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{'Nk2': 24032, 'analytic_conductor': 47.974121534385255, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [751, 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': [6008, 1, [1503, 3005, 1505], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 50, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-769024, -34779136, -96708864, 1505852544, 4284389504, -27565584288, -68408254160, 272273605816, 581591241108, -1614102903932, -2997235608306, 6172147262056, 9995267696596, -16168667181367, -22631568800847, 30400573898234, 36151335208574, -42440706874215, -41989769433446, 45059207045218, 36287667559710, -36999590774100, -23722858454681, 23778260522708, 11857473332090, -12060224502836, -4552462539296, 4854770716084, 1338985135755, -1556157619893, 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{'AL_dims': [[[[2, -1], [751, -1]], 44, 1], [[[2, 1], [751, 1]], 44, 1], [[[2, 1], [751, -1]], 50, 2], [[[2, -1], [751, 1]], 50, 1]], 'ALdims': [44, 50, 50, 44], 'Nk2': 24032, 'analytic_conductor': 47.974121534385255, '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': [6008, 1, [1503, 3005, 1505], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 749, 'dim': 188, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33560440, 'hecke_orbit_dims': [1, 44, 44, 49, 50], 'label': '6008.2.a', 'level': 6008, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 751], 'level_radical': 1502, 'mf_dim': 756, 'mf_new_dim': 188, 'num_forms': 5, 'plus_dim': 88, 'prim_orbit_index': 1, 'relative_dim': 188, 'sturm_bound': 1504, 'trace_bound': 3, 'trace_display': [0, 2, 0, 0], 'traces': [188, 0, 2, 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': 50, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014398543042424, 'source_is_minimal': True, 'source_label': '6008.2.a.e.1.3', 'source_level': 6008, 'target_conrey_index': 1, 'target_dim': 50, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014398543042424, 'target_is_minimal': True, 'target_label': '6008.2.a.e.1.3', 'target_level': 6008, 'twist_class_label': '6008.2.a.e.1.3', 'twist_class_level': 6008, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 18014398543042424 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': '6008.2.a.e', 'level': 6008, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 151101000
{'hecke_orbit_code': 18014398543042424, 'n': 1, 'trace_an': 50}
-
id: 151101001
{'hecke_orbit_code': 18014398543042424, 'n': 2, 'trace_an': 0}
-
id: 151101002
{'hecke_orbit_code': 18014398543042424, 'n': 3, 'trace_an': 6}
-
id: 151101003
{'hecke_orbit_code': 18014398543042424, 'n': 4, 'trace_an': 0}
-
id: 151101004
{'hecke_orbit_code': 18014398543042424, 'n': 5, 'trace_an': 23}
-
id: 151101005
{'hecke_orbit_code': 18014398543042424, 'n': 6, 'trace_an': 0}
-
id: 151101006
{'hecke_orbit_code': 18014398543042424, 'n': 7, 'trace_an': 12}
-
id: 151101007
{'hecke_orbit_code': 18014398543042424, 'n': 8, 'trace_an': 0}
-
id: 151101008
{'hecke_orbit_code': 18014398543042424, 'n': 9, 'trace_an': 56}
-
id: 151101009
{'hecke_orbit_code': 18014398543042424, 'n': 10, 'trace_an': 0}
-
id: 151101010
{'hecke_orbit_code': 18014398543042424, 'n': 11, 'trace_an': -5}
-
id: 151101011
{'hecke_orbit_code': 18014398543042424, 'n': 12, 'trace_an': 0}
-
id: 151101012
{'hecke_orbit_code': 18014398543042424, 'n': 13, 'trace_an': 36}
-
id: 151101013
