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{'Nk2': 24164, 'analytic_conductor': 48.23762786105548, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, 1], [863, -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': [6041, 1, [864, 4320], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 112, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [24980734323, 682438617051, -17110697626655, -553228260829595, -2015378414164126, 31121211601916755, 189709012783196958, -726443175360796322, -6640831815429276407, 7618113793219457217, 135495477225981644025, 8414219206758433595, -1862404971379207403015, -1441630677593613161165, 18572194533456498643022, 23575555871507399317017, -140684586052329358103707, -233739797327044112617843, 835475627417375059213126, 1677245606007950652176262, 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mf_hecke_cc • Show schema
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{'AL_dims': [[[[7, -1], [863, -1]], 83, 1], [[[7, 1], [863, -1]], 112, 1], [[[7, 1], [863, 1]], 103, 2], [[[7, -1], [863, 1]], 133, 2]], 'ALdims': [103, 112, 133, 83], 'Nk2': 24164, 'analytic_conductor': 48.23762786105548, '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': [6041, 1, [864, 4320], [1, 1]], 'conrey_index': 1, 'cusp_dim': 575, 'dim': 431, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33560473, 'hecke_orbit_dims': [1, 2, 83, 101, 112, 132], 'label': '6041.2.a', 'level': 6041, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 863], 'level_radical': 6041, 'mf_dim': 578, 'mf_new_dim': 431, 'num_forms': 6, 'plus_dim': 186, 'prim_orbit_index': 1, 'relative_dim': 431, 'sturm_bound': 1152, 'trace_bound': 1, 'trace_display': [-1, 0, -2, 1], 'traces': [431, -1, 0, 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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': 112, 'source_embedding_index': 5, 'source_hecke_orbit_code': 18014398543042457, 'source_is_minimal': True, 'source_label': '6041.2.a.e.1.5', 'source_level': 6041, 'target_conrey_index': 1, 'target_dim': 112, 'target_embedding_index': 5, 'target_hecke_orbit_code': 18014398543042457, 'target_is_minimal': True, 'target_label': '6041.2.a.e.1.5', 'target_level': 6041, 'twist_class_label': '6041.2.a.e.1.5', 'twist_class_level': 6041, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 18014398543042457 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': 5, 'label': '6041.2.a.e', 'level': 6041, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 151130000
{'hecke_orbit_code': 18014398543042457, 'n': 1, 'trace_an': 112}
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id: 151130001
{'hecke_orbit_code': 18014398543042457, 'n': 2, 'trace_an': -3}
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id: 151130002
{'hecke_orbit_code': 18014398543042457, 'n': 3, 'trace_an': 14}
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id: 151130003
{'hecke_orbit_code': 18014398543042457, 'n': 4, 'trace_an': 131}
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id: 151130004
{'hecke_orbit_code': 18014398543042457, 'n': 5, 'trace_an': 13}
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id: 151130005
{'hecke_orbit_code': 18014398543042457, 'n': 6, 'trace_an': 18}
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id: 151130006
{'hecke_orbit_code': 18014398543042457, 'n': 7, 'trace_an': -112}
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id: 151130007
{'hecke_orbit_code': 18014398543042457, 'n': 8, 'trace_an': -9}
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id: 151130008
{'hecke_orbit_code': 18014398543042457, 'n': 9, 'trace_an': 116}
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id: 151130009
{'hecke_orbit_code': 18014398543042457, 'n': 10, 'trace_an': 32}
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id: 151130010
{'hecke_orbit_code': 18014398543042457, 'n': 11, 'trace_an': 14}
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id: 151130011
{'hecke_orbit_code': 18014398543042457, 'n': 12, 'trace_an': 36}
-
id: 151130012
{'hecke_orbit_code': 18014398543042457, 'n': 13, 'trace_an': 22}
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id: 151130013
{'hecke_orbit_code': 18014398543042457, 'n': 14, 'trace_an': 3}
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id: 151130014
{'hecke_orbit_code': 18014398543042457, 'n': 15, 'trace_an': 19}
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id: 151130015
{'hecke_orbit_code': 18014398543042457, 'n': 16, 'trace_an': 169}
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id: 151130016
{'hecke_orbit_code': 18014398543042457, 'n': 17, 'trace_an': 11}
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id: 151130017
{'hecke_orbit_code': 18014398543042457, 'n': 18, 'trace_an': -18}
-
id: 151130018
{'hecke_orbit_code': 18014398543042457, 'n': 19, 'trace_an': 52}
-
id: 151130019
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{'hecke_orbit_code': 18014398543042457, 'n': 996, 'trace_an': -100}
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id: 151130996
{'hecke_orbit_code': 18014398543042457, 'n': 997, 'trace_an': 275}
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id: 151130997
{'hecke_orbit_code': 18014398543042457, 'n': 998, 'trace_an': -166}
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id: 151130998
{'hecke_orbit_code': 18014398543042457, 'n': 999, 'trace_an': 231}
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id: 151130999
{'hecke_orbit_code': 18014398543042457, 'n': 1000, 'trace_an': -18}