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mf_newforms • Show schema
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{'Nk2': 3388, 'analytic_conductor': 6.763329051202448, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 847, 'char_degree': 20, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 21, 'char_orbit_label': 'u', 'char_order': 33, 'char_parity': 1, 'char_values': [847, 33, [122, 365], [11, 21]], 'cm_discs': [], 'conrey_index': 23, 'conrey_indexes': [23, 67, 100, 144, 177, 221, 254, 298, 331, 375, 408, 452, 529, 562, 639, 683, 716, 760, 793, 837], 'dim': 1720, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 1374423089999, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0], [1, 1, 121, 5, 1, 11, 0], [1, 1, 847, 21, 1, 33, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '847.2.u.a', 'level': 847, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 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mf_hecke_cc • Show schema
Hide schema
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-
mf_newspaces • Show schema
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{'Nk2': 3388, 'analytic_conductor': 6.763329051202448, 'char_conductor': 847, 'char_degree': 20, 'char_is_real': False, 'char_orbit_index': 21, 'char_orbit_label': 'u', 'char_order': 33, 'char_parity': 1, 'char_values': [847, 33, [122, 365], [11, 21]], 'conrey_index': 23, 'cusp_dim': 1720, 'dim': 1720, 'eis_dim': 80, 'eis_new_dim': 80, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1374423089999, 'hecke_orbit_dims': [1720], 'label': '847.2.u', 'level': 847, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [7, 11], 'level_radical': 77, 'mf_dim': 1800, 'mf_new_dim': 1800, 'num_forms': 1, 'prim_orbit_index': 21, 'relative_dim': 86, 'sturm_bound': 176, 'trace_bound': 0, 'trace_display': [-11, -20, -7, -24], 'traces': [1720, -11, -20, 73, -7, 8, -24, -32, -844, -39, -22, 49, -28, -8, -26, 61, -17, -2, -13, -76, 13, -132, 23, -36, 75, 7, 28, -38, -20, 51, -5, -23, 59, 4, -16, -18, -52, -13, -46, 110, -52, 33, -48, 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886, 383, 1136, 206, 436, 45, -783, 217, -564, -774, 0, -3184, 315, -586, 205, -772, 2006], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
Hide schema
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id: 16517469
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 23, 'source_dim': 1720, 'source_embedding_index': 2, 'source_hecke_orbit_code': 1374423089999, 'source_is_minimal': True, 'source_label': '847.2.u.a.23.2', 'source_level': 847, 'target_conrey_index': 23, 'target_dim': 1720, 'target_embedding_index': 2, 'target_hecke_orbit_code': 1374423089999, 'target_is_minimal': True, 'target_label': '847.2.u.a.23.2', 'target_level': 847, 'twist_class_label': '847.2.u.a.23.2', 'twist_class_level': 847, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 16517470
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 23, 'source_dim': 1720, 'source_embedding_index': 2, 'source_hecke_orbit_code': 1374423089999, 'source_is_minimal': True, 'source_label': '847.2.u.a.23.2', 'source_level': 847, 'target_conrey_index': 144, 'target_dim': 1720, 'target_embedding_index': 85, 'target_hecke_orbit_code': 1374423089999, 'target_is_minimal': True, 'target_label': '847.2.u.a.144.85', 'target_level': 847, 'twist_class_label': '847.2.u.a.23.2', 'twist_class_level': 847, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 16517471
