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mf_newforms • Show schema
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{'Nk2': 3311, 'analytic_conductor': 1.652404256827871, 'analytic_rank': 0, 'analytic_rank_proved': True, 'artin_degree': 8, 'artin_field': [32, -10, 11, -2, 1], 'artin_field_label': '4.0.23177.1', 'artin_image': '8.3', 'char_conductor': 3311, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [3311, 2, [1893, 904, 2927], [1, 1, 1]], 'cm_discs': [-7, -3311], 'conrey_index': 3310, 'conrey_indexes': [3310], 'dim': 1, 'embedded_related_objects': [['ArtinRepresentation/2.7_11_43.4t3.4c1']], 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-2, 1]], [3, [0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518479189970159, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
Hide schema
{'Nk2': 3311, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 1.652404256827871, 'char_conductor': 3311, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [3311, 2, [1893, 904, 2927], [1, 1, 1]], 'conrey_index': 3310, 'cusp_dim': 38, 'dihedral_dim': 38, 'dim': 38, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_orbit_code': 481053117679, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 6, 6], 'label': '3311.1.h', 'level': 3311, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 11, 43], 'level_radical': 3311, 'mf_dim': 42, 'mf_new_dim': 42, 'num_forms': 16, 'prim_orbit_index': 8, 'relative_dim': 38, 's4_dim': 0, 'sturm_bound': 352, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [38, 0, 0, 30, 0, 0, 0, 0, 26, 0, -6, 0, 0, -2, -8, 22, 0, 0, 0, 0, 0, 0, 0, 0, 26, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 18, 0, 0, 0, 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mf_twists_cc • Show schema
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id: 45254399
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 3310, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518479189970159, 'source_is_minimal': True, 'source_label': '3311.1.h.f.3310.1', 'source_level': 3311, 'target_conrey_index': 3310, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518479189970159, 'target_is_minimal': True, 'target_label': '3311.1.h.f.3310.1', 'target_level': 3311, 'twist_class_label': '3311.1.h.a.3310.1', 'twist_class_level': 3311, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 1}
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id: 45254400
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3310, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518479189970159, 'source_is_minimal': True, 'source_label': '3311.1.h.f.3310.1', 'source_level': 3311, 'target_conrey_index': 3310, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518479189970159, 'target_is_minimal': True, 'target_label': '3311.1.h.f.3310.1', 'target_level': 3311, 'twist_class_label': '3311.1.h.a.3310.1', 'twist_class_level': 3311, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 1}
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id: 45254401
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3310, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518479189970159, 'source_is_minimal': True, 'source_label': '3311.1.h.f.3310.1', 'source_level': 3311, 'target_conrey_index': 3310, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 481053117679, 'target_is_minimal': True, 'target_label': '3311.1.h.a.3310.1', 'target_level': 3311, 'twist_class_label': '3311.1.h.a.3310.1', 'twist_class_level': 3311, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 1}
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id: 45254402
{'conductor': 43, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3310, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518479189970159, 'source_is_minimal': True, 'source_label': '3311.1.h.f.3310.1', 'source_level': 3311, 'target_conrey_index': 3310, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 481053117679, 'target_is_minimal': True, 'target_label': '3311.1.h.a.3310.1', 'target_level': 3311, 'twist_class_label': '3311.1.h.a.3310.1', 'twist_class_level': 3311, 'twisting_char_label': '43.42', 'twisting_conrey_index': 42, 'weight': 1}
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id: 45254403
{'conductor': 77, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 3310, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518479189970159, 'source_is_minimal': True, 'source_label': '3311.1.h.f.3310.1', 'source_level': 3311, 'target_conrey_index': 3310, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 481053117679, 'target_is_minimal': True, 'target_label': '3311.1.h.a.3310.1', 'target_level': 3311, 'twist_class_label': '3311.1.h.a.3310.1', 'twist_class_level': 3311, 'twisting_char_label': '77.76', 'twisting_conrey_index': 76, 'weight': 1}
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id: 45254404
{'conductor': 301, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 3310, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518479189970159, 'source_is_minimal': True, 'source_label': '3311.1.h.f.3310.1', 'source_level': 3311, 'target_conrey_index': 3310, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 481053117679, 'target_is_minimal': True, 'target_label': '3311.1.h.a.3310.1', 'target_level': 3311, 'twist_class_label': '3311.1.h.a.3310.1', 'twist_class_level': 3311, 'twisting_char_label': '301.300', 'twisting_conrey_index': 300, 'weight': 1}
