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mf_newforms • Show schema
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{'Nk2': 1296, 'analytic_conductor': 3.9237158067882754, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 144, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 23, 'char_orbit_label': 'w', 'char_order': 12, 'char_parity': -1, 'char_values': [144, 12, [127, 37, 65], [12, 3, 10]], 'cm_discs': [], 'conrey_index': 5, 'dim': 184, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 1511878819984, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 4, -1, 6, 0], [1, 1, 16, 5, 1, 4, 0], [1, 1, 144, 23, -1, 12, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '144.3.w.a', 'level': 144, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 1296, 'analytic_conductor': 3.9237158067882754, 'char_conductor': 144, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 23, 'char_orbit_label': 'w', 'char_order': 12, 'char_parity': -1, 'char_values': [144, 12, [127, 37, 65], [12, 3, 10]], 'conrey_index': 5, 'cusp_dim': 184, 'dim': 184, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1511878819984, 'hecke_orbit_dims': [184], 'label': '144.3.w', 'level': 144, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 200, 'mf_new_dim': 200, 'num_forms': 1, 'prim_orbit_index': 23, 'relative_dim': 46, 'sturm_bound': 72, 'trace_bound': 0, 'trace_display': [-6, -4, -6, 0], 'traces': [184, -6, -4, -2, -6, -10, 0, 0, 0, -8, -6, -64, -2, -6, -8, -2, 0, 54, -8, 120, -22, -2, 0, -160, 0, 0, 44, -72, -6, -90, -4, -6, -8, 6, 0, -202, 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mf_twists_cc • Show schema
Hide schema
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id: 18160161
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 184, 'source_embedding_index': 13, 'source_hecke_orbit_code': 1511878819984, 'source_is_minimal': True, 'source_label': '144.3.w.a.5.13', 'source_level': 144, 'target_conrey_index': 5, 'target_dim': 184, 'target_embedding_index': 13, 'target_hecke_orbit_code': 1511878819984, 'target_is_minimal': True, 'target_label': '144.3.w.a.5.13', 'target_level': 144, 'twist_class_label': '144.3.w.a.5.13', 'twist_class_level': 144, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 3}
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id: 18160162
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 184, 'source_embedding_index': 13, 'source_hecke_orbit_code': 1511878819984, 'source_is_minimal': True, 'source_label': '144.3.w.a.5.13', 'source_level': 144, 'target_conrey_index': 341, 'target_dim': 184, 'target_embedding_index': 34, 'target_hecke_orbit_code': 1580598297008, 'target_is_minimal': False, 'target_label': '432.3.x.a.341.34', 'target_level': 432, 'twist_class_label': '144.3.w.a.5.13', 'twist_class_level': 144, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 3}
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id: 18160163
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 184, 'source_embedding_index': 13, 'source_hecke_orbit_code': 1511878819984, 'source_is_minimal': True, 'source_label': '144.3.w.a.5.13', 'source_level': 144, 'target_conrey_index': 101, 'target_dim': 184, 'target_embedding_index': 3, 'target_hecke_orbit_code': 1511878819984, 'target_is_minimal': True, 'target_label': '144.3.w.a.101.3', 'target_level': 144, 'twist_class_label': '144.3.w.a.5.13', 'twist_class_level': 144, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 3}
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id: 18160164
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 184, 'source_embedding_index': 13, 'source_hecke_orbit_code': 1511878819984, 'source_is_minimal': True, 'source_label': '144.3.w.a.5.13', 'source_level': 144, 'target_conrey_index': 197, 'target_dim': 184, 'target_embedding_index': 44, 'target_hecke_orbit_code': 1580598297008, 'target_is_minimal': False, 'target_label': '432.3.x.a.197.44', 'target_level': 432, 'twist_class_label': '144.3.w.a.5.13', 'twist_class_level': 144, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 3}
