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{'Nk2': 24056, 'analytic_conductor': 48.02203177559802, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [31, 1], [97, -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': [6014, 1, [1553, 2915], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 32, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [36, -3908, -63288, 223700, 1214761, -2815329, -8995889, 15745386, 34158761, -47432105, -75216582, 84951578, 103676718, -95914675, -94310748, 70886929, 58670696, -35171273, -25478881, 11895868, 7788561, -2758383, -1673090, 436041, 249532, -46000, -25165, 3088, 1630, -119, -61, 2, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396679894910, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_rm': False, 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-
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{'AL_dims': [[[[2, -1], [31, -1], [97, -1]], 38, 2], [[[2, 1], [31, 1], [97, 1]], 26, 1], [[[2, -1], [31, 1], [97, -1]], 27, 2], [[[2, 1], [31, 1], [97, -1]], 34, 2], [[[2, -1], [31, 1], [97, 1]], 33, 2], [[[2, 1], [31, -1], [97, -1]], 22, 1], [[[2, -1], [31, -1], [97, 1]], 21, 1], [[[2, 1], [31, -1], [97, 1]], 38, 1]], 'ALdims': [26, 34, 38, 22, 33, 27, 21, 38], 'Nk2': 24056, 'analytic_conductor': 48.02203177559802, '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': [6014, 1, [1553, 2915], [1, 1]], 'conrey_index': 1, 'cusp_dim': 781, 'dim': 239, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33560446, 'hecke_orbit_dims': [1, 1, 2, 5, 21, 22, 26, 26, 28, 32, 37, 38], 'label': '6014.2.a', 'level': 6014, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 31, 97], 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mf_twists_cc • Show schema
Hide schema
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 32, 'source_embedding_index': 3, 'source_hecke_orbit_code': 40532396679894910, 'source_is_minimal': True, 'source_label': '6014.2.a.j.1.3', 'source_level': 6014, 'target_conrey_index': 1, 'target_dim': 32, 'target_embedding_index': 3, 'target_hecke_orbit_code': 40532396679894910, 'target_is_minimal': True, 'target_label': '6014.2.a.j.1.3', 'target_level': 6014, 'twist_class_label': '6014.2.a.j.1.3', 'twist_class_level': 6014, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 40532396679894910 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': 10, 'label': '6014.2.a.j', 'level': 6014, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 205336000
{'hecke_orbit_code': 40532396679894910, 'n': 1, 'trace_an': 32}
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id: 205336001
{'hecke_orbit_code': 40532396679894910, 'n': 2, 'trace_an': -32}
-
id: 205336002
{'hecke_orbit_code': 40532396679894910, 'n': 3, 'trace_an': -2}
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id: 205336003
{'hecke_orbit_code': 40532396679894910, 'n': 4, 'trace_an': 32}
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id: 205336004
{'hecke_orbit_code': 40532396679894910, 'n': 5, 'trace_an': 0}
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id: 205336005
{'hecke_orbit_code': 40532396679894910, 'n': 6, 'trace_an': 2}
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id: 205336006
{'hecke_orbit_code': 40532396679894910, 'n': 7, 'trace_an': 5}
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id: 205336007
{'hecke_orbit_code': 40532396679894910, 'n': 8, 'trace_an': -32}
-
id: 205336008
{'hecke_orbit_code': 40532396679894910, 'n': 9, 'trace_an': 30}
-
id: 205336009
{'hecke_orbit_code': 40532396679894910, 'n': 10, 'trace_an': 0}
-
id: 205336010
{'hecke_orbit_code': 40532396679894910, 'n': 11, 'trace_an': -4}
-
id: 205336011
{'hecke_orbit_code': 40532396679894910, 'n': 12, 'trace_an': -2}
-
id: 205336012
{'hecke_orbit_code': 40532396679894910, 'n': 13, 'trace_an': 10}
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id: 205336013
{'hecke_orbit_code': 40532396679894910, 'n': 14, 'trace_an': -5}
-
id: 205336014
{'hecke_orbit_code': 40532396679894910, 'n': 15, 'trace_an': -1}
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id: 205336015
{'hecke_orbit_code': 40532396679894910, 'n': 16, 'trace_an': 32}
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id: 205336016
{'hecke_orbit_code': 40532396679894910, 'n': 17, 'trace_an': 14}
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id: 205336017
{'hecke_orbit_code': 40532396679894910, 'n': 18, 'trace_an': -30}
-
id: 205336018
{'hecke_orbit_code': 40532396679894910, 'n': 19, 'trace_an': 33}
-
id: 205336019
{'hecke_orbit_code': 40532396679894910, 'n': 20, 'trace_an': 0}
-
id: 205336020
{'hecke_orbit_code': 40532396679894910, 'n': 21, 'trace_an': 0}
-
id: 205336021
{'hecke_orbit_code': 40532396679894910, 'n': 22, 'trace_an': 4}
-
id: 205336022
{'hecke_orbit_code': 40532396679894910, 'n': 23, 'trace_an': -2}
-
id: 205336023
{'hecke_orbit_code': 40532396679894910, 'n': 24, 'trace_an': 2}
-
id: 205336024
{'hecke_orbit_code': 40532396679894910, 'n': 25, 'trace_an': 46}
-
id: 205336025
{'hecke_orbit_code': 40532396679894910, 'n': 26, 'trace_an': -10}
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id: 205336026
{'hecke_orbit_code': 40532396679894910, 'n': 27, 'trace_an': -5}
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id: 205336027
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