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mf_newforms • Show schema
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{'Nk2': 15552, 'analytic_conductor': 78.21669313173642, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 16, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 4, 'char_parity': -1, 'char_values': [192, 4, [127, 133, 65], [2, 1, 4]], 'cm_discs': [], 'conrey_index': 79, 'conrey_indexes': [79, 175], 'dim': 64, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 756065239232, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 16, 6, -1, 4, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '192.9.l.a', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '48.9.l.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 32, 'rm_discs': 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mf_hecke_cc • Show schema
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'weight': 9}
-
mf_newspaces • Show schema
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{'Nk2': 15552, 'analytic_conductor': 78.21669313173642, 'char_conductor': 16, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 4, 'char_parity': -1, 'char_values': [192, 4, [127, 133, 65], [2, 1, 4]], 'conrey_index': 79, 'cusp_dim': 496, 'dim': 64, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_orbit_code': 756065239232, 'hecke_orbit_dims': [64], 'label': '192.9.l', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 528, 'mf_new_dim': 64, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 32, 'sturm_bound': 288, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [64, 0, 0, 0, 0, 0, 0, 0, 0, 0, -39552, 0, 0, 0, 0, 0, 0, 0, 167552, 0, 0, 0, -1691136, 0, 0, 0, 0, 0, -2132352, 0, 0, 0, 0, 0, 2415744, 0, -4720512, 0, 0, 0, 0, 0, 7244672, 0, 0, 0, 0, 0, 52706752, 0, -13862016, 0, -5358720, 0, 46326784, 0, 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0, -2078538165888, 0, 0, 0, 0, 0, 1422801967872, 0, 582948360576, 0, -180089215488, 0, 0, 0, -6216091392512, 0, -1564321973760, 0, 0, 0, -861436787648, 0, 1891113246720, 0, -2776659014016, 0, 2975507847680, 0, 0, 0, -2652435437184, 0, -2118294176512, 0, 0, 0, 1795933430784, 0, -1523017946880, 0, 585415600128, 0, 4176181438464, 0, 0, 0, -2501775735552, 0, -7568018393088, 0, 0, 0, -2479318191360, 0, -2793885219456, 0, 4617291239808, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
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mf_twists_cc • Show schema
Hide schema
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id: 9899661
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 175, 'source_dim': 64, 'source_embedding_index': 23, 'source_hecke_orbit_code': 756065239232, 'source_is_minimal': False, 'source_label': '192.9.l.a.175.23', 'source_level': 192, 'target_conrey_index': 175, 'target_dim': 64, 'target_embedding_index': 23, 'target_hecke_orbit_code': 756065239232, 'target_is_minimal': False, 'target_label': '192.9.l.a.175.23', 'target_level': 192, 'twist_class_label': '48.9.l.a.19.9', 'twist_class_level': 48, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
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id: 9899662
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 175, 'source_dim': 64, 'source_embedding_index': 23, 'source_hecke_orbit_code': 756065239232, 'source_is_minimal': False, 'source_label': '192.9.l.a.175.23', 'source_level': 192, 'target_conrey_index': 19, 'target_dim': 64, 'target_embedding_index': 9, 'target_hecke_orbit_code': 756065239088, 'target_is_minimal': True, 'target_label': '48.9.l.a.19.9', 'target_level': 48, 'twist_class_label': '48.9.l.a.19.9', 'twist_class_level': 48, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
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id: 9899663
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 175, 'source_dim': 64, 'source_embedding_index': 23, 'source_hecke_orbit_code': 756065239232, 'source_is_minimal': False, 'source_label': '192.9.l.a.175.23', 'source_level': 192, 'target_conrey_index': 43, 'target_dim': 64, 'target_embedding_index': 9, 'target_hecke_orbit_code': 756065239088, 'target_is_minimal': True, 'target_label': '48.9.l.a.43.9', 'target_level': 48, 'twist_class_label': '48.9.l.a.19.9', 'twist_class_level': 48, 'twisting_char_label': '16.5', 'twisting_conrey_index': 5, 'weight': 9}
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id: 9899664
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 175, 'source_dim': 64, 'source_embedding_index': 23, 'source_hecke_orbit_code': 756065239232, 'source_is_minimal': False, 'source_label': '192.9.l.a.175.23', 'source_level': 192, 'target_conrey_index': 79, 'target_dim': 64, 'target_embedding_index': 23, 'target_hecke_orbit_code': 756065239232, 'target_is_minimal': False, 'target_label': '192.9.l.a.79.23', 'target_level': 192, 'twist_class_label': '48.9.l.a.19.9', 'twist_class_level': 48, 'twisting_char_label': '16.11', 'twisting_conrey_index': 11, 'weight': 9}
