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mf_newforms • Show schema
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{'Nk2': 12600, 'analytic_conductor': 64.89451535664801, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 21, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 6, 'char_parity': 1, 'char_values': [126, 6, [29, 73], [3, 1]], 'cm_discs': [], 'conrey_index': 17, 'dim': 48, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 687362539646, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 7, 4, -1, 6, 0], [1, 1, 21, 7, 1, 6, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '126.10.k.a', 'level': 126, '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, 7], 'level_radical': 42, 'minimal_twist': '126.10.k.a', 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 12600, 'analytic_conductor': 64.89451535664801, 'char_conductor': 21, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 6, 'char_parity': 1, 'char_values': [126, 6, [29, 73], [3, 1]], 'conrey_index': 17, 'cusp_dim': 416, 'dim': 48, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_orbit_code': 687362539646, 'hecke_orbit_dims': [48], 'label': '126.10.k', 'level': 126, '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, 7], 'level_radical': 42, 'mf_dim': 448, 'mf_new_dim': 48, 'num_forms': 1, 'prim_orbit_index': 7, 'relative_dim': 24, 'sturm_bound': 240, 'trace_bound': 0, 'trace_display': [0, 0, 0, -12720], 'traces': [48, 0, 0, 6144, 0, 0, -12720, 0, 0, 153792, 0, 0, 0, 0, 0, -1572864, 0, 0, -2546532, 0, 0, 4853376, 0, 0, -6871164, 0, 0, 2380800, 0, 0, -6720912, 0, 0, 0, 0, 0, 1881660, 0, 0, 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mf_twists_cc • Show schema
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id: 8778309
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 89, 'source_dim': 48, 'source_embedding_index': 5, 'source_hecke_orbit_code': 687362539646, 'source_is_minimal': True, 'source_label': '126.10.k.a.89.5', 'source_level': 126, 'target_conrey_index': 89, 'target_dim': 48, 'target_embedding_index': 5, 'target_hecke_orbit_code': 687362539646, 'target_is_minimal': True, 'target_label': '126.10.k.a.89.5', 'target_level': 126, 'twist_class_label': '126.10.k.a.17.5', 'twist_class_level': 126, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
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id: 8778310
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 89, 'source_dim': 48, 'source_embedding_index': 5, 'source_hecke_orbit_code': 687362539646, 'source_is_minimal': True, 'source_label': '126.10.k.a.89.5', 'source_level': 126, 'target_conrey_index': 89, 'target_dim': 48, 'target_embedding_index': 20, 'target_hecke_orbit_code': 687362539646, 'target_is_minimal': True, 'target_label': '126.10.k.a.89.20', 'target_level': 126, 'twist_class_label': '126.10.k.a.17.5', 'twist_class_level': 126, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
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id: 8778311
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 89, 'source_dim': 48, 'source_embedding_index': 5, 'source_hecke_orbit_code': 687362539646, 'source_is_minimal': True, 'source_label': '126.10.k.a.89.5', 'source_level': 126, 'target_conrey_index': 17, 'target_dim': 48, 'target_embedding_index': 20, 'target_hecke_orbit_code': 687362539646, 'target_is_minimal': True, 'target_label': '126.10.k.a.17.20', 'target_level': 126, 'twist_class_label': '126.10.k.a.17.5', 'twist_class_level': 126, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 10}
