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mf_newforms • Show schema
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{'Nk2': 1092, 'analytic_conductor': 2.1799159751809545, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 91, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 46, 'char_orbit_label': 'bt', 'char_order': 12, 'char_parity': 1, 'char_values': [273, 12, [92, 157, 106], [12, 2, 5]], 'cm_discs': [], 'conrey_index': 136, 'conrey_indexes': [136, 145, 241, 271], 'dim': 36, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [2304, -28800, 180000, -462168, 667593, -608310, 1802178, -4586184, 6662169, -3562446, 2124402, -5096652, 9588994, -3930512, 717164, -1452738, 5032807, -1284942, 87502, -87086, 1121398, -154620, 3732, 7712, 117684, -6572, 50, 616, 5749, -88, 0, 10, 126, 0, 0, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 3092410007825, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 91, 27, 1, 12, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': 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mf_hecke_cc • Show schema
Hide schema
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mf_newspaces • Show schema
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{'Nk2': 1092, 'analytic_conductor': 2.1799159751809545, 'char_conductor': 91, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 46, 'char_orbit_label': 'bt', 'char_order': 12, 'char_parity': 1, 'char_values': [273, 12, [92, 157, 106], [12, 2, 5]], 'conrey_index': 136, 'cusp_dim': 132, 'dim': 76, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 3092410007825, 'hecke_orbit_dims': [36, 40], 'label': '273.2.bt', 'level': 273, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 13], 'level_radical': 273, 'mf_dim': 164, 'mf_new_dim': 76, 'num_forms': 2, 'prim_orbit_index': 27, 'relative_dim': 19, 'sturm_bound': 74, 'trace_bound': 1, 'trace_display': [0, 0, 0, 4], 'traces': [76, 0, 0, 0, 0, 0, 4, 0, 38, 0, -16, 8, 0, 24, 0, -88, 0, 0, -32, 0, -12, 8, 0, 36, 0, -60, 0, 32, 16, 0, -2, -40, 0, 0, -8, 0, -2, 0, -26, -60, 36, -12, -36, 56, 0, 8, 0, 0, 44, -40, -24, 44, -16, 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mf_twists_cc • Show schema
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id: 28260641
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 271, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 3092410007825, 'source_is_minimal': True, 'source_label': '273.2.bt.a.271.1', 'source_level': 273, 'target_conrey_index': 271, 'target_dim': 36, 'target_embedding_index': 1, 'target_hecke_orbit_code': 3092410007825, 'target_is_minimal': True, 'target_label': '273.2.bt.a.271.1', 'target_level': 273, 'twist_class_label': '273.2.bt.a.136.1', 'twist_class_level': 273, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 28260642
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 271, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 3092410007825, 'source_is_minimal': True, 'source_label': '273.2.bt.a.271.1', 'source_level': 273, 'target_conrey_index': 271, 'target_dim': 36, 'target_embedding_index': 9, 'target_hecke_orbit_code': 9015651783934771, 'target_is_minimal': False, 'target_label': '819.2.et.c.271.9', 'target_level': 819, 'twist_class_label': '273.2.bt.a.136.1', 'twist_class_level': 273, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 28260643
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 271, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 3092410007825, 'source_is_minimal': True, 'source_label': '273.2.bt.a.271.1', 'source_level': 273, 'target_conrey_index': 115, 'target_dim': 36, 'target_embedding_index': 9, 'target_hecke_orbit_code': 3985763205393, 'target_is_minimal': True, 'target_label': '273.2.cg.a.115.9', 'target_level': 273, 'twist_class_label': '273.2.bt.a.136.1', 'twist_class_level': 273, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 28260644