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id: 45254405
{'conductor': 473, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 3310, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518479189970159, 'source_is_minimal': True, 'source_label': '3311.1.h.f.3310.1', 'source_level': 3311, 'target_conrey_index': 3310, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518479189970159, 'target_is_minimal': True, 'target_label': '3311.1.h.f.3310.1', 'target_level': 3311, 'twist_class_label': '3311.1.h.a.3310.1', 'twist_class_level': 3311, 'twisting_char_label': '473.472', 'twisting_conrey_index': 472, 'weight': 1}
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id: 45254406
{'conductor': 3311, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3310, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518479189970159, 'source_is_minimal': True, 'source_label': '3311.1.h.f.3310.1', 'source_level': 3311, 'target_conrey_index': 3310, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518479189970159, 'target_is_minimal': True, 'target_label': '3311.1.h.f.3310.1', 'target_level': 3311, 'twist_class_label': '3311.1.h.a.3310.1', 'twist_class_level': 3311, 'twisting_char_label': '3311.3310', 'twisting_conrey_index': 3310, 'weight': 1}
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mf_hecke_charpolys • Show schema
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id: 3114400
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 2}
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id: 3114401
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 3}
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id: 3114402
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 5}
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id: 3114403
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 7}
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id: 3114404
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 11}
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id: 3114405
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 13}
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id: 3114406
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 17}
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id: 3114407
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 19}
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id: 3114408
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 23}
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id: 3114409
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 29}
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id: 3114410
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 31}
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id: 3114411
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 37}
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id: 3114412
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 41}
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id: 3114413
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 43}
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id: 3114414
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 47}
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id: 3114415
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 53}
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id: 3114416
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 59}
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id: 3114417
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 61}
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id: 3114418
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 67}
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id: 3114419
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 71}
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id: 3114420
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 73}
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id: 3114421
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 79}
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id: 3114422
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 83}
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id: 3114423
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 89}
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id: 3114424
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22518479189970159, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 8, 'hecke_orbit': 6, 'label': '3311.1.h.f', 'level': 3311, 'portrait': 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'weight': 1}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 172649000
{'hecke_orbit_code': 22518479189970159, 'n': 1, 'trace_an': 1}
-
id: 172649001
{'hecke_orbit_code': 22518479189970159, 'n': 2, 'trace_an': 2}
-
id: 172649002
{'hecke_orbit_code': 22518479189970159, 'n': 3, 'trace_an': 0}
-
id: 172649003
{'hecke_orbit_code': 22518479189970159, 'n': 4, 'trace_an': 3}
-
id: 172649004
{'hecke_orbit_code': 22518479189970159, 'n': 5, 'trace_an': 0}
-
id: 172649005
{'hecke_orbit_code': 22518479189970159, 'n': 6, 'trace_an': 0}
-
id: 172649006
{'hecke_orbit_code': 22518479189970159, 'n': 7, 'trace_an': 1}
