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mf_newforms • Show schema
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{'Nk2': 6156, 'analytic_conductor': 18.637650082244306, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 171, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 31, 'char_orbit_label': 'be', 'char_order': 6, 'char_parity': -1, 'char_values': [684, 6, [343, 533, 325], [6, 1, 2]], 'cm_discs': [], 'conrey_index': 425, 'dim': 80, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 2061634634412, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 171, 10, -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': '684.3.be.a', 'level': 684, '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': [2, 3, 19], 'level_radical': 114, 'minimal_twist': 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mf_hecke_cc • Show schema
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'dual_conrey_index': 581, 'dual_embedding_index': 9, 'dual_embedding_m': 49, 'embedding_index': 9, 'embedding_m': 9, 'hecke_orbit': 1, 'hecke_orbit_code': 2061634634412, 'label': '684.3.be.a.425.9', 'level': 684, 'weight': 3}
-
mf_newspaces • Show schema
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{'Nk2': 6156, 'analytic_conductor': 18.637650082244306, 'char_conductor': 171, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 31, 'char_orbit_label': 'be', 'char_order': 6, 'char_parity': -1, 'char_values': [684, 6, [343, 533, 325], [6, 1, 2]], 'conrey_index': 425, 'cusp_dim': 468, 'dim': 80, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_orbit_code': 2061634634412, 'hecke_orbit_dims': [80], 'label': '684.3.be', 'level': 684, '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': [2, 3, 19], 'level_radical': 114, 'mf_dim': 492, 'mf_new_dim': 80, 'num_forms': 1, 'prim_orbit_index': 10, 'relative_dim': 40, 'sturm_bound': 360, 'trace_bound': 0, 'trace_display': [0, 4, 0, 1], 'traces': [80, 0, 4, 0, 0, 0, 1, 0, 4, 0, 18, 0, 10, 0, -11, 0, 9, 0, 20, 0, -30, 0, 0, 0, 200, 0, 25, 0, -27, 0, -8, 0, 23, 0, 0, 0, 22, 0, 39, 0, -54, 0, 88, 0, -196, 0, 198, 0, 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-7034, 0, 0, 0, -653, 0, -3021, 0, -8856, 0, -461, 0, 1265, 0], 'weight': 3, 'weight_parity': -1}
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mf_twists_cc • Show schema
Hide schema
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id: 23045661
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 425, 'source_dim': 80, 'source_embedding_index': 9, 'source_hecke_orbit_code': 2061634634412, 'source_is_minimal': True, 'source_label': '684.3.be.a.425.9', 'source_level': 684, 'target_conrey_index': 425, 'target_dim': 80, 'target_embedding_index': 9, 'target_hecke_orbit_code': 2061634634412, 'target_is_minimal': True, 'target_label': '684.3.be.a.425.9', 'target_level': 684, 'twist_class_label': '684.3.m.a.353.35', 'twist_class_level': 684, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 3}
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id: 23045662
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 425, 'source_dim': 80, 'source_embedding_index': 9, 'source_hecke_orbit_code': 2061634634412, 'source_is_minimal': True, 'source_label': '684.3.be.a.425.9', 'source_level': 684, 'target_conrey_index': 197, 'target_dim': 80, 'target_embedding_index': 9, 'target_hecke_orbit_code': 2061634635780, 'target_is_minimal': False, 'target_label': '2052.3.be.a.197.9', 'target_level': 2052, 'twist_class_label': '684.3.m.a.353.35', 'twist_class_level': 684, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 3}
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id: 23045663
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 425, 'source_dim': 80, 'source_embedding_index': 9, 'source_hecke_orbit_code': 2061634634412, 'source_is_minimal': True, 'source_label': '684.3.be.a.425.9', 'source_level': 684, 'target_conrey_index': 881, 'target_dim': 80, 'target_embedding_index': 9, 'target_hecke_orbit_code': 824684054532, 'target_is_minimal': False, 'target_label': '2052.3.m.a.881.9', 'target_level': 2052, 'twist_class_label': '684.3.m.a.353.35', 'twist_class_level': 684, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 3}