{'conductor': 121, 'degree': 10, 'order': 11, 'parity': 1, 'source_conrey_index': 23, 'source_dim': 1720, 'source_embedding_index': 2, 'source_hecke_orbit_code': 1374423089999, 'source_is_minimal': True, 'source_label': '847.2.u.a.23.2', 'source_level': 847, 'target_conrey_index': 100, 'target_dim': 1720, 'target_embedding_index': 85, 'target_hecke_orbit_code': 1374423089999, 'target_is_minimal': True, 'target_label': '847.2.u.a.100.85', 'target_level': 847, 'twist_class_label': '847.2.u.a.23.2', 'twist_class_level': 847, 'twisting_char_label': '121.100', 'twisting_conrey_index': 100, 'weight': 2}
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id: 16517472
{'conductor': 847, 'degree': 20, 'order': 33, 'parity': 1, 'source_conrey_index': 23, 'source_dim': 1720, 'source_embedding_index': 2, 'source_hecke_orbit_code': 1374423089999, 'source_is_minimal': True, 'source_label': '847.2.u.a.23.2', 'source_level': 847, 'target_conrey_index': 221, 'target_dim': 1720, 'target_embedding_index': 2, 'target_hecke_orbit_code': 1374423089999, 'target_is_minimal': True, 'target_label': '847.2.u.a.221.2', 'target_level': 847, 'twist_class_label': '847.2.u.a.23.2', 'twist_class_level': 847, 'twisting_char_label': '847.221', 'twisting_conrey_index': 221, 'weight': 2}
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hecke_orbit_code 1374423089999 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 21, 'hecke_orbit': 1, 'label': '847.2.u.a', 'level': 847, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 50139000
{'hecke_orbit_code': 1374423089999, 'n': 1, 'trace_an': 1720}
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id: 50139001
{'hecke_orbit_code': 1374423089999, 'n': 2, 'trace_an': -11}
-
id: 50139002
{'hecke_orbit_code': 1374423089999, 'n': 3, 'trace_an': -20}
-
id: 50139003
{'hecke_orbit_code': 1374423089999, 'n': 4, 'trace_an': 73}
-
id: 50139004
{'hecke_orbit_code': 1374423089999, 'n': 5, 'trace_an': -7}
-
id: 50139005
{'hecke_orbit_code': 1374423089999, 'n': 6, 'trace_an': 8}
-
id: 50139006
{'hecke_orbit_code': 1374423089999, 'n': 7, 'trace_an': -24}
-
id: 50139007
{'hecke_orbit_code': 1374423089999, 'n': 8, 'trace_an': -32}
-
id: 50139008
{'hecke_orbit_code': 1374423089999, 'n': 9, 'trace_an': -844}
-
id: 50139009
{'hecke_orbit_code': 1374423089999, 'n': 10, 'trace_an': -39}
-
id: 50139010
{'hecke_orbit_code': 1374423089999, 'n': 11, 'trace_an': -22}
-
id: 50139011
{'hecke_orbit_code': 1374423089999, 'n': 12, 'trace_an': 49}
-
id: 50139012
{'hecke_orbit_code': 1374423089999, 'n': 13, 'trace_an': -28}
-
id: 50139013
{'hecke_orbit_code': 1374423089999, 'n': 14, 'trace_an': -8}
-
id: 50139014
{'hecke_orbit_code': 1374423089999, 'n': 15, 'trace_an': -26}
-
id: 50139015
{'hecke_orbit_code': 1374423089999, 'n': 16, 'trace_an': 61}
-
id: 50139016
{'hecke_orbit_code': 1374423089999, 'n': 17, 'trace_an': -17}
-
id: 50139017
{'hecke_orbit_code': 1374423089999, 'n': 18, 'trace_an': -2}
-
id: 50139018
{'hecke_orbit_code': 1374423089999, 'n': 19, 'trace_an': -13}
-
id: 50139019
{'hecke_orbit_code': 1374423089999, 'n': 20, 'trace_an': -76}
-
id: 50139020
{'hecke_orbit_code': 1374423089999, 'n': 21, 'trace_an': 13}
-
id: 50139021
{'hecke_orbit_code': 1374423089999, 'n': 22, 'trace_an': -132}
-
id: 50139022
{'hecke_orbit_code': 1374423089999, 'n': 23, 'trace_an': 23}
-
id: 50139023
{'hecke_orbit_code': 1374423089999, 'n': 24, 'trace_an': -36}
-
id: 50139024
{'hecke_orbit_code': 1374423089999, 'n': 25, 'trace_an': 75}
