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mf_newforms • Show schema
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{'Nk2': 1728, 'analytic_conductor': 3.4495373673193126, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 432, 'char_degree': 12, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 33, 'char_orbit_label': 'bg', 'char_order': 36, 'char_parity': 1, 'char_values': [432, 36, [271, 325, 353], [36, 27, 16]], 'cm_discs': [], 'conrey_index': 13, 'conrey_indexes': [13, 61, 85, 133, 157, 205, 229, 277, 301, 349, 373, 421], 'dim': 840, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 2199056810416, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 16, 5, 1, 4, 0], [1, 1, 27, 5, 1, 9, 0], [1, 1, 432, 33, 1, 36, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '432.2.bg.a', 'level': 432, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 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mf_hecke_cc • Show schema
Hide schema
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-
mf_newspaces • Show schema
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{'Nk2': 1728, 'analytic_conductor': 3.4495373673193126, 'char_conductor': 432, 'char_degree': 12, 'char_is_real': False, 'char_orbit_index': 33, 'char_orbit_label': 'bg', 'char_order': 36, 'char_parity': 1, 'char_values': [432, 36, [271, 325, 353], [36, 27, 16]], 'conrey_index': 13, 'cusp_dim': 840, 'dim': 840, 'eis_dim': 48, 'eis_new_dim': 48, 'hecke_cutter_primes': [], 'hecke_orbit_code': 2199056810416, 'hecke_orbit_dims': [840], 'label': '432.2.bg', 'level': 432, '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': 888, 'mf_new_dim': 888, 'num_forms': 1, 'prim_orbit_index': 33, 'relative_dim': 70, 'sturm_bound': 144, 'trace_bound': 0, 'trace_display': [-12, -12, -12, 0], 'traces': [840, -12, -12, -12, -12, -12, 0, -6, 0, -6, -12, -30, -12, -12, -24, -12, -12, -12, -6, -54, -12, -12, 0, 18, 0, -24, -12, -24, -12, -12, -24, -12, -24, 0, -6, -12, -6, -12, 0, -12, 0, -72, 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mf_twists_cc • Show schema
Hide schema
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id: 23753545
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 840, 'source_embedding_index': 43, 'source_hecke_orbit_code': 2199056810416, 'source_is_minimal': True, 'source_label': '432.2.bg.a.13.43', 'source_level': 432, 'target_conrey_index': 13, 'target_dim': 840, 'target_embedding_index': 43, 'target_hecke_orbit_code': 2199056810416, 'target_is_minimal': True, 'target_label': '432.2.bg.a.13.43', 'target_level': 432, 'twist_class_label': '432.2.bg.a.13.43', 'twist_class_level': 432, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 23753546
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 840, 'source_embedding_index': 43, 'source_hecke_orbit_code': 2199056810416, 'source_is_minimal': True, 'source_label': '432.2.bg.a.13.43', 'source_level': 432, 'target_conrey_index': 229, 'target_dim': 840, 'target_embedding_index': 38, 'target_hecke_orbit_code': 2199056810416, 'target_is_minimal': True, 'target_label': '432.2.bg.a.229.38', 'target_level': 432, 'twist_class_label': '432.2.bg.a.13.43', 'twist_class_level': 432, 'twisting_char_label': '16.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 23753547
{'conductor': 27, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 840, 'source_embedding_index': 43, 'source_hecke_orbit_code': 2199056810416, 'source_is_minimal': True, 'source_label': '432.2.bg.a.13.43', 'source_level': 432, 'target_conrey_index': 349, 'target_dim': 840, 'target_embedding_index': 38, 'target_hecke_orbit_code': 2199056810416, 'target_is_minimal': True, 'target_label': '432.2.bg.a.349.38', 'target_level': 432, 'twist_class_label': '432.2.bg.a.13.43', 'twist_class_level': 432, 'twisting_char_label': '27.25', 'twisting_conrey_index': 25, 'weight': 2}