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id: 23045664
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 425, 'source_dim': 80, 'source_embedding_index': 9, 'source_hecke_orbit_code': 2061634634412, 'source_is_minimal': True, 'source_label': '684.3.be.a.425.9', 'source_level': 684, 'target_conrey_index': 653, 'target_dim': 80, 'target_embedding_index': 35, 'target_hecke_orbit_code': 824684053164, 'target_is_minimal': True, 'target_label': '684.3.m.a.653.35', 'target_level': 684, 'twist_class_label': '684.3.m.a.353.35', 'twist_class_level': 684, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 3}
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id: 23045665
{'conductor': 19, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 425, 'source_dim': 80, 'source_embedding_index': 9, 'source_hecke_orbit_code': 2061634634412, 'source_is_minimal': True, 'source_label': '684.3.be.a.425.9', 'source_level': 684, 'target_conrey_index': 353, 'target_dim': 80, 'target_embedding_index': 35, 'target_hecke_orbit_code': 824684053164, 'target_is_minimal': True, 'target_label': '684.3.m.a.353.35', 'target_level': 684, 'twist_class_label': '684.3.m.a.353.35', 'twist_class_level': 684, 'twisting_char_label': '19.11', 'twisting_conrey_index': 11, 'weight': 3}
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id: 23045666
{'conductor': 57, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 425, 'source_dim': 80, 'source_embedding_index': 9, 'source_hecke_orbit_code': 2061634634412, 'source_is_minimal': True, 'source_label': '684.3.be.a.425.9', 'source_level': 684, 'target_conrey_index': 1493, 'target_dim': 80, 'target_embedding_index': 32, 'target_hecke_orbit_code': 824684054532, 'target_is_minimal': False, 'target_label': '2052.3.m.a.1493.32', 'target_level': 2052, 'twist_class_label': '684.3.m.a.353.35', 'twist_class_level': 684, 'twisting_char_label': '57.11', 'twisting_conrey_index': 11, 'weight': 3}
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id: 23045667
{'conductor': 171, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 425, 'source_dim': 80, 'source_embedding_index': 9, 'source_hecke_orbit_code': 2061634634412, 'source_is_minimal': True, 'source_label': '684.3.be.a.425.9', 'source_level': 684, 'target_conrey_index': 125, 'target_dim': 80, 'target_embedding_index': 9, 'target_hecke_orbit_code': 2061634635780, 'target_is_minimal': False, 'target_label': '2052.3.be.a.125.9', 'target_level': 2052, 'twist_class_label': '684.3.m.a.353.35', 'twist_class_level': 684, 'twisting_char_label': '171.49', 'twisting_conrey_index': 49, 'weight': 3}
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id: 23045668
{'conductor': 171, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 425, 'source_dim': 80, 'source_embedding_index': 9, 'source_hecke_orbit_code': 2061634634412, 'source_is_minimal': True, 'source_label': '684.3.be.a.425.9', 'source_level': 684, 'target_conrey_index': 581, 'target_dim': 80, 'target_embedding_index': 9, 'target_hecke_orbit_code': 2061634634412, 'target_is_minimal': True, 'target_label': '684.3.be.a.581.9', 'target_level': 684, 'twist_class_label': '684.3.m.a.353.35', 'twist_class_level': 684, 'twisting_char_label': '171.68', 'twisting_conrey_index': 68, 'weight': 3}
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hecke_orbit_code 2061634634412 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 31, 'hecke_orbit': 1, 'label': '684.3.be.a', 'level': 684, 'portrait': 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', 'weight': 3}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 14061324
{'hecke_orbit_code': 2061634634412, 'n': 1, 'trace_an': 80}
-
id: 14061325
{'hecke_orbit_code': 2061634634412, 'n': 2, 'trace_an': 0}
-
id: 14061326
{'hecke_orbit_code': 2061634634412, 'n': 3, 'trace_an': 4}
-
id: 14061327
{'hecke_orbit_code': 2061634634412, 'n': 4, 'trace_an': 0}
-
id: 14061328
{'hecke_orbit_code': 2061634634412, 'n': 5, 'trace_an': 0}
-
id: 14061329
{'hecke_orbit_code': 2061634634412, 'n': 6, 'trace_an': 0}
-
id: 14061330
{'hecke_orbit_code': 2061634634412, 'n': 7, 'trace_an': 1}
-
id: 14061331
{'hecke_orbit_code': 2061634634412, 'n': 8, 'trace_an': 0}
-
id: 14061332
{'hecke_orbit_code': 2061634634412, 'n': 9, 'trace_an': 4}
-
id: 14061333