{'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 271, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 3092410007825, 'source_is_minimal': True, 'source_label': '273.2.bt.a.271.1', 'source_level': 273, 'target_conrey_index': 19, 'target_dim': 36, 'target_embedding_index': 9, 'target_hecke_orbit_code': 3985763205393, 'target_is_minimal': True, 'target_label': '273.2.cg.a.19.9', 'target_level': 273, 'twist_class_label': '273.2.bt.a.136.1', 'twist_class_level': 273, 'twisting_char_label': '13.6', 'twisting_conrey_index': 6, 'weight': 2}
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id: 28260645
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 271, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 3092410007825, 'source_is_minimal': True, 'source_label': '273.2.bt.a.271.1', 'source_level': 273, 'target_conrey_index': 388, 'target_dim': 36, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9018400563004211, 'target_is_minimal': False, 'target_label': '819.2.gh.c.388.1', 'target_level': 819, 'twist_class_label': '273.2.bt.a.136.1', 'twist_class_level': 273, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 2}
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id: 28260646
{'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 271, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 3092410007825, 'source_is_minimal': True, 'source_label': '273.2.bt.a.271.1', 'source_level': 273, 'target_conrey_index': 19, 'target_dim': 36, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9018400563004211, 'target_is_minimal': False, 'target_label': '819.2.gh.c.19.1', 'target_level': 819, 'twist_class_label': '273.2.bt.a.136.1', 'twist_class_level': 273, 'twisting_char_label': '39.32', 'twisting_conrey_index': 32, 'weight': 2}
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id: 28260647
{'conductor': 91, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 271, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 3092410007825, 'source_is_minimal': True, 'source_label': '273.2.bt.a.271.1', 'source_level': 273, 'target_conrey_index': 136, 'target_dim': 36, 'target_embedding_index': 1, 'target_hecke_orbit_code': 3092410007825, 'target_is_minimal': True, 'target_label': '273.2.bt.a.136.1', 'target_level': 273, 'twist_class_label': '273.2.bt.a.136.1', 'twist_class_level': 273, 'twisting_char_label': '91.45', 'twisting_conrey_index': 45, 'weight': 2}
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id: 28260648
{'conductor': 273, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 271, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 3092410007825, 'source_is_minimal': True, 'source_label': '273.2.bt.a.271.1', 'source_level': 273, 'target_conrey_index': 136, 'target_dim': 36, 'target_embedding_index': 9, 'target_hecke_orbit_code': 9015651783934771, 'target_is_minimal': False, 'target_label': '819.2.et.c.136.9', 'target_level': 819, 'twist_class_label': '273.2.bt.a.136.1', 'twist_class_level': 273, 'twisting_char_label': '273.227', 'twisting_conrey_index': 227, 'weight': 2}
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hecke_orbit_code 3092410007825 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 46, 'hecke_orbit': 1, 'label': '273.2.bt.a', 'level': 273, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
-
id: 57840000
{'hecke_orbit_code': 3092410007825, 'n': 1, 'trace_an': 36}
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id: 57840001
{'hecke_orbit_code': 3092410007825, 'n': 2, 'trace_an': 0}
-
id: 57840002
{'hecke_orbit_code': 3092410007825, 'n': 3, 'trace_an': 0}
-
id: 57840003
{'hecke_orbit_code': 3092410007825, 'n': 4, 'trace_an': 0}
-
id: 57840004
{'hecke_orbit_code': 3092410007825, 'n': 5, 'trace_an': 0}
-
id: 57840005
{'hecke_orbit_code': 3092410007825, 'n': 6, 'trace_an': 0}
-
id: 57840006
