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mf_newforms • Show schema
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{'Nk2': 3276, 'analytic_conductor': 6.539747925542864, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 63, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 99, 'char_orbit_label': 'du', 'char_order': 6, 'char_parity': 1, 'char_values': [819, 6, [92, 703, 379], [5, 1, 6]], 'cm_discs': [], 'conrey_index': 248, 'dim': 192, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 6734542275379, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 63, 19, 1, 6, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '819.2.du.a', 'level': 819, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 13], 'level_radical': 273, 'minimal_twist': 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 3276, 'analytic_conductor': 6.539747925542864, 'char_conductor': 63, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 99, 'char_orbit_label': 'du', 'char_order': 6, 'char_parity': 1, 'char_values': [819, 6, [92, 703, 379], [5, 1, 6]], 'conrey_index': 248, 'cusp_dim': 216, 'dim': 192, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 6734542275379, 'hecke_orbit_dims': [192], 'label': '819.2.du', 'level': 819, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 13], 'level_radical': 273, 'mf_dim': 232, 'mf_new_dim': 192, 'num_forms': 1, 'prim_orbit_index': 19, 'relative_dim': 96, 'sturm_bound': 224, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [192, 0, 0, 96, 0, 0, 0, 0, -4, 0, 0, 0, 0, -12, -6, -96, 18, 20, 0, 0, -32, 0, 0, -36, 192, 0, -36, 0, 36, 26, 0, -60, 0, 0, 0, -24, 0, -60, 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mf_twists_cc • Show schema
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id: 33557301
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 248, 'source_dim': 192, 'source_embedding_index': 81, 'source_hecke_orbit_code': 6734542275379, 'source_is_minimal': True, 'source_label': '819.2.du.a.248.81', 'source_level': 819, 'target_conrey_index': 248, 'target_dim': 192, 'target_embedding_index': 81, 'target_hecke_orbit_code': 6734542275379, 'target_is_minimal': True, 'target_label': '819.2.du.a.248.81', 'target_level': 819, 'twist_class_label': '819.2.be.a.131.16', 'twist_class_level': 819, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 33557302
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 248, 'source_dim': 192, 'source_embedding_index': 81, 'source_hecke_orbit_code': 6734542275379, 'source_is_minimal': True, 'source_label': '819.2.du.a.248.81', 'source_level': 819, 'target_conrey_index': 131, 'target_dim': 192, 'target_embedding_index': 16, 'target_hecke_orbit_code': 2061617857331, 'target_is_minimal': True, 'target_label': '819.2.be.a.131.16', 'target_level': 819, 'twist_class_label': '819.2.be.a.131.16', 'twist_class_level': 819, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 33557303
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 248, 'source_dim': 192, 'source_embedding_index': 81, 'source_hecke_orbit_code': 6734542275379, 'source_is_minimal': True, 'source_label': '819.2.du.a.248.81', 'source_level': 819, 'target_conrey_index': 794, 'target_dim': 192, 'target_embedding_index': 81, 'target_hecke_orbit_code': 2061617857331, 'target_is_minimal': True, 'target_label': '819.2.be.a.794.81', 'target_level': 819, 'twist_class_label': '819.2.be.a.131.16', 'twist_class_level': 819, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 33557304
{'conductor': 63, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 248, 'source_dim': 192, 'source_embedding_index': 81, 'source_hecke_orbit_code': 6734542275379, 'source_is_minimal': True, 'source_label': '819.2.du.a.248.81', 'source_level': 819, 'target_conrey_index': 677, 'target_dim': 192, 'target_embedding_index': 81, 'target_hecke_orbit_code': 6734542275379, 'target_is_minimal': True, 'target_label': '819.2.du.a.677.81', 'target_level': 819, 'twist_class_label': '819.2.be.a.131.16', 'twist_class_level': 819, 'twisting_char_label': '63.47', 'twisting_conrey_index': 47, 'weight': 2}
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hecke_orbit_code 6734542275379 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 99, 'hecke_orbit': 1, 'label': '819.2.du.a', 'level': 819, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 15814176
{'hecke_orbit_code': 6734542275379, 'n': 1, 'trace_an': 192}
-
id: 15814177
{'hecke_orbit_code': 6734542275379, 'n': 2, 'trace_an': 0}
