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{'Nk2': 17336, 'analytic_conductor': 34.60716423602292, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [11, 1], [197, -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': [4334, 1, [1971, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 24, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [292, -4054, -2433, 126303, 48970, -830732, -112236, 2060489, 189485, -2564206, -276193, 1807569, 249310, -766057, -128107, 201163, 38598, -32836, -6952, 3231, 735, -175, -42, 4, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398543040750, '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': '4334.2.a.e', 'level': 4334, 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label 4334.2.a.e does not appear in mf_hecke_nf
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{'AL_dims': [[[[2, -1], [11, 1], [197, 1]], 24, 1], [[[2, -1], [11, -1], [197, -1]], 26, 1], [[[2, 1], [11, -1], [197, 1]], 27, 1], [[[2, 1], [11, 1], [197, 1]], 17, 1], [[[2, 1], [11, -1], [197, -1]], 15, 1], [[[2, -1], [11, 1], [197, -1]], 17, 1], [[[2, 1], [11, 1], [197, -1]], 24, 1], [[[2, -1], [11, -1], [197, 1]], 15, 1]], 'ALdims': [17, 24, 27, 15, 24, 17, 15, 26], 'Nk2': 17336, 'analytic_conductor': 34.60716423602292, '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': [4334, 1, [1971, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 591, 'dim': 165, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33558766, 'hecke_orbit_dims': [15, 15, 17, 17, 24, 24, 26, 27], 'label': '4334.2.a', 'level': 4334, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11, 197], 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mf_twists_nf • Show schema
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{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 24, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '4334.2.a.e', 'source_level': 4334, 'target_char_orbit': 1, 'target_dim': 24, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '4334.2.a.e', 'target_level': 4334, 'twist_class_label': '4334.2.a.e', 'twist_class_level': 4334, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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hecke_orbit_code 18014398543040750 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': '4334.2.a.e', 'level': 4334, 'portrait': 'data:image/png;base64,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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 149850000
{'hecke_orbit_code': 18014398543040750, 'n': 1, 'trace_an': 24}
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id: 149850001
{'hecke_orbit_code': 18014398543040750, 'n': 2, 'trace_an': -24}
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id: 149850002
{'hecke_orbit_code': 18014398543040750, 'n': 3, 'trace_an': -4}
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id: 149850003
{'hecke_orbit_code': 18014398543040750, 'n': 4, 'trace_an': 24}
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id: 149850004
{'hecke_orbit_code': 18014398543040750, 'n': 5, 'trace_an': -4}
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id: 149850005
{'hecke_orbit_code': 18014398543040750, 'n': 6, 'trace_an': 4}
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id: 149850006
{'hecke_orbit_code': 18014398543040750, 'n': 7, 'trace_an': 7}
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id: 149850007
{'hecke_orbit_code': 18014398543040750, 'n': 8, 'trace_an': -24}
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id: 149850008
{'hecke_orbit_code': 18014398543040750, 'n': 9, 'trace_an': 28}
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id: 149850009
{'hecke_orbit_code': 18014398543040750, 'n': 10, 'trace_an': 4}
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id: 149850010
{'hecke_orbit_code': 18014398543040750, 'n': 11, 'trace_an': -24}
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id: 149850011
{'hecke_orbit_code': 18014398543040750, 'n': 12, 'trace_an': -4}
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id: 149850012
{'hecke_orbit_code': 18014398543040750, 'n': 13, 'trace_an': 21}
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id: 149850013
{'hecke_orbit_code': 18014398543040750, 'n': 14, 'trace_an': -7}
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id: 149850014
{'hecke_orbit_code': 18014398543040750, 'n': 15, 'trace_an': -2}
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id: 149850015
{'hecke_orbit_code': 18014398543040750, 'n': 16, 'trace_an': 24}
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id: 149850016
{'hecke_orbit_code': 18014398543040750, 'n': 17, 'trace_an': 15}
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id: 149850017
{'hecke_orbit_code': 18014398543040750, 'n': 18, 'trace_an': -28}
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id: 149850018
{'hecke_orbit_code': 18014398543040750, 'n': 19, 'trace_an': 21}
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id: 149850019
{'hecke_orbit_code': 18014398543040750, 'n': 20, 'trace_an': -4}
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id: 149850020
{'hecke_orbit_code': 18014398543040750, 'n': 21, 'trace_an': 15}
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id: 149850021
{'hecke_orbit_code': 18014398543040750, 'n': 22, 'trace_an': 24}
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id: 149850022
{'hecke_orbit_code': 18014398543040750, 'n': 23, 'trace_an': -17}
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id: 149850023
{'hecke_orbit_code': 18014398543040750, 'n': 24, 'trace_an': 4}
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id: 149850024
{'hecke_orbit_code': 18014398543040750, 'n': 25, 'trace_an': 46}
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id: 149850025
{'hecke_orbit_code': 18014398543040750, 'n': 26, 'trace_an': -21}
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id: 149850026
{'hecke_orbit_code': 18014398543040750, 'n': 27, 'trace_an': -19}
-
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