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{'Nk2': 32168, 'analytic_conductor': 64.21569330551368, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [4021, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [8042, 1, [4023], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 86, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199288303466, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '8042.2.a.c', 'level': 8042, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 4021], 'level_radical': 8042, 'minimal_twist': '8042.2.a.c', 'prim_orbit_index': 1, 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-0.34234237665121575, -0.15677242734893618, -0.2820509586894481, -0.2624420407595929, -0.276931839592632], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 15, 'dual_embedding_m': 15, 'embedding_index': 15, 'embedding_m': 15, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199288303466, 'label': '8042.2.a.c.1.15', 'level': 8042, 'weight': 2}
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{'AL_dims': [[[[2, -1], [4021, -1]], 67, 1], [[[2, 1], [4021, -1]], 86, 1], [[[2, -1], [4021, 1]], 101, 1], [[[2, 1], [4021, 1]], 82, 1]], 'ALdims': [82, 86, 101, 67], 'Nk2': 32168, 'analytic_conductor': 64.21569330551368, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [8042, 1, [4023], [1]], 'conrey_index': 1, 'cusp_dim': 1004, 'dim': 336, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_orbit_code': 33562474, 'hecke_orbit_dims': [67, 82, 86, 101], 'label': '8042.2.a', 'level': 8042, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 4021], 'level_radical': 8042, 'mf_dim': 1007, 'mf_new_dim': 336, 'num_forms': 4, 'plus_dim': 149, 'prim_orbit_index': 1, 'relative_dim': 336, 'sturm_bound': 2011, 'trace_bound': 1, 'trace_display': [0, -2, -2, 0], 'traces': [336, 0, -2, 336, -2, 0, 0, 0, 334, 0, -12, -2, 10, 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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 86, 'source_embedding_index': 15, 'source_hecke_orbit_code': 9007199288303466, 'source_is_minimal': True, 'source_label': '8042.2.a.c.1.15', 'source_level': 8042, 'target_conrey_index': 1, 'target_dim': 86, 'target_embedding_index': 15, 'target_hecke_orbit_code': 9007199288303466, 'target_is_minimal': True, 'target_label': '8042.2.a.c.1.15', 'target_level': 8042, 'twist_class_label': '8042.2.a.c.1.15', 'twist_class_level': 8042, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 9007199288303466 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '8042.2.a.c', 'level': 8042, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 107972000
{'hecke_orbit_code': 9007199288303466, 'n': 1, 'trace_an': 86}
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id: 107972001
{'hecke_orbit_code': 9007199288303466, 'n': 2, 'trace_an': -86}
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id: 107972002
{'hecke_orbit_code': 9007199288303466, 'n': 3, 'trace_an': 12}
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id: 107972003
{'hecke_orbit_code': 9007199288303466, 'n': 4, 'trace_an': 86}
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id: 107972004
{'hecke_orbit_code': 9007199288303466, 'n': 5, 'trace_an': -4}
-
id: 107972005
{'hecke_orbit_code': 9007199288303466, 'n': 6, 'trace_an': -12}
-
id: 107972006
{'hecke_orbit_code': 9007199288303466, 'n': 7, 'trace_an': 35}
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id: 107972007
{'hecke_orbit_code': 9007199288303466, 'n': 8, 'trace_an': -86}
-
id: 107972008
{'hecke_orbit_code': 9007199288303466, 'n': 9, 'trace_an': 72}
-
id: 107972009
{'hecke_orbit_code': 9007199288303466, 'n': 10, 'trace_an': 4}
-
id: 107972010
{'hecke_orbit_code': 9007199288303466, 'n': 11, 'trace_an': 13}
-
id: 107972011
{'hecke_orbit_code': 9007199288303466, 'n': 12, 'trace_an': 12}
-
id: 107972012
{'hecke_orbit_code': 9007199288303466, 'n': 13, 'trace_an': 45}
-
id: 107972013
{'hecke_orbit_code': 9007199288303466, 'n': 14, 'trace_an': -35}
-
id: 107972014
{'hecke_orbit_code': 9007199288303466, 'n': 15, 'trace_an': 17}
-
id: 107972015
{'hecke_orbit_code': 9007199288303466, 'n': 16, 'trace_an': 86}
-
id: 107972016
{'hecke_orbit_code': 9007199288303466, 'n': 17, 'trace_an': 5}
-
id: 107972017
{'hecke_orbit_code': 9007199288303466, 'n': 18, 'trace_an': -72}
-
id: 107972018
{'hecke_orbit_code': 9007199288303466, 'n': 19, 'trace_an': 47}
-
id: 107972019
{'hecke_orbit_code': 9007199288303466, 'n': 20, 'trace_an': -4}
-
id: 107972020
{'hecke_orbit_code': 9007199288303466, 'n': 21, 'trace_an': 15}
-
id: 107972021
{'hecke_orbit_code': 9007199288303466, 'n': 22, 'trace_an': -13}
-
id: 107972022
{'hecke_orbit_code': 9007199288303466, 'n': 23, 'trace_an': 6}
-
id: 107972023
{'hecke_orbit_code': 9007199288303466, 'n': 24, 'trace_an': -12}
-
id: 107972024
{'hecke_orbit_code': 9007199288303466, 'n': 25, 'trace_an': 112}
-
id: 107972025
{'hecke_orbit_code': 9007199288303466, 'n': 26, 'trace_an': -45}
-
id: 107972026
{'hecke_orbit_code': 9007199288303466, 'n': 27, 'trace_an': 51}
-
id: 107972027
{'hecke_orbit_code': 9007199288303466, 'n': 28, 'trace_an': 35}
-
id: 107972028
{'hecke_orbit_code': 9007199288303466, 'n': 29, 'trace_an': -14}
-
id: 107972029
{'hecke_orbit_code': 9007199288303466, 'n': 30, 'trace_an': -17}
-
id: 107972030
{'hecke_orbit_code': 9007199288303466, 'n': 31, 'trace_an': 24}
-
id: 107972031
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