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hecke_orbit_code 756065239232 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 12, 'hecke_orbit': 1, 'label': '192.9.l.a', 'level': 192, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 43050000
{'hecke_orbit_code': 756065239232, 'n': 1, 'trace_an': 64}
-
id: 43050001
{'hecke_orbit_code': 756065239232, 'n': 2, 'trace_an': 0}
-
id: 43050002
{'hecke_orbit_code': 756065239232, 'n': 3, 'trace_an': 0}
-
id: 43050003
{'hecke_orbit_code': 756065239232, 'n': 4, 'trace_an': 0}
-
id: 43050004
{'hecke_orbit_code': 756065239232, 'n': 5, 'trace_an': 0}
-
id: 43050005
{'hecke_orbit_code': 756065239232, 'n': 6, 'trace_an': 0}
-
id: 43050006
{'hecke_orbit_code': 756065239232, 'n': 7, 'trace_an': 0}
-
id: 43050007
{'hecke_orbit_code': 756065239232, 'n': 8, 'trace_an': 0}
-
id: 43050008
{'hecke_orbit_code': 756065239232, 'n': 9, 'trace_an': 0}
-
id: 43050009
{'hecke_orbit_code': 756065239232, 'n': 10, 'trace_an': 0}
-
id: 43050010
{'hecke_orbit_code': 756065239232, 'n': 11, 'trace_an': -39552}
-
id: 43050011
{'hecke_orbit_code': 756065239232, 'n': 12, 'trace_an': 0}
-
id: 43050012
{'hecke_orbit_code': 756065239232, 'n': 13, 'trace_an': 0}
-
id: 43050013
{'hecke_orbit_code': 756065239232, 'n': 14, 'trace_an': 0}
-
id: 43050014
{'hecke_orbit_code': 756065239232, 'n': 15, 'trace_an': 0}
-
id: 43050015
{'hecke_orbit_code': 756065239232, 'n': 16, 'trace_an': 0}
-
id: 43050016
{'hecke_orbit_code': 756065239232, 'n': 17, 'trace_an': 0}
-
id: 43050017
{'hecke_orbit_code': 756065239232, 'n': 18, 'trace_an': 0}
-
id: 43050018
{'hecke_orbit_code': 756065239232, 'n': 19, 'trace_an': 167552}
-
id: 43050019
{'hecke_orbit_code': 756065239232, 'n': 20, 'trace_an': 0}
-
id: 43050020
{'hecke_orbit_code': 756065239232, 'n': 21, 'trace_an': 0}
-
id: 43050021
{'hecke_orbit_code': 756065239232, 'n': 22, 'trace_an': 0}
-
id: 43050022
{'hecke_orbit_code': 756065239232, 'n': 23, 'trace_an': -1691136}
-
id: 43050023
{'hecke_orbit_code': 756065239232, 'n': 24, 'trace_an': 0}
-
id: 43050024
{'hecke_orbit_code': 756065239232, 'n': 25, 'trace_an': 0}
-
id: 43050025
{'hecke_orbit_code': 756065239232, 'n': 26, 'trace_an': 0}
-
id: 43050026
{'hecke_orbit_code': 756065239232, 'n': 27, 'trace_an': 0}
-
id: 43050027
{'hecke_orbit_code': 756065239232, 'n': 28, 'trace_an': 0}
-
id: 43050028
{'hecke_orbit_code': 756065239232, 'n': 29, 'trace_an': -2132352}
-
id: 43050029
{'hecke_orbit_code': 756065239232, 'n': 30, 'trace_an': 0}
-
id: 43050030
{'hecke_orbit_code': 756065239232, 'n': 31, 'trace_an': 0}
-
id: 43050031
{'hecke_orbit_code': 756065239232, 'n': 32, 'trace_an': 0}
-
id: 43050032
{'hecke_orbit_code': 756065239232, 'n': 33, 'trace_an': 0}
-
id: 43050033
{'hecke_orbit_code': 756065239232, 'n': 34, 'trace_an': 0}
-
id: 43050034
{'hecke_orbit_code': 756065239232, 'n': 35, 'trace_an': 2415744}
-
id: 43050035
{'hecke_orbit_code': 756065239232, 'n': 36, 'trace_an': 0}
-
id: 43050036
{'hecke_orbit_code': 756065239232, 'n': 37, 'trace_an': -4720512}
-
id: 43050037
{'hecke_orbit_code': 756065239232, 'n': 38, 'trace_an': 0}
-
id: 43050038
{'hecke_orbit_code': 756065239232, 'n': 39, 'trace_an': 0}
-
id: 43050039
{'hecke_orbit_code': 756065239232, 'n': 40, 'trace_an': 0}
-
id: 43050040
{'hecke_orbit_code': 756065239232, 'n': 41, 'trace_an': 0}
-
id: 43050041
{'hecke_orbit_code': 756065239232, 'n': 42, 'trace_an': 0}
-
id: 43050042
{'hecke_orbit_code': 756065239232, 'n': 43, 'trace_an': 7244672}
-
id: 43050043
{'hecke_orbit_code': 756065239232, 'n': 44, 'trace_an': 0}
-
id: 43050044
{'hecke_orbit_code': 756065239232, 'n': 45, 'trace_an': 0}
-
id: 43050045
{'hecke_orbit_code': 756065239232, 'n': 46, 'trace_an': 0}
-
id: 43050046
{'hecke_orbit_code': 756065239232, 'n': 47, 'trace_an': 0}
-
id: 43050047
{'hecke_orbit_code': 756065239232, 'n': 48, 'trace_an': 0}
-
id: 43050048
{'hecke_orbit_code': 756065239232, 'n': 49, 'trace_an': 52706752}
-
id: 43050049
{'hecke_orbit_code': 756065239232, 'n': 50, 'trace_an': 0}
-
id: 43050050
{'hecke_orbit_code': 756065239232, 'n': 51, 'trace_an': -13862016}
-
id: 43050051
{'hecke_orbit_code': 756065239232, 'n': 52, 'trace_an': 0}
-
id: 43050052
{'hecke_orbit_code': 756065239232, 'n': 53, 'trace_an': -5358720}
-
id: 43050053
{'hecke_orbit_code': 756065239232, 'n': 54, 'trace_an': 0}
-
id: 43050054
{'hecke_orbit_code': 756065239232, 'n': 55, 'trace_an': 46326784}
-
id: 43050055
{'hecke_orbit_code': 756065239232, 'n': 56, 'trace_an': 0}
-
id: 43050056
{'hecke_orbit_code': 756065239232, 'n': 57, 'trace_an': 0}
-
id: 43050057
{'hecke_orbit_code': 756065239232, 'n': 58, 'trace_an': 0}
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