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{'Nk2': 24004, 'analytic_conductor': 47.918226252970356, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[17, 1], [353, -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': [6001, 1, [2825, 3180], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 121, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199288301425, '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': '6001.2.a.c', 'level': 6001, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17, 353], 'level_radical': 6001, 'minimal_twist': 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mf_hecke_cc • Show schema
Hide schema
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mf_newspaces • Show schema
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{'ALdims': [113, 121, 121, 114], 'Nk2': 24004, 'analytic_conductor': 47.918226252970356, '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': [6001, 1, [2825, 3180], [1, 1]], 'conrey_index': 1, 'cusp_dim': 529, 'dim': 469, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_orbit_code': 33560433, 'hecke_orbit_dims': [113, 114, 121, 121], 'label': '6001.2.a', 'level': 6001, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17, 353], 'level_radical': 6001, 'mf_dim': 532, 'mf_new_dim': 469, 'num_forms': 4, 'plus_dim': 227, 'prim_orbit_index': 1, 'relative_dim': 469, 'sturm_bound': 1062, 'trace_bound': 3, 'trace_display': [-1, 0, 2, -16], 'traces': [469, -1, 0, 467, 2, 0, -16, -9, 469, -6, -4, 16, -10, -16, -4, 459, 1, -25, -12, -30, -24, -16, 0, -36, 463, -18, 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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': 121, 'source_embedding_index': 10, 'source_hecke_orbit_code': 9007199288301425, 'source_is_minimal': True, 'source_label': '6001.2.a.c.1.10', 'source_level': 6001, 'target_conrey_index': 1, 'target_dim': 121, 'target_embedding_index': 10, 'target_hecke_orbit_code': 9007199288301425, 'target_is_minimal': True, 'target_label': '6001.2.a.c.1.10', 'target_level': 6001, 'twist_class_label': '6001.2.a.c.1.10', 'twist_class_level': 6001, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 9007199288301425 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': '6001.2.a.c', 'level': 6001, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 106136000
{'hecke_orbit_code': 9007199288301425, 'n': 1, 'trace_an': 121}
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id: 106136001
{'hecke_orbit_code': 9007199288301425, 'n': 2, 'trace_an': 9}
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id: 106136002
{'hecke_orbit_code': 9007199288301425, 'n': 3, 'trace_an': 13}
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id: 106136003
{'hecke_orbit_code': 9007199288301425, 'n': 4, 'trace_an': 127}
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id: 106136004
{'hecke_orbit_code': 9007199288301425, 'n': 5, 'trace_an': 21}
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id: 106136005
{'hecke_orbit_code': 9007199288301425, 'n': 6, 'trace_an': 19}
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id: 106136006
{'hecke_orbit_code': 9007199288301425, 'n': 7, 'trace_an': -13}
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id: 106136007
{'hecke_orbit_code': 9007199288301425, 'n': 8, 'trace_an': 24}
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id: 106136008
{'hecke_orbit_code': 9007199288301425, 'n': 9, 'trace_an': 134}
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id: 106136009
{'hecke_orbit_code': 9007199288301425, 'n': 10, 'trace_an': -1}
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id: 106136010
{'hecke_orbit_code': 9007199288301425, 'n': 11, 'trace_an': 40}
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id: 106136011
{'hecke_orbit_code': 9007199288301425, 'n': 12, 'trace_an': 41}
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id: 106136012
{'hecke_orbit_code': 9007199288301425, 'n': 13, 'trace_an': 14}
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id: 106136013
{'hecke_orbit_code': 9007199288301425, 'n': 14, 'trace_an': 32}
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id: 106136014
{'hecke_orbit_code': 9007199288301425, 'n': 15, 'trace_an': 49}
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id: 106136015
{'hecke_orbit_code': 9007199288301425, 'n': 16, 'trace_an': 135}
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id: 106136016
{'hecke_orbit_code': 9007199288301425, 'n': 17, 'trace_an': -121}
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id: 106136017
{'hecke_orbit_code': 9007199288301425, 'n': 18, 'trace_an': 28}
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id: 106136018
{'hecke_orbit_code': 9007199288301425, 'n': 19, 'trace_an': 34}
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id: 106136019
{'hecke_orbit_code': 9007199288301425, 'n': 20, 'trace_an': 64}
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id: 106136020
{'hecke_orbit_code': 9007199288301425, 'n': 21, 'trace_an': 34}
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id: 106136021
{'hecke_orbit_code': 9007199288301425, 'n': 22, 'trace_an': -18}
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id: 106136022
{'hecke_orbit_code': 9007199288301425, 'n': 23, 'trace_an': 37}
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id: 106136023
{'hecke_orbit_code': 9007199288301425, 'n': 24, 'trace_an': 54}
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id: 106136024
{'hecke_orbit_code': 9007199288301425, 'n': 25, 'trace_an': 128}
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id: 106136025
{'hecke_orbit_code': 9007199288301425, 'n': 26, 'trace_an': 91}
-
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