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mf_newforms • Show schema
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{'Nk2': 1856, 'analytic_conductor': 9.05916573903953, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 29, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 14, 'char_parity': 1, 'char_values': [29, 14, [2], [1]], 'cm_discs': [], 'conrey_index': 4, 'conrey_indexes': [4, 5, 6, 9, 13, 22], 'dim': 96, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275012124701, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 29, 5, 1, 14, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '29.8.e.a', 'level': 29, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [29], 'level_radical': 29, 'minimal_twist': '29.8.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 1856, 'analytic_conductor': 9.05916573903953, 'char_conductor': 29, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 14, 'char_parity': 1, 'char_values': [29, 14, [2], [1]], 'conrey_index': 4, 'cusp_dim': 96, 'dim': 96, 'eis_dim': 12, 'eis_new_dim': 12, 'hecke_cutter_primes': [], 'hecke_orbit_code': 275012124701, 'hecke_orbit_dims': [96], 'label': '29.8.e', 'level': 29, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [29], 'level_radical': 29, 'mf_dim': 108, 'mf_new_dim': 108, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 16, 'sturm_bound': 20, 'trace_bound': 0, 'trace_display': [-7, -7, 191, -667], 'traces': [96, -7, -7, 709, 191, 1801, -667, 9086, 9103, -7, 4207, 0, 377, -7, -74473, -125851, 0, -194880, -7, 162901, 86933, 252614, 238675, -490819, -107349, 367017, 75593, 1397540, 379863, -175646, -143885, 473172, -1419437, -2314463, 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mf_twists_cc • Show schema
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id: 3047179
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 22, 'source_dim': 96, 'source_embedding_index': 16, 'source_hecke_orbit_code': 275012124701, 'source_is_minimal': True, 'source_label': '29.8.e.a.22.16', 'source_level': 29, 'target_conrey_index': 22, 'target_dim': 96, 'target_embedding_index': 16, 'target_hecke_orbit_code': 275012124701, 'target_is_minimal': True, 'target_label': '29.8.e.a.22.16', 'target_level': 29, 'twist_class_label': '29.8.e.a.4.16', 'twist_class_level': 29, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
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id: 3047180
{'conductor': 29, 'degree': 6, 'order': 14, 'parity': 1, 'source_conrey_index': 22, 'source_dim': 96, 'source_embedding_index': 16, 'source_hecke_orbit_code': 275012124701, 'source_is_minimal': True, 'source_label': '29.8.e.a.22.16', 'source_level': 29, 'target_conrey_index': 4, 'target_dim': 96, 'target_embedding_index': 16, 'target_hecke_orbit_code': 275012124701, 'target_is_minimal': True, 'target_label': '29.8.e.a.4.16', 'target_level': 29, 'twist_class_label': '29.8.e.a.4.16', 'twist_class_level': 29, 'twisting_char_label': '29.4', 'twisting_conrey_index': 4, 'weight': 8}
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hecke_orbit_code 275012124701 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 5, 'hecke_orbit': 1, 'label': '29.8.e.a', 'level': 29, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 30629000
{'hecke_orbit_code': 275012124701, 'n': 1, 'trace_an': 96}
-
id: 30629001
{'hecke_orbit_code': 275012124701, 'n': 2, 'trace_an': -7}
-
id: 30629002
{'hecke_orbit_code': 275012124701, 'n': 3, 'trace_an': -7}
-
id: 30629003
{'hecke_orbit_code': 275012124701, 'n': 4, 'trace_an': 709}
-
id: 30629004
