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mf_newforms • Show schema
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{'Nk2': 1764, 'analytic_conductor': 3.521402729138465, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 441, 'char_degree': 12, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 26, 'char_orbit_label': 'z', 'char_order': 21, 'char_parity': 1, 'char_values': [441, 21, [344, 199], [7, 5]], 'cm_discs': [], 'conrey_index': 4, 'conrey_indexes': [4, 16, 130, 142, 193, 205, 256, 268, 319, 331, 382, 394], 'dim': 648, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 1718020473273, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 441, 26, 1, 21, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '441.2.z.a', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '441.2.y.a', 'prim_orbit_index': 26, 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mf_hecke_cc • Show schema
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'dual_conrey_index': 331, 'dual_embedding_index': 3, 'dual_embedding_m': 489, 'embedding_index': 3, 'embedding_m': 3, 'hecke_orbit': 1, 'hecke_orbit_code': 1718020473273, 'label': '441.2.z.a.4.3', 'level': 441, 'weight': 2}
-
mf_newspaces • Show schema
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{'Nk2': 1764, 'analytic_conductor': 3.521402729138465, 'char_conductor': 441, 'char_degree': 12, 'char_is_real': False, 'char_orbit_index': 26, 'char_orbit_label': 'z', 'char_order': 21, 'char_parity': 1, 'char_values': [441, 21, [344, 199], [7, 5]], 'conrey_index': 4, 'cusp_dim': 648, 'dim': 648, 'eis_dim': 48, 'eis_new_dim': 48, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1718020473273, 'hecke_orbit_dims': [648], 'label': '441.2.z', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 696, 'mf_new_dim': 696, 'num_forms': 1, 'prim_orbit_index': 26, 'relative_dim': 54, 'sturm_bound': 112, 'trace_bound': 0, 'trace_display': [-8, -13, 3, -7], 'traces': [648, -8, -13, 44, 3, 2, -7, -16, -39, -22, -5, 2, -4, 52, -4, 38, -37, -16, -14, -11, -6, -1, -20, -26, -97, -44, 14, -22, -53, -9, 10, -10, 2, -7, -32, -22, -39, 59, -26, -19, -17, -83, -1, -31, 81, 56, 50, 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mf_twists_cc • Show schema
Hide schema
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id: 19651517
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 648, 'source_embedding_index': 3, 'source_hecke_orbit_code': 1718020473273, 'source_is_minimal': True, 'source_label': '441.2.z.a.4.3', 'source_level': 441, 'target_conrey_index': 4, 'target_dim': 648, 'target_embedding_index': 3, 'target_hecke_orbit_code': 1718020473273, 'target_is_minimal': True, 'target_label': '441.2.z.a.4.3', 'target_level': 441, 'twist_class_label': '441.2.y.a.151.52', 'twist_class_level': 441, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 19651518
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 648, 'source_embedding_index': 3, 'source_hecke_orbit_code': 1718020473273, 'source_is_minimal': True, 'source_label': '441.2.z.a.4.3', 'source_level': 441, 'target_conrey_index': 151, 'target_dim': 648, 'target_embedding_index': 52, 'target_hecke_orbit_code': 1649300996537, 'target_is_minimal': True, 'target_label': '441.2.y.a.151.52', 'target_level': 441, 'twist_class_label': '441.2.y.a.151.52', 'twist_class_level': 441, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 2}
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id: 19651519