-
id: 15814178
{'hecke_orbit_code': 6734542275379, 'n': 3, 'trace_an': 0}
-
id: 15814179
{'hecke_orbit_code': 6734542275379, 'n': 4, 'trace_an': 96}
-
id: 15814180
{'hecke_orbit_code': 6734542275379, 'n': 5, 'trace_an': 0}
-
id: 15814181
{'hecke_orbit_code': 6734542275379, 'n': 6, 'trace_an': 0}
-
id: 15814182
{'hecke_orbit_code': 6734542275379, 'n': 7, 'trace_an': 0}
-
id: 15814183
{'hecke_orbit_code': 6734542275379, 'n': 8, 'trace_an': 0}
-
id: 15814184
{'hecke_orbit_code': 6734542275379, 'n': 9, 'trace_an': -4}
-
id: 15814185
{'hecke_orbit_code': 6734542275379, 'n': 10, 'trace_an': 0}
-
id: 15814186
{'hecke_orbit_code': 6734542275379, 'n': 11, 'trace_an': 0}
-
id: 15814187
{'hecke_orbit_code': 6734542275379, 'n': 12, 'trace_an': 0}
-
id: 15814188
{'hecke_orbit_code': 6734542275379, 'n': 13, 'trace_an': 0}
-
id: 15814189
{'hecke_orbit_code': 6734542275379, 'n': 14, 'trace_an': -12}
-
id: 15814190
{'hecke_orbit_code': 6734542275379, 'n': 15, 'trace_an': -6}
-
id: 15814191
{'hecke_orbit_code': 6734542275379, 'n': 16, 'trace_an': -96}
-
id: 15814192
{'hecke_orbit_code': 6734542275379, 'n': 17, 'trace_an': 18}
-
id: 15814193
{'hecke_orbit_code': 6734542275379, 'n': 18, 'trace_an': 20}
-
id: 15814194
{'hecke_orbit_code': 6734542275379, 'n': 19, 'trace_an': 0}
-
id: 15814195
{'hecke_orbit_code': 6734542275379, 'n': 20, 'trace_an': 0}
-
id: 15814196
{'hecke_orbit_code': 6734542275379, 'n': 21, 'trace_an': -32}
-
id: 15814197
{'hecke_orbit_code': 6734542275379, 'n': 22, 'trace_an': 0}
-
id: 15814198
{'hecke_orbit_code': 6734542275379, 'n': 23, 'trace_an': 0}
-
id: 15814199
{'hecke_orbit_code': 6734542275379, 'n': 24, 'trace_an': -36}
-
id: 15814200
{'hecke_orbit_code': 6734542275379, 'n': 25, 'trace_an': 192}
-
id: 15814201
{'hecke_orbit_code': 6734542275379, 'n': 26, 'trace_an': 0}
-
id: 15814202
{'hecke_orbit_code': 6734542275379, 'n': 27, 'trace_an': -36}
-
id: 15814203
{'hecke_orbit_code': 6734542275379, 'n': 28, 'trace_an': 0}
-
id: 15814204
{'hecke_orbit_code': 6734542275379, 'n': 29, 'trace_an': 36}
-
id: 15814205
{'hecke_orbit_code': 6734542275379, 'n': 30, 'trace_an': 26}
-
id: 15814206
{'hecke_orbit_code': 6734542275379, 'n': 31, 'trace_an': 0}
-
id: 15814207
{'hecke_orbit_code': 6734542275379, 'n': 32, 'trace_an': -60}
-
id: 15814208
{'hecke_orbit_code': 6734542275379, 'n': 33, 'trace_an': 0}
-
id: 15814209
{'hecke_orbit_code': 6734542275379, 'n': 34, 'trace_an': 0}
-
id: 15814210
{'hecke_orbit_code': 6734542275379, 'n': 35, 'trace_an': 0}
-
id: 15814211
{'hecke_orbit_code': 6734542275379, 'n': 36, 'trace_an': -24}
-
id: 15814212
{'hecke_orbit_code': 6734542275379, 'n': 37, 'trace_an': 0}
-
id: 15814213
{'hecke_orbit_code': 6734542275379, 'n': 38, 'trace_an': -60}
-
id: 15814214
{'hecke_orbit_code': 6734542275379, 'n': 39, 'trace_an': 0}
-
id: 15814215
{'hecke_orbit_code': 6734542275379, 'n': 40, 'trace_an': 0}
-
id: 15814216
{'hecke_orbit_code': 6734542275379, 'n': 41, 'trace_an': 12}
-
id: 15814217
{'hecke_orbit_code': 6734542275379, 'n': 42, 'trace_an': 0}
-
id: 15814218
{'hecke_orbit_code': 6734542275379, 'n': 43, 'trace_an': 0}
-
id: 15814219
{'hecke_orbit_code': 6734542275379, 'n': 44, 'trace_an': -66}
-
id: 15814220
{'hecke_orbit_code': 6734542275379, 'n': 45, 'trace_an': -18}
-
id: 15814221
{'hecke_orbit_code': 6734542275379, 'n': 46, 'trace_an': 12}
-
id: 15814222
{'hecke_orbit_code': 6734542275379, 'n': 47, 'trace_an': 0}
-
id: 15814223
{'hecke_orbit_code': 6734542275379, 'n': 48, 'trace_an': 60}
-
id: 15814224
{'hecke_orbit_code': 6734542275379, 'n': 49, 'trace_an': 24}
-
id: 15814225
{'hecke_orbit_code': 6734542275379, 'n': 50, 'trace_an': -48}
-
id: 15814226
{'hecke_orbit_code': 6734542275379, 'n': 51, 'trace_an': 44}
-
id: 15814227
{'hecke_orbit_code': 6734542275379, 'n': 52, 'trace_an': 0}
-
id: 15814228
{'hecke_orbit_code': 6734542275379, 'n': 53, 'trace_an': 24}
-
id: 15814229
{'hecke_orbit_code': 6734542275379, 'n': 54, 'trace_an': -114}
-
id: 15814230
{'hecke_orbit_code': 6734542275379, 'n': 55, 'trace_an': 0}
-
id: 15814231
{'hecke_orbit_code': 6734542275379, 'n': 56, 'trace_an': 144}
-
id: 15814232
{'hecke_orbit_code': 6734542275379, 'n': 57, 'trace_an': 10}
-
id: 15814233
{'hecke_orbit_code': 6734542275379, 'n': 58, 'trace_an': -24}
-
id: 15814234
{'hecke_orbit_code': 6734542275379, 'n': 59, 'trace_an': 30}
-
id: 15814235
{'hecke_orbit_code': 6734542275379, 'n': 60, 'trace_an': 16}
-
id: 15814236
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