{'hecke_orbit_code': 3092410007825, 'n': 7, 'trace_an': 6}
-
id: 57840007
{'hecke_orbit_code': 3092410007825, 'n': 8, 'trace_an': 0}
-
id: 57840008
{'hecke_orbit_code': 3092410007825, 'n': 9, 'trace_an': 18}
-
id: 57840009
{'hecke_orbit_code': 3092410007825, 'n': 10, 'trace_an': 0}
-
id: 57840010
{'hecke_orbit_code': 3092410007825, 'n': 11, 'trace_an': -8}
-
id: 57840011
{'hecke_orbit_code': 3092410007825, 'n': 12, 'trace_an': -16}
-
id: 57840012
{'hecke_orbit_code': 3092410007825, 'n': 13, 'trace_an': 0}
-
id: 57840013
{'hecke_orbit_code': 3092410007825, 'n': 14, 'trace_an': 42}
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id: 57840014
{'hecke_orbit_code': 3092410007825, 'n': 15, 'trace_an': 0}
-
id: 57840015
{'hecke_orbit_code': 3092410007825, 'n': 16, 'trace_an': -24}
-
id: 57840016
{'hecke_orbit_code': 3092410007825, 'n': 17, 'trace_an': -8}
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id: 57840017
{'hecke_orbit_code': 3092410007825, 'n': 18, 'trace_an': 0}
-
id: 57840018
{'hecke_orbit_code': 3092410007825, 'n': 19, 'trace_an': -18}
-
id: 57840019
{'hecke_orbit_code': 3092410007825, 'n': 20, 'trace_an': 14}
-
id: 57840020
{'hecke_orbit_code': 3092410007825, 'n': 21, 'trace_an': -4}
-
id: 57840021
{'hecke_orbit_code': 3092410007825, 'n': 22, 'trace_an': 4}
-
id: 57840022
{'hecke_orbit_code': 3092410007825, 'n': 23, 'trace_an': 0}
-
id: 57840023
{'hecke_orbit_code': 3092410007825, 'n': 24, 'trace_an': 18}
-
id: 57840024
{'hecke_orbit_code': 3092410007825, 'n': 25, 'trace_an': 24}
-
id: 57840025
{'hecke_orbit_code': 3092410007825, 'n': 26, 'trace_an': -50}
-
id: 57840026
{'hecke_orbit_code': 3092410007825, 'n': 27, 'trace_an': 0}
-
id: 57840027
{'hecke_orbit_code': 3092410007825, 'n': 28, 'trace_an': 34}
-
id: 57840028
{'hecke_orbit_code': 3092410007825, 'n': 29, 'trace_an': 8}
-
id: 57840029
{'hecke_orbit_code': 3092410007825, 'n': 30, 'trace_an': 0}
-
id: 57840030
{'hecke_orbit_code': 3092410007825, 'n': 31, 'trace_an': 6}
-
id: 57840031
{'hecke_orbit_code': 3092410007825, 'n': 32, 'trace_an': -50}
-
id: 57840032
{'hecke_orbit_code': 3092410007825, 'n': 33, 'trace_an': 8}
-
id: 57840033
{'hecke_orbit_code': 3092410007825, 'n': 34, 'trace_an': -24}
-
id: 57840034
{'hecke_orbit_code': 3092410007825, 'n': 35, 'trace_an': 14}
-
id: 57840035
{'hecke_orbit_code': 3092410007825, 'n': 36, 'trace_an': 0}
-
id: 57840036
{'hecke_orbit_code': 3092410007825, 'n': 37, 'trace_an': -14}
-
id: 57840037
{'hecke_orbit_code': 3092410007825, 'n': 38, 'trace_an': -8}
-
id: 57840038
{'hecke_orbit_code': 3092410007825, 'n': 39, 'trace_an': -2}
-
id: 57840039
{'hecke_orbit_code': 3092410007825, 'n': 40, 'trace_an': -30}
-
id: 57840040
{'hecke_orbit_code': 3092410007825, 'n': 41, 'trace_an': 34}
-
id: 57840041
{'hecke_orbit_code': 3092410007825, 'n': 42, 'trace_an': -18}
-
id: 57840042
{'hecke_orbit_code': 3092410007825, 'n': 43, 'trace_an': 30}
-
id: 57840043
{'hecke_orbit_code': 3092410007825, 'n': 44, 'trace_an': 28}
-
id: 57840044
{'hecke_orbit_code': 3092410007825, 'n': 45, 'trace_an': 0}
-
id: 57840045
{'hecke_orbit_code': 3092410007825, 'n': 46, 'trace_an': -32}
-
id: 57840046
{'hecke_orbit_code': 3092410007825, 'n': 47, 'trace_an': -10}
-
id: 57840047
{'hecke_orbit_code': 3092410007825, 'n': 48, 'trace_an': 24}
-
id: 57840048
{'hecke_orbit_code': 3092410007825, 'n': 49, 'trace_an': 6}
-
id: 57840049
{'hecke_orbit_code': 3092410007825, 'n': 50, 'trace_an': -20}
-
id: 57840050
{'hecke_orbit_code': 3092410007825, 'n': 51, 'trace_an': -24}
-
id: 57840051
{'hecke_orbit_code': 3092410007825, 'n': 52, 'trace_an': 4}
-
id: 57840052
{'hecke_orbit_code': 3092410007825, 'n': 53, 'trace_an': -8}
-
id: 57840053
{'hecke_orbit_code': 3092410007825, 'n': 54, 'trace_an': 0}
-
id: 57840054
{'hecke_orbit_code': 3092410007825, 'n': 55, 'trace_an': -30}
-
id: 57840055
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