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{'Nk2': 24036, 'analytic_conductor': 47.982106574587384, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [2003, 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': [6009, 1, [4007, 2008], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 92, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199288301433, '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': '6009.2.a.c', 'level': 6009, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 2003], 'level_radical': 6009, 'minimal_twist': '6009.2.a.c', 'prim_orbit_index': 1, 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{'AL_dims': [[[[3, -1], [2003, 1]], 92, 1], [[[3, -1], [2003, -1]], 74, 1], [[[3, 1], [2003, 1]], 74, 1], [[[3, 1], [2003, -1]], 93, 1]], 'ALdims': [74, 93, 92, 74], 'Nk2': 24036, 'analytic_conductor': 47.982106574587384, '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': [6009, 1, [4007, 2008], [1, 1]], 'conrey_index': 1, 'cusp_dim': 667, 'dim': 333, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_orbit_code': 33560441, 'hecke_orbit_dims': [74, 74, 92, 93], 'label': '6009.2.a', 'level': 6009, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 2003], 'level_radical': 6009, 'mf_dim': 670, 'mf_new_dim': 333, 'num_forms': 4, 'plus_dim': 148, 'prim_orbit_index': 1, 'relative_dim': 333, 'sturm_bound': 1336, 'trace_bound': 2, 'trace_display': [1, -1, -6, 0], 'traces': [333, 1, -1, 335, -6, 3, 0, 9, 333, 2, 0, -7, 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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': 92, 'source_embedding_index': 20, 'source_hecke_orbit_code': 9007199288301433, 'source_is_minimal': True, 'source_label': '6009.2.a.c.1.20', 'source_level': 6009, 'target_conrey_index': 1, 'target_dim': 92, 'target_embedding_index': 20, 'target_hecke_orbit_code': 9007199288301433, 'target_is_minimal': True, 'target_label': '6009.2.a.c.1.20', 'target_level': 6009, 'twist_class_label': '6009.2.a.c.1.20', 'twist_class_level': 6009, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 9007199288301433 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': '6009.2.a.c', 'level': 6009, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 106144000
{'hecke_orbit_code': 9007199288301433, 'n': 1, 'trace_an': 92}
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id: 106144001
{'hecke_orbit_code': 9007199288301433, 'n': 2, 'trace_an': 17}
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id: 106144002
{'hecke_orbit_code': 9007199288301433, 'n': 3, 'trace_an': 92}
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id: 106144003
{'hecke_orbit_code': 9007199288301433, 'n': 4, 'trace_an': 107}
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id: 106144004
{'hecke_orbit_code': 9007199288301433, 'n': 5, 'trace_an': 34}
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id: 106144005
{'hecke_orbit_code': 9007199288301433, 'n': 6, 'trace_an': 17}
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id: 106144006
{'hecke_orbit_code': 9007199288301433, 'n': 7, 'trace_an': 22}
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id: 106144007
{'hecke_orbit_code': 9007199288301433, 'n': 8, 'trace_an': 51}
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id: 106144008
{'hecke_orbit_code': 9007199288301433, 'n': 9, 'trace_an': 92}
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id: 106144009
{'hecke_orbit_code': 9007199288301433, 'n': 10, 'trace_an': 13}
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id: 106144010
{'hecke_orbit_code': 9007199288301433, 'n': 11, 'trace_an': 40}
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id: 106144011
{'hecke_orbit_code': 9007199288301433, 'n': 12, 'trace_an': 107}
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id: 106144012
{'hecke_orbit_code': 9007199288301433, 'n': 13, 'trace_an': 6}
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id: 106144013
{'hecke_orbit_code': 9007199288301433, 'n': 14, 'trace_an': 37}
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id: 106144014
{'hecke_orbit_code': 9007199288301433, 'n': 15, 'trace_an': 34}
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id: 106144015
{'hecke_orbit_code': 9007199288301433, 'n': 16, 'trace_an': 133}
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id: 106144016
{'hecke_orbit_code': 9007199288301433, 'n': 17, 'trace_an': 77}
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id: 106144017
{'hecke_orbit_code': 9007199288301433, 'n': 18, 'trace_an': 17}
-
id: 106144018
{'hecke_orbit_code': 9007199288301433, 'n': 19, 'trace_an': 34}
-
id: 106144019
{'hecke_orbit_code': 9007199288301433, 'n': 20, 'trace_an': 55}
-
id: 106144020
{'hecke_orbit_code': 9007199288301433, 'n': 21, 'trace_an': 22}
-
id: 106144021
{'hecke_orbit_code': 9007199288301433, 'n': 22, 'trace_an': 8}
-
id: 106144022
{'hecke_orbit_code': 9007199288301433, 'n': 23, 'trace_an': 83}
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id: 106144023
{'hecke_orbit_code': 9007199288301433, 'n': 24, 'trace_an': 51}
-
id: 106144024
{'hecke_orbit_code': 9007199288301433, 'n': 25, 'trace_an': 110}
-
id: 106144025
{'hecke_orbit_code': 9007199288301433, 'n': 26, 'trace_an': 22}
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id: 106144026
{'hecke_orbit_code': 9007199288301433, 'n': 27, 'trace_an': 92}
-
id: 106144027
{'hecke_orbit_code': 9007199288301433, 'n': 28, 'trace_an': 32}
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id: 106144028
{'hecke_orbit_code': 9007199288301433, 'n': 29, 'trace_an': 97}
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id: 106144029
{'hecke_orbit_code': 9007199288301433, 'n': 30, 'trace_an': 13}
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id: 106144030
{'hecke_orbit_code': 9007199288301433, 'n': 31, 'trace_an': 44}
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