-
id: 50139025
{'hecke_orbit_code': 1374423089999, 'n': 26, 'trace_an': 7}
-
id: 50139026
{'hecke_orbit_code': 1374423089999, 'n': 27, 'trace_an': 28}
-
id: 50139027
{'hecke_orbit_code': 1374423089999, 'n': 28, 'trace_an': -38}
-
id: 50139028
{'hecke_orbit_code': 1374423089999, 'n': 29, 'trace_an': -20}
-
id: 50139029
{'hecke_orbit_code': 1374423089999, 'n': 30, 'trace_an': 51}
-
id: 50139030
{'hecke_orbit_code': 1374423089999, 'n': 31, 'trace_an': -5}
-
id: 50139031
{'hecke_orbit_code': 1374423089999, 'n': 32, 'trace_an': -23}
-
id: 50139032
{'hecke_orbit_code': 1374423089999, 'n': 33, 'trace_an': 59}
-
id: 50139033
{'hecke_orbit_code': 1374423089999, 'n': 34, 'trace_an': 4}
-
id: 50139034
{'hecke_orbit_code': 1374423089999, 'n': 35, 'trace_an': -16}
-
id: 50139035
{'hecke_orbit_code': 1374423089999, 'n': 36, 'trace_an': -18}
-
id: 50139036
{'hecke_orbit_code': 1374423089999, 'n': 37, 'trace_an': -52}
-
id: 50139037
{'hecke_orbit_code': 1374423089999, 'n': 38, 'trace_an': -13}
-
id: 50139038
{'hecke_orbit_code': 1374423089999, 'n': 39, 'trace_an': -46}
-
id: 50139039
{'hecke_orbit_code': 1374423089999, 'n': 40, 'trace_an': 110}
-
id: 50139040
{'hecke_orbit_code': 1374423089999, 'n': 41, 'trace_an': -52}
-
id: 50139041
{'hecke_orbit_code': 1374423089999, 'n': 42, 'trace_an': 33}
-
id: 50139042
{'hecke_orbit_code': 1374423089999, 'n': 43, 'trace_an': -48}
-
id: 50139043
{'hecke_orbit_code': 1374423089999, 'n': 44, 'trace_an': -4}
-
id: 50139044
{'hecke_orbit_code': 1374423089999, 'n': 45, 'trace_an': 60}
-
id: 50139045
{'hecke_orbit_code': 1374423089999, 'n': 46, 'trace_an': -45}
-
id: 50139046
{'hecke_orbit_code': 1374423089999, 'n': 47, 'trace_an': -19}
-
id: 50139047
{'hecke_orbit_code': 1374423089999, 'n': 48, 'trace_an': -2}
-
id: 50139048
{'hecke_orbit_code': 1374423089999, 'n': 49, 'trace_an': -92}
-
id: 50139049
{'hecke_orbit_code': 1374423089999, 'n': 50, 'trace_an': -68}
-
id: 50139050
{'hecke_orbit_code': 1374423089999, 'n': 51, 'trace_an': 127}
-
id: 50139051
{'hecke_orbit_code': 1374423089999, 'n': 52, 'trace_an': -75}
-
id: 50139052
{'hecke_orbit_code': 1374423089999, 'n': 53, 'trace_an': -97}
-
id: 50139053
{'hecke_orbit_code': 1374423089999, 'n': 54, 'trace_an': -213}
-
id: 50139054
{'hecke_orbit_code': 1374423089999, 'n': 55, 'trace_an': -60}
-
id: 50139055
{'hecke_orbit_code': 1374423089999, 'n': 56, 'trace_an': -18}
-
id: 50139056
{'hecke_orbit_code': 1374423089999, 'n': 57, 'trace_an': -18}
-
id: 50139057
{'hecke_orbit_code': 1374423089999, 'n': 58, 'trace_an': 54}
-
id: 50139058
{'hecke_orbit_code': 1374423089999, 'n': 59, 'trace_an': -7}
-
id: 50139059
{'hecke_orbit_code': 1374423089999, 'n': 60, 'trace_an': -20}
-
id: 50139060
{'hecke_orbit_code': 1374423089999, 'n': 61, 'trace_an': -23}
-
id: 50139061
{'hecke_orbit_code': 1374423089999, 'n': 62, 'trace_an': -64}
-
id: 50139062
{'hecke_orbit_code': 1374423089999, 'n': 63, 'trace_an': 125}
-
id: 50139063
{'hecke_orbit_code': 1374423089999, 'n': 64, 'trace_an': -412}
-
id: 50139064
{'hecke_orbit_code': 1374423089999, 'n': 65, 'trace_an': 19}
-
id: 50139065
{'hecke_orbit_code': 1374423089999, 'n': 66, 'trace_an': -46}
-
id: 50139066
{'hecke_orbit_code': 1374423089999, 'n': 67, 'trace_an': 7}
-
id: 50139067
{'hecke_orbit_code': 1374423089999, 'n': 68, 'trace_an': -27}
-
id: 50139068
{'hecke_orbit_code': 1374423089999, 'n': 69, 'trace_an': -6}
-
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