{'hecke_orbit_code': 18014398543042424, 'n': 14, 'trace_an': 0}
-
id: 151101014
{'hecke_orbit_code': 18014398543042424, 'n': 15, 'trace_an': 5}
-
id: 151101015
{'hecke_orbit_code': 18014398543042424, 'n': 16, 'trace_an': 0}
-
id: 151101016
{'hecke_orbit_code': 18014398543042424, 'n': 17, 'trace_an': 14}
-
id: 151101017
{'hecke_orbit_code': 18014398543042424, 'n': 18, 'trace_an': 0}
-
id: 151101018
{'hecke_orbit_code': 18014398543042424, 'n': 19, 'trace_an': 9}
-
id: 151101019
{'hecke_orbit_code': 18014398543042424, 'n': 20, 'trace_an': 0}
-
id: 151101020
{'hecke_orbit_code': 18014398543042424, 'n': 21, 'trace_an': 30}
-
id: 151101021
{'hecke_orbit_code': 18014398543042424, 'n': 22, 'trace_an': 0}
-
id: 151101022
{'hecke_orbit_code': 18014398543042424, 'n': 23, 'trace_an': 3}
-
id: 151101023
{'hecke_orbit_code': 18014398543042424, 'n': 24, 'trace_an': 0}
-
id: 151101024
{'hecke_orbit_code': 18014398543042424, 'n': 25, 'trace_an': 71}
-
id: 151101025
{'hecke_orbit_code': 18014398543042424, 'n': 26, 'trace_an': 0}
-
id: 151101026
{'hecke_orbit_code': 18014398543042424, 'n': 27, 'trace_an': 24}
-
id: 151101027
{'hecke_orbit_code': 18014398543042424, 'n': 28, 'trace_an': 0}
-
id: 151101028
{'hecke_orbit_code': 18014398543042424, 'n': 29, 'trace_an': 61}
-
id: 151101029
{'hecke_orbit_code': 18014398543042424, 'n': 30, 'trace_an': 0}
-
id: 151101030
{'hecke_orbit_code': 18014398543042424, 'n': 31, 'trace_an': 27}
-
id: 151101031
{'hecke_orbit_code': 18014398543042424, 'n': 32, 'trace_an': 0}
-
id: 151101032
{'hecke_orbit_code': 18014398543042424, 'n': 33, 'trace_an': 24}
-
id: 151101033
{'hecke_orbit_code': 18014398543042424, 'n': 34, 'trace_an': 0}
-
id: 151101034
{'hecke_orbit_code': 18014398543042424, 'n': 35, 'trace_an': -7}
-
id: 151101035
{'hecke_orbit_code': 18014398543042424, 'n': 36, 'trace_an': 0}
-
id: 151101036
{'hecke_orbit_code': 18014398543042424, 'n': 37, 'trace_an': 56}
-
id: 151101037
{'hecke_orbit_code': 18014398543042424, 'n': 38, 'trace_an': 0}
-
id: 151101038
{'hecke_orbit_code': 18014398543042424, 'n': 39, 'trace_an': -2}
-
id: 151101039
{'hecke_orbit_code': 18014398543042424, 'n': 40, 'trace_an': 0}
-
id: 151101040
{'hecke_orbit_code': 18014398543042424, 'n': 41, 'trace_an': 10}
-
id: 151101041
{'hecke_orbit_code': 18014398543042424, 'n': 42, 'trace_an': 0}
-
id: 151101042
{'hecke_orbit_code': 18014398543042424, 'n': 43, 'trace_an': 19}
-
id: 151101043
{'hecke_orbit_code': 18014398543042424, 'n': 44, 'trace_an': 0}
-
id: 151101044
{'hecke_orbit_code': 18014398543042424, 'n': 45, 'trace_an': 76}
-
id: 151101045
{'hecke_orbit_code': 18014398543042424, 'n': 46, 'trace_an': 0}
-
id: 151101046
{'hecke_orbit_code': 18014398543042424, 'n': 47, 'trace_an': 3}
-
id: 151101047
{'hecke_orbit_code': 18014398543042424, 'n': 48, 'trace_an': 0}
-
id: 151101048
{'hecke_orbit_code': 18014398543042424, 'n': 49, 'trace_an': 82}
-
id: 151101049
{'hecke_orbit_code': 18014398543042424, 'n': 50, 'trace_an': 0}
-
id: 151101050
{'hecke_orbit_code': 18014398543042424, 'n': 51, 'trace_an': -1}
-
id: 151101051
{'hecke_orbit_code': 18014398543042424, 'n': 52, 'trace_an': 0}
-
id: 151101052
{'hecke_orbit_code': 18014398543042424, 'n': 53, 'trace_an': 56}
-
id: 151101053
{'hecke_orbit_code': 18014398543042424, 'n': 54, 'trace_an': 0}
-
id: 151101054
{'hecke_orbit_code': 18014398543042424, 'n': 55, 'trace_an': 7}
-
id: 151101055
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