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id: 23753548
{'conductor': 432, 'degree': 12, 'order': 36, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 840, 'source_embedding_index': 43, 'source_hecke_orbit_code': 2199056810416, 'source_is_minimal': True, 'source_label': '432.2.bg.a.13.43', 'source_level': 432, 'target_conrey_index': 133, 'target_dim': 840, 'target_embedding_index': 43, 'target_hecke_orbit_code': 2199056810416, 'target_is_minimal': True, 'target_label': '432.2.bg.a.133.43', 'target_level': 432, 'twist_class_label': '432.2.bg.a.13.43', 'twist_class_level': 432, 'twisting_char_label': '432.133', 'twisting_conrey_index': 133, 'weight': 2}
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hecke_orbit_code 2199056810416 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 33, 'hecke_orbit': 1, 'label': '432.2.bg.a', 'level': 432, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
-
id: 55000000
{'hecke_orbit_code': 2199056810416, 'n': 1, 'trace_an': 840}
-
id: 55000001
{'hecke_orbit_code': 2199056810416, 'n': 2, 'trace_an': -12}
-
id: 55000002
{'hecke_orbit_code': 2199056810416, 'n': 3, 'trace_an': -12}
-
id: 55000003
{'hecke_orbit_code': 2199056810416, 'n': 4, 'trace_an': -12}
-
id: 55000004
{'hecke_orbit_code': 2199056810416, 'n': 5, 'trace_an': -12}
-
id: 55000005
{'hecke_orbit_code': 2199056810416, 'n': 6, 'trace_an': -12}
-
id: 55000006
{'hecke_orbit_code': 2199056810416, 'n': 7, 'trace_an': 0}
-
id: 55000007
{'hecke_orbit_code': 2199056810416, 'n': 8, 'trace_an': -6}
-
id: 55000008
{'hecke_orbit_code': 2199056810416, 'n': 9, 'trace_an': 0}
-
id: 55000009
{'hecke_orbit_code': 2199056810416, 'n': 10, 'trace_an': -6}
-
id: 55000010
{'hecke_orbit_code': 2199056810416, 'n': 11, 'trace_an': -12}
-
id: 55000011
{'hecke_orbit_code': 2199056810416, 'n': 12, 'trace_an': -30}
-
id: 55000012
{'hecke_orbit_code': 2199056810416, 'n': 13, 'trace_an': -12}
-
id: 55000013
{'hecke_orbit_code': 2199056810416, 'n': 14, 'trace_an': -12}
-
id: 55000014
{'hecke_orbit_code': 2199056810416, 'n': 15, 'trace_an': -24}
-
id: 55000015
{'hecke_orbit_code': 2199056810416, 'n': 16, 'trace_an': -12}
-
id: 55000016
{'hecke_orbit_code': 2199056810416, 'n': 17, 'trace_an': -12}
-
id: 55000017
{'hecke_orbit_code': 2199056810416, 'n': 18, 'trace_an': -12}
-
id: 55000018
{'hecke_orbit_code': 2199056810416, 'n': 19, 'trace_an': -6}
-
id: 55000019
{'hecke_orbit_code': 2199056810416, 'n': 20, 'trace_an': -54}
-
id: 55000020
{'hecke_orbit_code': 2199056810416, 'n': 21, 'trace_an': -12}
-
id: 55000021
{'hecke_orbit_code': 2199056810416, 'n': 22, 'trace_an': -12}
-
id: 55000022
{'hecke_orbit_code': 2199056810416, 'n': 23, 'trace_an': 0}
-
id: 55000023
{'hecke_orbit_code': 2199056810416, 'n': 24, 'trace_an': 18}
-
id: 55000024
{'hecke_orbit_code': 2199056810416, 'n': 25, 'trace_an': 0}
-
id: 55000025
{'hecke_orbit_code': 2199056810416, 'n': 26, 'trace_an': -24}
-
id: 55000026
{'hecke_orbit_code': 2199056810416, 'n': 27, 'trace_an': -12}
-
id: 55000027
{'hecke_orbit_code': 2199056810416, 'n': 28, 'trace_an': -24}
-
id: 55000028
{'hecke_orbit_code': 2199056810416, 'n': 29, 'trace_an': -12}
-
id: 55000029
{'hecke_orbit_code': 2199056810416, 'n': 30, 'trace_an': -12}
-
id: 55000030
{'hecke_orbit_code': 2199056810416, 'n': 31, 'trace_an': -24}
-
id: 55000031
{'hecke_orbit_code': 2199056810416, 'n': 32, 'trace_an': -12}
-
id: 55000032
{'hecke_orbit_code': 2199056810416, 'n': 33, 'trace_an': -24}
-
id: 55000033
{'hecke_orbit_code': 2199056810416, 'n': 34, 'trace_an': 0}