{'hecke_orbit_code': 2061634634412, 'n': 10, 'trace_an': 0}
-
id: 14061334
{'hecke_orbit_code': 2061634634412, 'n': 11, 'trace_an': 18}
-
id: 14061335
{'hecke_orbit_code': 2061634634412, 'n': 12, 'trace_an': 0}
-
id: 14061336
{'hecke_orbit_code': 2061634634412, 'n': 13, 'trace_an': 10}
-
id: 14061337
{'hecke_orbit_code': 2061634634412, 'n': 14, 'trace_an': 0}
-
id: 14061338
{'hecke_orbit_code': 2061634634412, 'n': 15, 'trace_an': -11}
-
id: 14061339
{'hecke_orbit_code': 2061634634412, 'n': 16, 'trace_an': 0}
-
id: 14061340
{'hecke_orbit_code': 2061634634412, 'n': 17, 'trace_an': 9}
-
id: 14061341
{'hecke_orbit_code': 2061634634412, 'n': 18, 'trace_an': 0}
-
id: 14061342
{'hecke_orbit_code': 2061634634412, 'n': 19, 'trace_an': 20}
-
id: 14061343
{'hecke_orbit_code': 2061634634412, 'n': 20, 'trace_an': 0}
-
id: 14061344
{'hecke_orbit_code': 2061634634412, 'n': 21, 'trace_an': -30}
-
id: 14061345
{'hecke_orbit_code': 2061634634412, 'n': 22, 'trace_an': 0}
-
id: 14061346
{'hecke_orbit_code': 2061634634412, 'n': 23, 'trace_an': 0}
-
id: 14061347
{'hecke_orbit_code': 2061634634412, 'n': 24, 'trace_an': 0}
-
id: 14061348
{'hecke_orbit_code': 2061634634412, 'n': 25, 'trace_an': 200}
-
id: 14061349
{'hecke_orbit_code': 2061634634412, 'n': 26, 'trace_an': 0}
-
id: 14061350
{'hecke_orbit_code': 2061634634412, 'n': 27, 'trace_an': 25}
-
id: 14061351
{'hecke_orbit_code': 2061634634412, 'n': 28, 'trace_an': 0}
-
id: 14061352
{'hecke_orbit_code': 2061634634412, 'n': 29, 'trace_an': -27}
-
id: 14061353
{'hecke_orbit_code': 2061634634412, 'n': 30, 'trace_an': 0}
-
id: 14061354
{'hecke_orbit_code': 2061634634412, 'n': 31, 'trace_an': -8}
-
id: 14061355
{'hecke_orbit_code': 2061634634412, 'n': 32, 'trace_an': 0}
-
id: 14061356
{'hecke_orbit_code': 2061634634412, 'n': 33, 'trace_an': 23}
-
id: 14061357
{'hecke_orbit_code': 2061634634412, 'n': 34, 'trace_an': 0}
-
id: 14061358
{'hecke_orbit_code': 2061634634412, 'n': 35, 'trace_an': 0}
-
id: 14061359
{'hecke_orbit_code': 2061634634412, 'n': 36, 'trace_an': 0}
-
id: 14061360
{'hecke_orbit_code': 2061634634412, 'n': 37, 'trace_an': 22}
-
id: 14061361
{'hecke_orbit_code': 2061634634412, 'n': 38, 'trace_an': 0}
-
id: 14061362
{'hecke_orbit_code': 2061634634412, 'n': 39, 'trace_an': 39}
-
id: 14061363
{'hecke_orbit_code': 2061634634412, 'n': 40, 'trace_an': 0}
-
id: 14061364
{'hecke_orbit_code': 2061634634412, 'n': 41, 'trace_an': -54}
-
id: 14061365
{'hecke_orbit_code': 2061634634412, 'n': 42, 'trace_an': 0}
-
id: 14061366
{'hecke_orbit_code': 2061634634412, 'n': 43, 'trace_an': 88}
-
id: 14061367
{'hecke_orbit_code': 2061634634412, 'n': 44, 'trace_an': 0}
-
id: 14061368
{'hecke_orbit_code': 2061634634412, 'n': 45, 'trace_an': -196}
-
id: 14061369
{'hecke_orbit_code': 2061634634412, 'n': 46, 'trace_an': 0}
-
id: 14061370
{'hecke_orbit_code': 2061634634412, 'n': 47, 'trace_an': 198}
-
id: 14061371
{'hecke_orbit_code': 2061634634412, 'n': 48, 'trace_an': 0}
-
id: 14061372
{'hecke_orbit_code': 2061634634412, 'n': 49, 'trace_an': -267}
-
id: 14061373
{'hecke_orbit_code': 2061634634412, 'n': 50, 'trace_an': 0}
-
id: 14061374
{'hecke_orbit_code': 2061634634412, 'n': 51, 'trace_an': -56}
-
id: 14061375
{'hecke_orbit_code': 2061634634412, 'n': 52, 'trace_an': 0}
-
id: 14061376
{'hecke_orbit_code': 2061634634412, 'n': 53, 'trace_an': 36}
-
id: 14061377
{'hecke_orbit_code': 2061634634412, 'n': 54, 'trace_an': 0}
-
id: 14061378
{'hecke_orbit_code': 2061634634412, 'n': 55, 'trace_an': 0}
-
id: 14061379
{'hecke_orbit_code': 2061634634412, 'n': 56, 'trace_an': 0}
-
id: 14061380
{'hecke_orbit_code': 2061634634412, 'n': 57, 'trace_an': 78}
-
id: 14061381
{'hecke_orbit_code': 2061634634412, 'n': 58, 'trace_an': 0}
-
id: 14061382
{'hecke_orbit_code': 2061634634412, 'n': 59, 'trace_an': 171}
-
id: 14061383
{'hecke_orbit_code': 2061634634412, 'n': 60, 'trace_an': 0}
-
id: 14061384
{'hecke_orbit_code': 2061634634412, 'n': 61, 'trace_an': 7}
-
id: 14061385
{'hecke_orbit_code': 2061634634412, 'n': 62, 'trace_an': 0}
-
id: 14061386
{'hecke_orbit_code': 2061634634412, 'n': 63, 'trace_an': 82}
-
id: 14061387
{'hecke_orbit_code': 2061634634412, 'n': 64, 'trace_an': 0}
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id: 14061388
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