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id: 18160165
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 184, 'source_embedding_index': 13, 'source_hecke_orbit_code': 1511878819984, 'source_is_minimal': True, 'source_label': '144.3.w.a.5.13', 'source_level': 144, 'target_conrey_index': 77, 'target_dim': 184, 'target_embedding_index': 3, 'target_hecke_orbit_code': 1511878819984, 'target_is_minimal': True, 'target_label': '144.3.w.a.77.3', 'target_level': 144, 'twist_class_label': '144.3.w.a.5.13', 'twist_class_level': 144, 'twisting_char_label': '16.13', 'twisting_conrey_index': 13, 'weight': 3}
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id: 18160166
{'conductor': 48, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 184, 'source_embedding_index': 13, 'source_hecke_orbit_code': 1511878819984, 'source_is_minimal': True, 'source_label': '144.3.w.a.5.13', 'source_level': 144, 'target_conrey_index': 125, 'target_dim': 184, 'target_embedding_index': 44, 'target_hecke_orbit_code': 1580598297008, 'target_is_minimal': False, 'target_label': '432.3.x.a.125.44', 'target_level': 432, 'twist_class_label': '144.3.w.a.5.13', 'twist_class_level': 144, 'twisting_char_label': '48.29', 'twisting_conrey_index': 29, 'weight': 3}
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id: 18160167
{'conductor': 144, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 184, 'source_embedding_index': 13, 'source_hecke_orbit_code': 1511878819984, 'source_is_minimal': True, 'source_label': '144.3.w.a.5.13', 'source_level': 144, 'target_conrey_index': 29, 'target_dim': 184, 'target_embedding_index': 13, 'target_hecke_orbit_code': 1511878819984, 'target_is_minimal': True, 'target_label': '144.3.w.a.29.13', 'target_level': 144, 'twist_class_label': '144.3.w.a.5.13', 'twist_class_level': 144, 'twisting_char_label': '144.29', 'twisting_conrey_index': 29, 'weight': 3}
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id: 18160168
{'conductor': 144, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 184, 'source_embedding_index': 13, 'source_hecke_orbit_code': 1511878819984, 'source_is_minimal': True, 'source_label': '144.3.w.a.5.13', 'source_level': 144, 'target_conrey_index': 413, 'target_dim': 184, 'target_embedding_index': 34, 'target_hecke_orbit_code': 1580598297008, 'target_is_minimal': False, 'target_label': '432.3.x.a.413.34', 'target_level': 432, 'twist_class_label': '144.3.w.a.5.13', 'twist_class_level': 144, 'twisting_char_label': '144.61', 'twisting_conrey_index': 61, 'weight': 3}
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hecke_orbit_code 1511878819984 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 23, 'hecke_orbit': 1, 'label': '144.3.w.a', 'level': 144, 'portrait': 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', 'weight': 3}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 51295000
{'hecke_orbit_code': 1511878819984, 'n': 1, 'trace_an': 184}
-
id: 51295001
{'hecke_orbit_code': 1511878819984, 'n': 2, 'trace_an': -6}
-
id: 51295002
{'hecke_orbit_code': 1511878819984, 'n': 3, 'trace_an': -4}
-
id: 51295003
{'hecke_orbit_code': 1511878819984, 'n': 4, 'trace_an': -2}
-
id: 51295004
{'hecke_orbit_code': 1511878819984, 'n': 5, 'trace_an': -6}
-
id: 51295005
{'hecke_orbit_code': 1511878819984, 'n': 6, 'trace_an': -10}
-
id: 51295006
{'hecke_orbit_code': 1511878819984, 'n': 7, 'trace_an': 0}
-
id: 51295007
{'hecke_orbit_code': 1511878819984, 'n': 8, 'trace_an': 0}
-
id: 51295008
{'hecke_orbit_code': 1511878819984, 'n': 9, 'trace_an': 0}
-
id: 51295009
{'hecke_orbit_code': 1511878819984, 'n': 10, 'trace_an': -8}
-
id: 51295010
{'hecke_orbit_code': 1511878819984, 'n': 11, 'trace_an': -6}
-
id: 51295011
{'hecke_orbit_code': 1511878819984, 'n': 12, 'trace_an': -64}
-
id: 51295012
{'hecke_orbit_code': 1511878819984, 'n': 13, 'trace_an': -2}
-
id: 51295013
{'hecke_orbit_code': 1511878819984, 'n': 14, 'trace_an': -6}
