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{'Nk2': 24008, 'analytic_conductor': 47.926211293172486, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3001, -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': [6002, 1, [3015], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 47, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_orbit': 1, 'hecke_orbit_code': 33560434, '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': '6002.2.a.a', 'level': 6002, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3001], 'level_radical': 6002, 'minimal_twist': '6002.2.a.a', 'prim_orbit_index': 1, 'related_objects': 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{'AL_dims': [[[[2, -1], [3001, -1]], 47, 1], [[[2, 1], [3001, 1]], 56, 1], [[[2, 1], [3001, -1]], 69, 1], [[[2, -1], [3001, 1]], 79, 1]], 'ALdims': [56, 69, 79, 47], 'Nk2': 24008, 'analytic_conductor': 47.926211293172486, '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': [6002, 1, [3015], [1]], 'conrey_index': 1, 'cusp_dim': 749, 'dim': 251, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_orbit_code': 33560434, 'hecke_orbit_dims': [47, 56, 69, 79], 'label': '6002.2.a', 'level': 6002, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3001], 'level_radical': 6002, 'mf_dim': 752, 'mf_new_dim': 251, 'num_forms': 4, 'plus_dim': 103, 'prim_orbit_index': 1, 'relative_dim': 251, 'sturm_bound': 1501, 'trace_bound': 1, 'trace_display': [1, 4, 2, 4], 'traces': [251, 1, 4, 251, 2, 4, 4, 1, 255, 6, -4, 4, 8, 0, 8, 251, 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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': 47, 'source_embedding_index': 11, 'source_hecke_orbit_code': 33560434, 'source_is_minimal': True, 'source_label': '6002.2.a.a.1.11', 'source_level': 6002, 'target_conrey_index': 1, 'target_dim': 47, 'target_embedding_index': 11, 'target_hecke_orbit_code': 33560434, 'target_is_minimal': True, 'target_label': '6002.2.a.a.1.11', 'target_level': 6002, 'twist_class_label': '6002.2.a.a.1.11', 'twist_class_level': 6002, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 33560434 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '6002.2.a.a', 'level': 6002, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 5983000
{'hecke_orbit_code': 33560434, 'n': 1, 'trace_an': 47}
-
id: 5983001
{'hecke_orbit_code': 33560434, 'n': 2, 'trace_an': 47}
-
id: 5983002
{'hecke_orbit_code': 33560434, 'n': 3, 'trace_an': -13}
-
id: 5983003
{'hecke_orbit_code': 33560434, 'n': 4, 'trace_an': 47}
-
id: 5983004
{'hecke_orbit_code': 33560434, 'n': 5, 'trace_an': -14}
-
id: 5983005
{'hecke_orbit_code': 33560434, 'n': 6, 'trace_an': -13}
-
id: 5983006
{'hecke_orbit_code': 33560434, 'n': 7, 'trace_an': -17}
-
id: 5983007
{'hecke_orbit_code': 33560434, 'n': 8, 'trace_an': 47}
-
id: 5983008
{'hecke_orbit_code': 33560434, 'n': 9, 'trace_an': 12}
-
id: 5983009
{'hecke_orbit_code': 33560434, 'n': 10, 'trace_an': -14}
-
id: 5983010
{'hecke_orbit_code': 33560434, 'n': 11, 'trace_an': -30}
-
id: 5983011
{'hecke_orbit_code': 33560434, 'n': 12, 'trace_an': -13}
-
id: 5983012
{'hecke_orbit_code': 33560434, 'n': 13, 'trace_an': -39}
-
id: 5983013
{'hecke_orbit_code': 33560434, 'n': 14, 'trace_an': -17}
-
id: 5983014
{'hecke_orbit_code': 33560434, 'n': 15, 'trace_an': -18}
-
id: 5983015
{'hecke_orbit_code': 33560434, 'n': 16, 'trace_an': 47}
-
id: 5983016
{'hecke_orbit_code': 33560434, 'n': 17, 'trace_an': -26}
-
id: 5983017
{'hecke_orbit_code': 33560434, 'n': 18, 'trace_an': 12}
-
id: 5983018
{'hecke_orbit_code': 33560434, 'n': 19, 'trace_an': -23}
-
id: 5983019
{'hecke_orbit_code': 33560434, 'n': 20, 'trace_an': -14}
-
id: 5983020
{'hecke_orbit_code': 33560434, 'n': 21, 'trace_an': -39}
-
id: 5983021
{'hecke_orbit_code': 33560434, 'n': 22, 'trace_an': -30}
-
id: 5983022
{'hecke_orbit_code': 33560434, 'n': 23, 'trace_an': -25}
-
id: 5983023
{'hecke_orbit_code': 33560434, 'n': 24, 'trace_an': -13}
-
id: 5983024
{'hecke_orbit_code': 33560434, 'n': 25, 'trace_an': -19}
-
id: 5983025
{'hecke_orbit_code': 33560434, 'n': 26, 'trace_an': -39}
-
id: 5983026
{'hecke_orbit_code': 33560434, 'n': 27, 'trace_an': -46}
-
id: 5983027
{'hecke_orbit_code': 33560434, 'n': 28, 'trace_an': -17}
-
id: 5983028
{'hecke_orbit_code': 33560434, 'n': 29, 'trace_an': -53}
-
id: 5983029
{'hecke_orbit_code': 33560434, 'n': 30, 'trace_an': -18}
-
id: 5983030
{'hecke_orbit_code': 33560434, 'n': 31, 'trace_an': -23}
-
id: 5983031
{'hecke_orbit_code': 33560434, 'n': 32, 'trace_an': 47}
-
id: 5983032
{'hecke_orbit_code': 33560434, 'n': 33, 'trace_an': -26}
-
id: 5983033
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