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id: 8778312
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 89, 'source_dim': 48, 'source_embedding_index': 5, 'source_hecke_orbit_code': 687362539646, 'source_is_minimal': True, 'source_label': '126.10.k.a.89.5', 'source_level': 126, 'target_conrey_index': 17, 'target_dim': 48, 'target_embedding_index': 5, 'target_hecke_orbit_code': 687362539646, 'target_is_minimal': True, 'target_label': '126.10.k.a.17.5', 'target_level': 126, 'twist_class_label': '126.10.k.a.17.5', 'twist_class_level': 126, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 10}
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hecke_orbit_code 687362539646 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 11, 'hecke_orbit': 1, 'label': '126.10.k.a', 'level': 126, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
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id: 41785000
{'hecke_orbit_code': 687362539646, 'n': 1, 'trace_an': 48}
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id: 41785001
{'hecke_orbit_code': 687362539646, 'n': 2, 'trace_an': 0}
-
id: 41785002
{'hecke_orbit_code': 687362539646, 'n': 3, 'trace_an': 0}
-
id: 41785003
{'hecke_orbit_code': 687362539646, 'n': 4, 'trace_an': 6144}
-
id: 41785004
{'hecke_orbit_code': 687362539646, 'n': 5, 'trace_an': 0}
-
id: 41785005
{'hecke_orbit_code': 687362539646, 'n': 6, 'trace_an': 0}
-
id: 41785006
{'hecke_orbit_code': 687362539646, 'n': 7, 'trace_an': -12720}
-
id: 41785007
{'hecke_orbit_code': 687362539646, 'n': 8, 'trace_an': 0}
-
id: 41785008
{'hecke_orbit_code': 687362539646, 'n': 9, 'trace_an': 0}
-
id: 41785009
{'hecke_orbit_code': 687362539646, 'n': 10, 'trace_an': 153792}
-
id: 41785010
{'hecke_orbit_code': 687362539646, 'n': 11, 'trace_an': 0}
-
id: 41785011
{'hecke_orbit_code': 687362539646, 'n': 12, 'trace_an': 0}
-
id: 41785012
{'hecke_orbit_code': 687362539646, 'n': 13, 'trace_an': 0}
-
id: 41785013
{'hecke_orbit_code': 687362539646, 'n': 14, 'trace_an': 0}
-
id: 41785014
{'hecke_orbit_code': 687362539646, 'n': 15, 'trace_an': 0}
-
id: 41785015
{'hecke_orbit_code': 687362539646, 'n': 16, 'trace_an': -1572864}
-
id: 41785016
{'hecke_orbit_code': 687362539646, 'n': 17, 'trace_an': 0}
-
id: 41785017
{'hecke_orbit_code': 687362539646, 'n': 18, 'trace_an': 0}
-
id: 41785018
{'hecke_orbit_code': 687362539646, 'n': 19, 'trace_an': -2546532}
-
id: 41785019
{'hecke_orbit_code': 687362539646, 'n': 20, 'trace_an': 0}
-
id: 41785020
{'hecke_orbit_code': 687362539646, 'n': 21, 'trace_an': 0}
-
id: 41785021
{'hecke_orbit_code': 687362539646, 'n': 22, 'trace_an': 4853376}
-
id: 41785022
{'hecke_orbit_code': 687362539646, 'n': 23, 'trace_an': 0}
-
id: 41785023
{'hecke_orbit_code': 687362539646, 'n': 24, 'trace_an': 0}
-
id: 41785024
{'hecke_orbit_code': 687362539646, 'n': 25, 'trace_an': -6871164}
-
id: 41785025
{'hecke_orbit_code': 687362539646, 'n': 26, 'trace_an': 0}
-
id: 41785026
{'hecke_orbit_code': 687362539646, 'n': 27, 'trace_an': 0}