-
id: 51295014
{'hecke_orbit_code': 1511878819984, 'n': 15, 'trace_an': -8}
-
id: 51295015
{'hecke_orbit_code': 1511878819984, 'n': 16, 'trace_an': -2}
-
id: 51295016
{'hecke_orbit_code': 1511878819984, 'n': 17, 'trace_an': 0}
-
id: 51295017
{'hecke_orbit_code': 1511878819984, 'n': 18, 'trace_an': 54}
-
id: 51295018
{'hecke_orbit_code': 1511878819984, 'n': 19, 'trace_an': -8}
-
id: 51295019
{'hecke_orbit_code': 1511878819984, 'n': 20, 'trace_an': 120}
-
id: 51295020
{'hecke_orbit_code': 1511878819984, 'n': 21, 'trace_an': -22}
-
id: 51295021
{'hecke_orbit_code': 1511878819984, 'n': 22, 'trace_an': -2}
-
id: 51295022
{'hecke_orbit_code': 1511878819984, 'n': 23, 'trace_an': 0}
-
id: 51295023
{'hecke_orbit_code': 1511878819984, 'n': 24, 'trace_an': -160}
-
id: 51295024
{'hecke_orbit_code': 1511878819984, 'n': 25, 'trace_an': 0}
-
id: 51295025
{'hecke_orbit_code': 1511878819984, 'n': 26, 'trace_an': 0}
-
id: 51295026
{'hecke_orbit_code': 1511878819984, 'n': 27, 'trace_an': 44}
-
id: 51295027
{'hecke_orbit_code': 1511878819984, 'n': 28, 'trace_an': -72}
-
id: 51295028
{'hecke_orbit_code': 1511878819984, 'n': 29, 'trace_an': -6}
-
id: 51295029
{'hecke_orbit_code': 1511878819984, 'n': 30, 'trace_an': -90}
-
id: 51295030
{'hecke_orbit_code': 1511878819984, 'n': 31, 'trace_an': -4}
-
id: 51295031
{'hecke_orbit_code': 1511878819984, 'n': 32, 'trace_an': -6}
-
id: 51295032
{'hecke_orbit_code': 1511878819984, 'n': 33, 'trace_an': -8}
-
id: 51295033
{'hecke_orbit_code': 1511878819984, 'n': 34, 'trace_an': 6}
-
id: 51295034
{'hecke_orbit_code': 1511878819984, 'n': 35, 'trace_an': 0}
-
id: 51295035
{'hecke_orbit_code': 1511878819984, 'n': 36, 'trace_an': -202}
-
id: 51295036
{'hecke_orbit_code': 1511878819984, 'n': 37, 'trace_an': -8}
-
id: 51295037
{'hecke_orbit_code': 1511878819984, 'n': 38, 'trace_an': -6}
-
id: 51295038
{'hecke_orbit_code': 1511878819984, 'n': 39, 'trace_an': 0}
-
id: 51295039
{'hecke_orbit_code': 1511878819984, 'n': 40, 'trace_an': -2}
-
id: 51295040
{'hecke_orbit_code': 1511878819984, 'n': 41, 'trace_an': 0}
-
id: 51295041
{'hecke_orbit_code': 1511878819984, 'n': 42, 'trace_an': 44}
-
id: 51295042
{'hecke_orbit_code': 1511878819984, 'n': 43, 'trace_an': -2}
-
id: 51295043
{'hecke_orbit_code': 1511878819984, 'n': 44, 'trace_an': 0}
-
id: 51295044
{'hecke_orbit_code': 1511878819984, 'n': 45, 'trace_an': 46}
-
id: 51295045
{'hecke_orbit_code': 1511878819984, 'n': 46, 'trace_an': -160}
-
id: 51295046
{'hecke_orbit_code': 1511878819984, 'n': 47, 'trace_an': -12}
-
id: 51295047
{'hecke_orbit_code': 1511878819984, 'n': 48, 'trace_an': -118}
-
id: 51295048
{'hecke_orbit_code': 1511878819984, 'n': 49, 'trace_an': 472}
-
id: 51295049
{'hecke_orbit_code': 1511878819984, 'n': 50, 'trace_an': 228}
-
id: 51295050
{'hecke_orbit_code': 1511878819984, 'n': 51, 'trace_an': -48}
-
id: 51295051
{'hecke_orbit_code': 1511878819984, 'n': 52, 'trace_an': -2}
-
id: 51295052
{'hecke_orbit_code': 1511878819984, 'n': 53, 'trace_an': 0}
-
id: 51295053
{'hecke_orbit_code': 1511878819984, 'n': 54, 'trace_an': 206}
-
id: 51295054
{'hecke_orbit_code': 1511878819984, 'n': 55, 'trace_an': 0}
-
id: 51295055
{'hecke_orbit_code': 1511878819984, 'n': 56, 'trace_an': -300}
-
id: 51295056
{'hecke_orbit_code': 1511878819984, 'n': 57, 'trace_an': 0}
-
id: 51295057
{'hecke_orbit_code': 1511878819984, 'n': 58, 'trace_an': -92}
-
id: 51295058
{'hecke_orbit_code': 1511878819984, 'n': 59, 'trace_an': -438}
-
id: 51295059
{'hecke_orbit_code': 1511878819984, 'n': 60, 'trace_an': -90}
-
id: 51295060
{'hecke_orbit_code': 1511878819984, 'n': 61, 'trace_an': -2}
-
id: 51295061
{'hecke_orbit_code': 1511878819984, 'n': 62, 'trace_an': 0}
-
id: 51295062
{'hecke_orbit_code': 1511878819984, 'n': 63, 'trace_an': -204}
-
id: 51295063
{'hecke_orbit_code': 1511878819984, 'n': 64, 'trace_an': 244}
-
id: 51295064
{'hecke_orbit_code': 1511878819984, 'n': 65, 'trace_an': -12}
-
id: 51295065
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