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{'Nk2': 16088, 'analytic_conductor': 32.11583169295897, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [2011, 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': [4022, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 50, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-7247872, -69431688, 754332012, 8640434350, -1194066907, -172871825139, -120973934218, 1663747090432, 1199304785983, -9728325223748, -4661160681120, 37328548470926, 6260471879369, -95942284971593, 11465102794277, 166483231063992, -59619384463911, -197983046178144, 112600447018767, 163094592476364, -128929832682305, -92108848026655, 100881215356708, 33196809655214, -56753606370423, -5041504194108, 23507667600637, -1954931011600, -7215530960400, 1630561431474, 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{'AL_dims': [[[[2, -1], [2011, -1]], 34, 2], [[[2, 1], [2011, -1]], 47, 2], [[[2, -1], [2011, 1]], 50, 1], [[[2, 1], [2011, 1]], 37, 1]], 'ALdims': [37, 47, 50, 34], 'Nk2': 16088, 'analytic_conductor': 32.11583169295897, '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': [4022, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 502, 'dim': 168, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33558454, 'hecke_orbit_dims': [1, 3, 31, 37, 46, 50], 'label': '4022.2.a', 'level': 4022, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 2011], 'level_radical': 4022, 'mf_dim': 505, 'mf_new_dim': 168, 'num_forms': 6, 'plus_dim': 71, 'prim_orbit_index': 1, 'relative_dim': 168, 'sturm_bound': 1006, 'trace_bound': 1, 'trace_display': [0, 4, 2, 4], 'traces': [168, 0, 4, 168, 2, -2, 4, 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': 11, 'source_hecke_orbit_code': 22517998170410934, 'source_is_minimal': True, 'source_label': '4022.2.a.f.1.11', 'source_level': 4022, 'target_conrey_index': 1, 'target_dim': 50, 'target_embedding_index': 11, 'target_hecke_orbit_code': 22517998170410934, 'target_is_minimal': True, 'target_label': '4022.2.a.f.1.11', 'target_level': 4022, 'twist_class_label': '4022.2.a.f.1.11', 'twist_class_level': 4022, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 22517998170410934 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': 6, 'label': '4022.2.a.f', 'level': 4022, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 164369000
{'hecke_orbit_code': 22517998170410934, 'n': 1, 'trace_an': 50}
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id: 164369001
{'hecke_orbit_code': 22517998170410934, 'n': 2, 'trace_an': 50}
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id: 164369002
{'hecke_orbit_code': 22517998170410934, 'n': 3, 'trace_an': 18}
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id: 164369003
{'hecke_orbit_code': 22517998170410934, 'n': 4, 'trace_an': 50}
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id: 164369004
{'hecke_orbit_code': 22517998170410934, 'n': 5, 'trace_an': 11}
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id: 164369005
{'hecke_orbit_code': 22517998170410934, 'n': 6, 'trace_an': 18}
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id: 164369006
{'hecke_orbit_code': 22517998170410934, 'n': 7, 'trace_an': 30}
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id: 164369007
{'hecke_orbit_code': 22517998170410934, 'n': 8, 'trace_an': 50}
-
id: 164369008
{'hecke_orbit_code': 22517998170410934, 'n': 9, 'trace_an': 66}
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id: 164369009
{'hecke_orbit_code': 22517998170410934, 'n': 10, 'trace_an': 11}
-
id: 164369010
{'hecke_orbit_code': 22517998170410934, 'n': 11, 'trace_an': 21}
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id: 164369011
{'hecke_orbit_code': 22517998170410934, 'n': 12, 'trace_an': 18}
-
id: 164369012
{'hecke_orbit_code': 22517998170410934, 'n': 13, 'trace_an': 26}
-
id: 164369013
{'hecke_orbit_code': 22517998170410934, 'n': 14, 'trace_an': 30}
-
id: 164369014
{'hecke_orbit_code': 22517998170410934, 'n': 15, 'trace_an': 17}
-
id: 164369015
{'hecke_orbit_code': 22517998170410934, 'n': 16, 'trace_an': 50}
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id: 164369016
{'hecke_orbit_code': 22517998170410934, 'n': 17, 'trace_an': 24}
-
id: 164369017
{'hecke_orbit_code': 22517998170410934, 'n': 18, 'trace_an': 66}
-
id: 164369018
{'hecke_orbit_code': 22517998170410934, 'n': 19, 'trace_an': 39}
-
id: 164369019
{'hecke_orbit_code': 22517998170410934, 'n': 20, 'trace_an': 11}
-
id: 164369020
{'hecke_orbit_code': 22517998170410934, 'n': 21, 'trace_an': -1}
-
id: 164369021
{'hecke_orbit_code': 22517998170410934, 'n': 22, 'trace_an': 21}
-
id: 164369022
{'hecke_orbit_code': 22517998170410934, 'n': 23, 'trace_an': 28}
-
id: 164369023
{'hecke_orbit_code': 22517998170410934, 'n': 24, 'trace_an': 18}
-
id: 164369024
{'hecke_orbit_code': 22517998170410934, 'n': 25, 'trace_an': 79}
-
id: 164369025
{'hecke_orbit_code': 22517998170410934, 'n': 26, 'trace_an': 26}
-
id: 164369026
{'hecke_orbit_code': 22517998170410934, 'n': 27, 'trace_an': 66}
-
id: 164369027
{'hecke_orbit_code': 22517998170410934, 'n': 28, 'trace_an': 30}
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id: 164369028
{'hecke_orbit_code': 22517998170410934, 'n': 29, 'trace_an': -5}
-
id: 164369029
{'hecke_orbit_code': 22517998170410934, 'n': 30, 'trace_an': 17}
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