{'hecke_orbit_code': 275012124701, 'n': 5, 'trace_an': 191}
-
id: 30629005
{'hecke_orbit_code': 275012124701, 'n': 6, 'trace_an': 1801}
-
id: 30629006
{'hecke_orbit_code': 275012124701, 'n': 7, 'trace_an': -667}
-
id: 30629007
{'hecke_orbit_code': 275012124701, 'n': 8, 'trace_an': 9086}
-
id: 30629008
{'hecke_orbit_code': 275012124701, 'n': 9, 'trace_an': 9103}
-
id: 30629009
{'hecke_orbit_code': 275012124701, 'n': 10, 'trace_an': -7}
-
id: 30629010
{'hecke_orbit_code': 275012124701, 'n': 11, 'trace_an': 4207}
-
id: 30629011
{'hecke_orbit_code': 275012124701, 'n': 12, 'trace_an': 0}
-
id: 30629012
{'hecke_orbit_code': 275012124701, 'n': 13, 'trace_an': 377}
-
id: 30629013
{'hecke_orbit_code': 275012124701, 'n': 14, 'trace_an': -7}
-
id: 30629014
{'hecke_orbit_code': 275012124701, 'n': 15, 'trace_an': -74473}
-
id: 30629015
{'hecke_orbit_code': 275012124701, 'n': 16, 'trace_an': -125851}
-
id: 30629016
{'hecke_orbit_code': 275012124701, 'n': 17, 'trace_an': 0}
-
id: 30629017
{'hecke_orbit_code': 275012124701, 'n': 18, 'trace_an': -194880}
-
id: 30629018
{'hecke_orbit_code': 275012124701, 'n': 19, 'trace_an': -7}
-
id: 30629019
{'hecke_orbit_code': 275012124701, 'n': 20, 'trace_an': 162901}
-
id: 30629020
{'hecke_orbit_code': 275012124701, 'n': 21, 'trace_an': 86933}
-
id: 30629021
{'hecke_orbit_code': 275012124701, 'n': 22, 'trace_an': 252614}
-
id: 30629022
{'hecke_orbit_code': 275012124701, 'n': 23, 'trace_an': 238675}
-
id: 30629023
{'hecke_orbit_code': 275012124701, 'n': 24, 'trace_an': -490819}
-
id: 30629024
{'hecke_orbit_code': 275012124701, 'n': 25, 'trace_an': -107349}
-
id: 30629025
{'hecke_orbit_code': 275012124701, 'n': 26, 'trace_an': 367017}
-
id: 30629026
{'hecke_orbit_code': 275012124701, 'n': 27, 'trace_an': 75593}
-
id: 30629027
{'hecke_orbit_code': 275012124701, 'n': 28, 'trace_an': 1397540}
-
id: 30629028
{'hecke_orbit_code': 275012124701, 'n': 29, 'trace_an': 379863}
-
id: 30629029
{'hecke_orbit_code': 275012124701, 'n': 30, 'trace_an': -175646}
-
id: 30629030
{'hecke_orbit_code': 275012124701, 'n': 31, 'trace_an': -143885}
-
id: 30629031
{'hecke_orbit_code': 275012124701, 'n': 32, 'trace_an': 473172}
-
id: 30629032
{'hecke_orbit_code': 275012124701, 'n': 33, 'trace_an': -1419437}
-
id: 30629033
{'hecke_orbit_code': 275012124701, 'n': 34, 'trace_an': -2314463}
-
id: 30629034
{'hecke_orbit_code': 275012124701, 'n': 35, 'trace_an': -1018325}
-
id: 30629035
{'hecke_orbit_code': 275012124701, 'n': 36, 'trace_an': 1720462}
-
id: 30629036
{'hecke_orbit_code': 275012124701, 'n': 37, 'trace_an': 662991}
-
id: 30629037
{'hecke_orbit_code': 275012124701, 'n': 38, 'trace_an': -2763860}
-
id: 30629038
{'hecke_orbit_code': 275012124701, 'n': 39, 'trace_an': 42189}
-
id: 30629039
{'hecke_orbit_code': 275012124701, 'n': 40, 'trace_an': 580601}
-
id: 30629040
{'hecke_orbit_code': 275012124701, 'n': 41, 'trace_an': 0}
-
id: 30629041
{'hecke_orbit_code': 275012124701, 'n': 42, 'trace_an': -3296492}
-
id: 30629042
{'hecke_orbit_code': 275012124701, 'n': 43, 'trace_an': -1587425}
-
id: 30629043
{'hecke_orbit_code': 275012124701, 'n': 44, 'trace_an': 2344398}
-
id: 30629044
{'hecke_orbit_code': 275012124701, 'n': 45, 'trace_an': 6508254}
-
id: 30629045
{'hecke_orbit_code': 275012124701, 'n': 46, 'trace_an': 0}
-
id: 30629046
{'hecke_orbit_code': 275012124701, 'n': 47, 'trace_an': 526673}
-
id: 30629047
{'hecke_orbit_code': 275012124701, 'n': 48, 'trace_an': 6175806}
-
id: 30629048
{'hecke_orbit_code': 275012124701, 'n': 49, 'trace_an': -1391517}
-
id: 30629049
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