{'conductor': 49, 'degree': 12, 'order': 21, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 648, 'source_embedding_index': 3, 'source_hecke_orbit_code': 1718020473273, 'source_is_minimal': True, 'source_label': '441.2.z.a.4.3', 'source_level': 441, 'target_conrey_index': 184, 'target_dim': 648, 'target_embedding_index': 52, 'target_hecke_orbit_code': 1649300996537, 'target_is_minimal': True, 'target_label': '441.2.y.a.184.52', 'target_level': 441, 'twist_class_label': '441.2.y.a.151.52', 'twist_class_level': 441, 'twisting_char_label': '49.37', 'twisting_conrey_index': 37, 'weight': 2}
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id: 19651520
{'conductor': 441, 'degree': 12, 'order': 21, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 648, 'source_embedding_index': 3, 'source_hecke_orbit_code': 1718020473273, 'source_is_minimal': True, 'source_label': '441.2.z.a.4.3', 'source_level': 441, 'target_conrey_index': 331, 'target_dim': 648, 'target_embedding_index': 3, 'target_hecke_orbit_code': 1718020473273, 'target_is_minimal': True, 'target_label': '441.2.z.a.331.3', 'target_level': 441, 'twist_class_label': '441.2.y.a.151.52', 'twist_class_level': 441, 'twisting_char_label': '441.331', 'twisting_conrey_index': 331, 'weight': 2}
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hecke_orbit_code 1718020473273 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 26, 'hecke_orbit': 1, 'label': '441.2.z.a', 'level': 441, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 52522000
{'hecke_orbit_code': 1718020473273, 'n': 1, 'trace_an': 648}
-
id: 52522001
{'hecke_orbit_code': 1718020473273, 'n': 2, 'trace_an': -8}
-
id: 52522002
{'hecke_orbit_code': 1718020473273, 'n': 3, 'trace_an': -13}
-
id: 52522003
{'hecke_orbit_code': 1718020473273, 'n': 4, 'trace_an': 44}
-
id: 52522004
{'hecke_orbit_code': 1718020473273, 'n': 5, 'trace_an': 3}
-
id: 52522005
{'hecke_orbit_code': 1718020473273, 'n': 6, 'trace_an': 2}
-
id: 52522006
{'hecke_orbit_code': 1718020473273, 'n': 7, 'trace_an': -7}
-
id: 52522007
{'hecke_orbit_code': 1718020473273, 'n': 8, 'trace_an': -16}
-
id: 52522008
{'hecke_orbit_code': 1718020473273, 'n': 9, 'trace_an': -39}
-
id: 52522009
{'hecke_orbit_code': 1718020473273, 'n': 10, 'trace_an': -22}
-
id: 52522010
{'hecke_orbit_code': 1718020473273, 'n': 11, 'trace_an': -5}
-
id: 52522011
{'hecke_orbit_code': 1718020473273, 'n': 12, 'trace_an': 2}
-
id: 52522012
{'hecke_orbit_code': 1718020473273, 'n': 13, 'trace_an': -4}
-
id: 52522013
{'hecke_orbit_code': 1718020473273, 'n': 14, 'trace_an': 52}
-
id: 52522014
{'hecke_orbit_code': 1718020473273, 'n': 15, 'trace_an': -4}
-
id: 52522015
{'hecke_orbit_code': 1718020473273, 'n': 16, 'trace_an': 38}
-
id: 52522016
{'hecke_orbit_code': 1718020473273, 'n': 17, 'trace_an': -37}
-
id: 52522017
{'hecke_orbit_code': 1718020473273, 'n': 18, 'trace_an': -16}
-
id: 52522018
{'hecke_orbit_code': 1718020473273, 'n': 19, 'trace_an': -14}
-
id: 52522019
{'hecke_orbit_code': 1718020473273, 'n': 20, 'trace_an': -11}
-
id: 52522020
{'hecke_orbit_code': 1718020473273, 'n': 21, 'trace_an': -6}
-
id: 52522021
{'hecke_orbit_code': 1718020473273, 'n': 22, 'trace_an': -1}
-
id: 52522022
{'hecke_orbit_code': 1718020473273, 'n': 23, 'trace_an': -20}
-
id: 52522023
{'hecke_orbit_code': 1718020473273, 'n': 24, 'trace_an': -26}
-
id: 52522024
{'hecke_orbit_code': 1718020473273, 'n': 25, 'trace_an': -97}
-
id: 52522025
{'hecke_orbit_code': 1718020473273, 'n': 26, 'trace_an': -44}
-
id: 52522026
{'hecke_orbit_code': 1718020473273, 'n': 27, 'trace_an': 14}
-
id: 52522027
{'hecke_orbit_code': 1718020473273, 'n': 28, 'trace_an': -22}
-
id: 52522028
{'hecke_orbit_code': 1718020473273, 'n': 29, 'trace_an': -53}
-
id: 52522029
{'hecke_orbit_code': 1718020473273, 'n': 30, 'trace_an': -9}
-
id: 52522030
{'hecke_orbit_code': 1718020473273, 'n': 31, 'trace_an': 10}
-
id: 52522031
{'hecke_orbit_code': 1718020473273, 'n': 32, 'trace_an': -10}