-
id: 41785027
{'hecke_orbit_code': 687362539646, 'n': 28, 'trace_an': 2380800}
-
id: 41785028
{'hecke_orbit_code': 687362539646, 'n': 29, 'trace_an': 0}
-
id: 41785029
{'hecke_orbit_code': 687362539646, 'n': 30, 'trace_an': 0}
-
id: 41785030
{'hecke_orbit_code': 687362539646, 'n': 31, 'trace_an': -6720912}
-
id: 41785031
{'hecke_orbit_code': 687362539646, 'n': 32, 'trace_an': 0}
-
id: 41785032
{'hecke_orbit_code': 687362539646, 'n': 33, 'trace_an': 0}
-
id: 41785033
{'hecke_orbit_code': 687362539646, 'n': 34, 'trace_an': 0}
-
id: 41785034
{'hecke_orbit_code': 687362539646, 'n': 35, 'trace_an': 0}
-
id: 41785035
{'hecke_orbit_code': 687362539646, 'n': 36, 'trace_an': 0}
-
id: 41785036
{'hecke_orbit_code': 687362539646, 'n': 37, 'trace_an': 1881660}
-
id: 41785037
{'hecke_orbit_code': 687362539646, 'n': 38, 'trace_an': 0}
-
id: 41785038
{'hecke_orbit_code': 687362539646, 'n': 39, 'trace_an': 0}
-
id: 41785039
{'hecke_orbit_code': 687362539646, 'n': 40, 'trace_an': 39370752}
-
id: 41785040
{'hecke_orbit_code': 687362539646, 'n': 41, 'trace_an': 0}
-
id: 41785041
{'hecke_orbit_code': 687362539646, 'n': 42, 'trace_an': 0}
-
id: 41785042
{'hecke_orbit_code': 687362539646, 'n': 43, 'trace_an': -171303864}
-
id: 41785043
{'hecke_orbit_code': 687362539646, 'n': 44, 'trace_an': 0}
-
id: 41785044
{'hecke_orbit_code': 687362539646, 'n': 45, 'trace_an': 0}
-
id: 41785045
{'hecke_orbit_code': 687362539646, 'n': 46, 'trace_an': 54125568}
-
id: 41785046
{'hecke_orbit_code': 687362539646, 'n': 47, 'trace_an': 0}
-
id: 41785047
{'hecke_orbit_code': 687362539646, 'n': 48, 'trace_an': 0}
-
id: 41785048
{'hecke_orbit_code': 687362539646, 'n': 49, 'trace_an': 129836928}
-
id: 41785049
{'hecke_orbit_code': 687362539646, 'n': 50, 'trace_an': 0}
-
id: 41785050
{'hecke_orbit_code': 687362539646, 'n': 51, 'trace_an': 0}
-
id: 41785051
{'hecke_orbit_code': 687362539646, 'n': 52, 'trace_an': -58125312}
-
id: 41785052
{'hecke_orbit_code': 687362539646, 'n': 53, 'trace_an': 0}
-
id: 41785053
{'hecke_orbit_code': 687362539646, 'n': 54, 'trace_an': 0}
-
id: 41785054
{'hecke_orbit_code': 687362539646, 'n': 55, 'trace_an': 0}
-
id: 41785055
{'hecke_orbit_code': 687362539646, 'n': 56, 'trace_an': 0}
-
id: 41785056
{'hecke_orbit_code': 687362539646, 'n': 57, 'trace_an': 0}
-
id: 41785057
{'hecke_orbit_code': 687362539646, 'n': 58, 'trace_an': 180566208}
-
id: 41785058
{'hecke_orbit_code': 687362539646, 'n': 59, 'trace_an': 0}
-
id: 41785059
{'hecke_orbit_code': 687362539646, 'n': 60, 'trace_an': 0}
-
id: 41785060
{'hecke_orbit_code': 687362539646, 'n': 61, 'trace_an': -632749248}
-
id: 41785061
{'hecke_orbit_code': 687362539646, 'n': 62, 'trace_an': 0}
-
id: 41785062
{'hecke_orbit_code': 687362539646, 'n': 63, 'trace_an': 0}
-
id: 41785063
{'hecke_orbit_code': 687362539646, 'n': 64, 'trace_an': -805306368}
-
id: 41785064
{'hecke_orbit_code': 687362539646, 'n': 65, 'trace_an': 0}
-
id: 41785065
{'hecke_orbit_code': 687362539646, 'n': 66, 'trace_an': 0}
-
id: 41785066
{'hecke_orbit_code': 687362539646, 'n': 67, 'trace_an': 721189428}
-
id: 41785067
{'hecke_orbit_code': 687362539646, 'n': 68, 'trace_an': 0}
-
id: 41785068
{'hecke_orbit_code': 687362539646, 'n': 69, 'trace_an': 0}
-
id: 41785069
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