'portrait': 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', 'weight': 13}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 8606172
{'hecke_orbit_code': 343815487552, 'n': 1, 'trace_an': 46}
-
id: 8606173
{'hecke_orbit_code': 343815487552, 'n': 2, 'trace_an': 0}
-
id: 8606174
{'hecke_orbit_code': 343815487552, 'n': 3, 'trace_an': 2}
-
id: 8606175
{'hecke_orbit_code': 343815487552, 'n': 4, 'trace_an': 0}
-
id: 8606176
{'hecke_orbit_code': 343815487552, 'n': 5, 'trace_an': -2}
-
id: 8606177
{'hecke_orbit_code': 343815487552, 'n': 6, 'trace_an': 0}
-
id: 8606178
{'hecke_orbit_code': 343815487552, 'n': 7, 'trace_an': 4}
-
id: 8606179
{'hecke_orbit_code': 343815487552, 'n': 8, 'trace_an': 0}
-
id: 8606180
{'hecke_orbit_code': 343815487552, 'n': 9, 'trace_an': 0}
-
id: 8606181
{'hecke_orbit_code': 343815487552, 'n': 10, 'trace_an': 0}
-
id: 8606182
{'hecke_orbit_code': 343815487552, 'n': 11, 'trace_an': -2668318}
-
id: 8606183
{'hecke_orbit_code': 343815487552, 'n': 12, 'trace_an': 0}
-
id: 8606184
{'hecke_orbit_code': 343815487552, 'n': 13, 'trace_an': -2}
-
id: 8606185
{'hecke_orbit_code': 343815487552, 'n': 14, 'trace_an': 0}
-
id: 8606186
{'hecke_orbit_code': 343815487552, 'n': 15, 'trace_an': 0}
-
id: 8606187
{'hecke_orbit_code': 343815487552, 'n': 16, 'trace_an': 0}
-
id: 8606188
{'hecke_orbit_code': 343815487552, 'n': 17, 'trace_an': -4}
-
id: 8606189
{'hecke_orbit_code': 343815487552, 'n': 18, 'trace_an': 0}
-
id: 8606190
{'hecke_orbit_code': 343815487552, 'n': 19, 'trace_an': -51868606}
-
id: 8606191
{'hecke_orbit_code': 343815487552, 'n': 20, 'trace_an': 0}
-
id: 8606192
{'hecke_orbit_code': 343815487552, 'n': 21, 'trace_an': -1062884}
-
id: 8606193
{'hecke_orbit_code': 343815487552, 'n': 22, 'trace_an': 0}
-
id: 8606194
{'hecke_orbit_code': 343815487552, 'n': 23, 'trace_an': -298270076}
-
id: 8606195
{'hecke_orbit_code': 343815487552, 'n': 24, 'trace_an': 0}
-
id: 8606196
{'hecke_orbit_code': 343815487552, 'n': 25, 'trace_an': 0}
-
id: 8606197
{'hecke_orbit_code': 343815487552, 'n': 26, 'trace_an': 0}
-
id: 8606198
{'hecke_orbit_code': 343815487552, 'n': 27, 'trace_an': -970053760}
-
id: 8606199
{'hecke_orbit_code': 343815487552, 'n': 28, 'trace_an': 0}
-
id: 8606200
{'hecke_orbit_code': 343815487552, 'n': 29, 'trace_an': 704570398}
-
id: 8606201
{'hecke_orbit_code': 343815487552, 'n': 30, 'trace_an': 0}
-
id: 8606202
{'hecke_orbit_code': 343815487552, 'n': 31, 'trace_an': 0}
-
id: 8606203
{'hecke_orbit_code': 343815487552, 'n': 32, 'trace_an': 0}
-
id: 8606204
{'hecke_orbit_code': 343815487552, 'n': 33, 'trace_an': -4}
-
id: 8606205
{'hecke_orbit_code': 343815487552, 'n': 34, 'trace_an': 0}
-
id: 8606206
{'hecke_orbit_code': 343815487552, 'n': 35, 'trace_an': 3815032900}
-
id: 8606207
{'hecke_orbit_code': 343815487552, 'n': 36, 'trace_an': 0}
-
id: 8606208
{'hecke_orbit_code': 343815487552, 'n': 37, 'trace_an': 364298398}
-
id: 8606209
{'hecke_orbit_code': 343815487552, 'n': 38, 'trace_an': 0}
-
id: 8606210
{'hecke_orbit_code': 343815487552, 'n': 39, 'trace_an': -15553507196}
-
id: 8606211
{'hecke_orbit_code': 343815487552, 'n': 40, 'trace_an': 0}
-
id: 8606212
{'hecke_orbit_code': 343815487552, 'n': 41, 'trace_an': 0}
-
id: 8606213
{'hecke_orbit_code': 343815487552, 'n': 42, 'trace_an': 0}
-
id: 8606214
{'hecke_orbit_code': 343815487552, 'n': 43, 'trace_an': -363863518}
-
id: 8606215
{'hecke_orbit_code': 343815487552, 'n': 44, 'trace_an': 0}
-
id: 8606216
{'hecke_orbit_code': 343815487552, 'n': 45, 'trace_an': 489344130}
-
id: 8606217
{'hecke_orbit_code': 343815487552, 'n': 46, 'trace_an': 0}
-
id: 8606218
{'hecke_orbit_code': 343815487552, 'n': 47, 'trace_an': 0}
-
id: 8606219
{'hecke_orbit_code': 343815487552, 'n': 48, 'trace_an': 0}
-
id: 8606220
{'hecke_orbit_code': 343815487552, 'n': 49, 'trace_an': 67229109258}
-
id: 8606221
{'hecke_orbit_code': 343815487552, 'n': 50, 'trace_an': 0}
-
id: 8606222
{'hecke_orbit_code': 343815487552, 'n': 51, 'trace_an': -33806024892}
-
id: 8606223
{'hecke_orbit_code': 343815487552, 'n': 52, 'trace_an': 0}
-
id: 8606224
{'hecke_orbit_code': 343815487552, 'n': 53, 'trace_an': -11168756642}
-
id: 8606225
{'hecke_orbit_code': 343815487552, 'n': 54, 'trace_an': 0}
-
id: 8606226
{'hecke_orbit_code': 343815487552, 'n': 55, 'trace_an': 74491808260}
-
id: 8606227
{'hecke_orbit_code': 343815487552, 'n': 56, 'trace_an': 0}
-
id: 8606228
{'hecke_orbit_code': 343815487552, 'n': 57, 'trace_an': 0}
-
id: 8606229
{'hecke_orbit_code': 343815487552, 'n': 58, 'trace_an': 0}
-
id: 8606230
{'hecke_orbit_code': 343815487552, 'n': 59, 'trace_an': -104334793054}
-
id: 8606231
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id: 8606419
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id: 8606420
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id: 8606421
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id: 8606422
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id: 8606423
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id: 8606424
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id: 8606425
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id: 8606426
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id: 8606427
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id: 8606428
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id: 8606429
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