-
id: 55000034
{'hecke_orbit_code': 2199056810416, 'n': 35, 'trace_an': -6}
-
id: 55000035
{'hecke_orbit_code': 2199056810416, 'n': 36, 'trace_an': -12}
-
id: 55000036
{'hecke_orbit_code': 2199056810416, 'n': 37, 'trace_an': -6}
-
id: 55000037
{'hecke_orbit_code': 2199056810416, 'n': 38, 'trace_an': -12}
-
id: 55000038
{'hecke_orbit_code': 2199056810416, 'n': 39, 'trace_an': 0}
-
id: 55000039
{'hecke_orbit_code': 2199056810416, 'n': 40, 'trace_an': -12}
-
id: 55000040
{'hecke_orbit_code': 2199056810416, 'n': 41, 'trace_an': 0}
-
id: 55000041
{'hecke_orbit_code': 2199056810416, 'n': 42, 'trace_an': -72}
-
id: 55000042
{'hecke_orbit_code': 2199056810416, 'n': 43, 'trace_an': -12}
-
id: 55000043
{'hecke_orbit_code': 2199056810416, 'n': 44, 'trace_an': -6}
-
id: 55000044
{'hecke_orbit_code': 2199056810416, 'n': 45, 'trace_an': -12}
-
id: 55000045
{'hecke_orbit_code': 2199056810416, 'n': 46, 'trace_an': -6}
-
id: 55000046
{'hecke_orbit_code': 2199056810416, 'n': 47, 'trace_an': -24}
-
id: 55000047
{'hecke_orbit_code': 2199056810416, 'n': 48, 'trace_an': -12}
-
id: 55000048
{'hecke_orbit_code': 2199056810416, 'n': 49, 'trace_an': -24}
-
id: 55000049
{'hecke_orbit_code': 2199056810416, 'n': 50, 'trace_an': -168}
-
id: 55000050
{'hecke_orbit_code': 2199056810416, 'n': 51, 'trace_an': 6}
-
id: 55000051
{'hecke_orbit_code': 2199056810416, 'n': 52, 'trace_an': -12}
-
id: 55000052
{'hecke_orbit_code': 2199056810416, 'n': 53, 'trace_an': -24}
-
id: 55000053
{'hecke_orbit_code': 2199056810416, 'n': 54, 'trace_an': 156}
-
id: 55000054
{'hecke_orbit_code': 2199056810416, 'n': 55, 'trace_an': 0}
-
id: 55000055
{'hecke_orbit_code': 2199056810416, 'n': 56, 'trace_an': -54}
-
id: 55000056
{'hecke_orbit_code': 2199056810416, 'n': 57, 'trace_an': 0}
-
id: 55000057
{'hecke_orbit_code': 2199056810416, 'n': 58, 'trace_an': 42}
-
id: 55000058
{'hecke_orbit_code': 2199056810416, 'n': 59, 'trace_an': -48}
-
id: 55000059
{'hecke_orbit_code': 2199056810416, 'n': 60, 'trace_an': -72}
-
id: 55000060
{'hecke_orbit_code': 2199056810416, 'n': 61, 'trace_an': -12}
-
id: 55000061
{'hecke_orbit_code': 2199056810416, 'n': 62, 'trace_an': 60}
-
id: 55000062
{'hecke_orbit_code': 2199056810416, 'n': 63, 'trace_an': -24}
-
id: 55000063
{'hecke_orbit_code': 2199056810416, 'n': 64, 'trace_an': -6}
-
id: 55000064
{'hecke_orbit_code': 2199056810416, 'n': 65, 'trace_an': -24}
-
id: 55000065
{'hecke_orbit_code': 2199056810416, 'n': 66, 'trace_an': -198}
-
id: 55000066
{'hecke_orbit_code': 2199056810416, 'n': 67, 'trace_an': -12}
-
id: 55000067
{'hecke_orbit_code': 2199056810416, 'n': 68, 'trace_an': -66}
-
id: 55000068
{'hecke_orbit_code': 2199056810416, 'n': 69, 'trace_an': -12}
-
id: 55000069
{'hecke_orbit_code': 2199056810416, 'n': 70, 'trace_an': -54}
-
id: 55000070
{'hecke_orbit_code': 2199056810416, 'n': 71, 'trace_an': 0}
-
id: 55000071
{'hecke_orbit_code': 2199056810416, 'n': 72, 'trace_an': -144}
-
id: 55000072
{'hecke_orbit_code': 2199056810416, 'n': 73, 'trace_an': 0}
-
id: 55000073
{'hecke_orbit_code': 2199056810416, 'n': 74, 'trace_an': -96}
-
id: 55000074
{'hecke_orbit_code': 2199056810416, 'n': 75, 'trace_an': -96}
-
id: 55000075
{'hecke_orbit_code': 2199056810416, 'n': 76, 'trace_an': -12}
-
id: 55000076
{'hecke_orbit_code': 2199056810416, 'n': 77, 'trace_an': -12}
-
id: 55000077
{'hecke_orbit_code': 2199056810416, 'n': 78, 'trace_an': -90}
-
id: 55000078
{'hecke_orbit_code': 2199056810416, 'n': 79, 'trace_an': -24}
-
id: 55000079
{'hecke_orbit_code': 2199056810416, 'n': 80, 'trace_an': -204}
-
id: 55000080
{'hecke_orbit_code': 2199056810416, 'n': 81, 'trace_an': -24}
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