-
id: 52522032
{'hecke_orbit_code': 1718020473273, 'n': 33, 'trace_an': 2}
-
id: 52522033
{'hecke_orbit_code': 1718020473273, 'n': 34, 'trace_an': -7}
-
id: 52522034
{'hecke_orbit_code': 1718020473273, 'n': 35, 'trace_an': -32}
-
id: 52522035
{'hecke_orbit_code': 1718020473273, 'n': 36, 'trace_an': -22}
-
id: 52522036
{'hecke_orbit_code': 1718020473273, 'n': 37, 'trace_an': -39}
-
id: 52522037
{'hecke_orbit_code': 1718020473273, 'n': 38, 'trace_an': 59}
-
id: 52522038
{'hecke_orbit_code': 1718020473273, 'n': 39, 'trace_an': -26}
-
id: 52522039
{'hecke_orbit_code': 1718020473273, 'n': 40, 'trace_an': -19}
-
id: 52522040
{'hecke_orbit_code': 1718020473273, 'n': 41, 'trace_an': -17}
-
id: 52522041
{'hecke_orbit_code': 1718020473273, 'n': 42, 'trace_an': -83}
-
id: 52522042
{'hecke_orbit_code': 1718020473273, 'n': 43, 'trace_an': -1}
-
id: 52522043
{'hecke_orbit_code': 1718020473273, 'n': 44, 'trace_an': -31}
-
id: 52522044
{'hecke_orbit_code': 1718020473273, 'n': 45, 'trace_an': 81}
-
id: 52522045
{'hecke_orbit_code': 1718020473273, 'n': 46, 'trace_an': 56}
-
id: 52522046
{'hecke_orbit_code': 1718020473273, 'n': 47, 'trace_an': 50}
-
id: 52522047
{'hecke_orbit_code': 1718020473273, 'n': 48, 'trace_an': -23}
-
id: 52522048
{'hecke_orbit_code': 1718020473273, 'n': 49, 'trace_an': -19}
-
id: 52522049
{'hecke_orbit_code': 1718020473273, 'n': 50, 'trace_an': -21}
-
id: 52522050
{'hecke_orbit_code': 1718020473273, 'n': 51, 'trace_an': -30}
-
id: 52522051
{'hecke_orbit_code': 1718020473273, 'n': 52, 'trace_an': -9}
-
id: 52522052
{'hecke_orbit_code': 1718020473273, 'n': 53, 'trace_an': 50}
-
id: 52522053
{'hecke_orbit_code': 1718020473273, 'n': 54, 'trace_an': 48}
-
id: 52522054
{'hecke_orbit_code': 1718020473273, 'n': 55, 'trace_an': 20}
-
id: 52522055
{'hecke_orbit_code': 1718020473273, 'n': 56, 'trace_an': -239}
-
id: 52522056
{'hecke_orbit_code': 1718020473273, 'n': 57, 'trace_an': 33}
-
id: 52522057
{'hecke_orbit_code': 1718020473273, 'n': 58, 'trace_an': 17}
-
id: 52522058
{'hecke_orbit_code': 1718020473273, 'n': 59, 'trace_an': -37}
-
id: 52522059
{'hecke_orbit_code': 1718020473273, 'n': 60, 'trace_an': -152}
-
id: 52522060
{'hecke_orbit_code': 1718020473273, 'n': 61, 'trace_an': -105}
-
id: 52522061
{'hecke_orbit_code': 1718020473273, 'n': 62, 'trace_an': -30}
-
id: 52522062
{'hecke_orbit_code': 1718020473273, 'n': 63, 'trace_an': 6}
-
id: 52522063
{'hecke_orbit_code': 1718020473273, 'n': 64, 'trace_an': -88}
-
id: 52522064
{'hecke_orbit_code': 1718020473273, 'n': 65, 'trace_an': -5}
-
id: 52522065
{'hecke_orbit_code': 1718020473273, 'n': 66, 'trace_an': -99}
-
id: 52522066
{'hecke_orbit_code': 1718020473273, 'n': 67, 'trace_an': 13}
-
id: 52522067
{'hecke_orbit_code': 1718020473273, 'n': 68, 'trace_an': -290}
-
id: 52522068
{'hecke_orbit_code': 1718020473273, 'n': 69, 'trace_an': 64}
-
id: 52522069
{'hecke_orbit_code': 1718020473273, 'n': 70, 'trace_an': 17}
-
id: 52522070
{'hecke_orbit_code': 1718020473273, 'n': 71, 'trace_an': -19}
-
id: 52522071
{'hecke_orbit_code': 1718020473273, 'n': 72, 'trace_an': 11}
-
id: 52522072
{'hecke_orbit_code': 1718020473273, 'n': 73, 'trace_an': -40}
-
id: 52522073
{'hecke_orbit_code': 1718020473273, 'n': 74, 'trace_an': -57}
-
id: 52522074
{'hecke_orbit_code': 1718020473273, 'n': 75, 'trace_an': 69}
-
id: 52522075
{'hecke_orbit_code': 1718020473273, 'n': 76, 'trace_an': -41}
-
id: 52522076
{'hecke_orbit_code': 1718020473273, 'n': 77, 'trace_an': 19}
-
id: 52522077
{'hecke_orbit_code': 1718020473273, 'n': 78, 'trace_an': 81}
-
id: 52522078
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id: 52522944
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