-
id: 172649007
{'hecke_orbit_code': 22518479189970159, 'n': 8, 'trace_an': 4}
-
id: 172649008
{'hecke_orbit_code': 22518479189970159, 'n': 9, 'trace_an': -1}
-
id: 172649009
{'hecke_orbit_code': 22518479189970159, 'n': 10, 'trace_an': 0}
-
id: 172649010
{'hecke_orbit_code': 22518479189970159, 'n': 11, 'trace_an': -1}
-
id: 172649011
{'hecke_orbit_code': 22518479189970159, 'n': 12, 'trace_an': 0}
-
id: 172649012
{'hecke_orbit_code': 22518479189970159, 'n': 13, 'trace_an': 0}
-
id: 172649013
{'hecke_orbit_code': 22518479189970159, 'n': 14, 'trace_an': 2}
-
id: 172649014
{'hecke_orbit_code': 22518479189970159, 'n': 15, 'trace_an': 0}
-
id: 172649015
{'hecke_orbit_code': 22518479189970159, 'n': 16, 'trace_an': 5}
-
id: 172649016
{'hecke_orbit_code': 22518479189970159, 'n': 17, 'trace_an': 0}
-
id: 172649017
{'hecke_orbit_code': 22518479189970159, 'n': 18, 'trace_an': -2}
-
id: 172649018
{'hecke_orbit_code': 22518479189970159, 'n': 19, 'trace_an': 0}
-
id: 172649019
{'hecke_orbit_code': 22518479189970159, 'n': 20, 'trace_an': 0}
-
id: 172649020
{'hecke_orbit_code': 22518479189970159, 'n': 21, 'trace_an': 0}
-
id: 172649021
{'hecke_orbit_code': 22518479189970159, 'n': 22, 'trace_an': -2}
-
id: 172649022
{'hecke_orbit_code': 22518479189970159, 'n': 23, 'trace_an': -2}
-
id: 172649023
{'hecke_orbit_code': 22518479189970159, 'n': 24, 'trace_an': 0}
-
id: 172649024
{'hecke_orbit_code': 22518479189970159, 'n': 25, 'trace_an': -1}
-
id: 172649025
{'hecke_orbit_code': 22518479189970159, 'n': 26, 'trace_an': 0}
-
id: 172649026
{'hecke_orbit_code': 22518479189970159, 'n': 27, 'trace_an': 0}
-
id: 172649027
{'hecke_orbit_code': 22518479189970159, 'n': 28, 'trace_an': 3}
-
id: 172649028
{'hecke_orbit_code': 22518479189970159, 'n': 29, 'trace_an': -2}
-
id: 172649029
{'hecke_orbit_code': 22518479189970159, 'n': 30, 'trace_an': 0}
-
id: 172649030
{'hecke_orbit_code': 22518479189970159, 'n': 31, 'trace_an': 0}
-
id: 172649031
{'hecke_orbit_code': 22518479189970159, 'n': 32, 'trace_an': 6}
-
id: 172649032
{'hecke_orbit_code': 22518479189970159, 'n': 33, 'trace_an': 0}
-
id: 172649033
{'hecke_orbit_code': 22518479189970159, 'n': 34, 'trace_an': 0}
-
id: 172649034
{'hecke_orbit_code': 22518479189970159, 'n': 35, 'trace_an': 0}
-
id: 172649035
{'hecke_orbit_code': 22518479189970159, 'n': 36, 'trace_an': -3}
-
id: 172649036
{'hecke_orbit_code': 22518479189970159, 'n': 37, 'trace_an': 0}
-
id: 172649037
{'hecke_orbit_code': 22518479189970159, 'n': 38, 'trace_an': 0}
-
id: 172649038
{'hecke_orbit_code': 22518479189970159, 'n': 39, 'trace_an': 0}
-
id: 172649039
{'hecke_orbit_code': 22518479189970159, 'n': 40, 'trace_an': 0}
-
id: 172649040
{'hecke_orbit_code': 22518479189970159, 'n': 41, 'trace_an': 0}
-
id: 172649041
{'hecke_orbit_code': 22518479189970159, 'n': 42, 'trace_an': 0}
-
id: 172649042
{'hecke_orbit_code': 22518479189970159, 'n': 43, 'trace_an': -1}
-
id: 172649043
{'hecke_orbit_code': 22518479189970159, 'n': 44, 'trace_an': -3}
-
id: 172649044
{'hecke_orbit_code': 22518479189970159, 'n': 45, 'trace_an': 0}
-
id: 172649045
{'hecke_orbit_code': 22518479189970159, 'n': 46, 'trace_an': -4}
-
id: 172649046
{'hecke_orbit_code': 22518479189970159, 'n': 47, 'trace_an': 0}
-
id: 172649047
{'hecke_orbit_code': 22518479189970159, 'n': 48, 'trace_an': 0}
-
id: 172649048
{'hecke_orbit_code': 22518479189970159, 'n': 49, 'trace_an': 1}
-
id: 172649049
{'hecke_orbit_code': 22518479189970159, 'n': 50, 'trace_an': -2}
-
id: 172649050
{'hecke_orbit_code': 22518479189970159, 'n': 51, 'trace_an': 0}
-
id: 172649051
{'hecke_orbit_code': 22518479189970159, 'n': 52, 'trace_an': 0}
-
id: 172649052
{'hecke_orbit_code': 22518479189970159, 'n': 53, 'trace_an': 2}
-
id: 172649053
{'hecke_orbit_code': 22518479189970159, 'n': 54, 'trace_an': 0}
-
id: 172649054
{'hecke_orbit_code': 22518479189970159, 'n': 55, 'trace_an': 0}
-
id: 172649055
{'hecke_orbit_code': 22518479189970159, 'n': 56, 'trace_an': 4}
-
id: 172649056
{'hecke_orbit_code': 22518479189970159, 'n': 57, 'trace_an': 0}
-
id: 172649057
{'hecke_orbit_code': 22518479189970159, 'n': 58, 'trace_an': -4}
-
id: 172649058
{'hecke_orbit_code': 22518479189970159, 'n': 59, 'trace_an': 0}
-
id: 172649059
{'hecke_orbit_code': 22518479189970159, 'n': 60, 'trace_an': 0}
-
id: 172649060
{'hecke_orbit_code': 22518479189970159, 'n': 61, 'trace_an': 0}
-
id: 172649061
{'hecke_orbit_code': 22518479189970159, 'n': 62, 'trace_an': 0}
-
id: 172649062
{'hecke_orbit_code': 22518479189970159, 'n': 63, 'trace_an': -1}
-
id: 172649063
{'hecke_orbit_code': 22518479189970159, 'n': 64, 'trace_an': 7}
-
id: 172649064
{'hecke_orbit_code': 22518479189970159, 'n': 65, 'trace_an': 0}
-
id: 172649065
{'hecke_orbit_code': 22518479189970159, 'n': 66, 'trace_an': 0}
-
id: 172649066
{'hecke_orbit_code': 22518479189970159, 'n': 67, 'trace_an': 2}
-
id: 172649067
{'hecke_orbit_code': 22518479189970159, 'n': 68, 'trace_an': 0}
-
id: 172649068
{'hecke_orbit_code': 22518479189970159, 'n': 69, 'trace_an': 0}
-
id: 172649069
{'hecke_orbit_code': 22518479189970159, 'n': 70, 'trace_an': 0}
-
id: 172649070
{'hecke_orbit_code': 22518479189970159, 'n': 71, 'trace_an': 0}
-
id: 172649071
{'hecke_orbit_code': 22518479189970159, 'n': 72, 'trace_an': -4}
-
id: 172649072
{'hecke_orbit_code': 22518479189970159, 'n': 73, 'trace_an': 0}
-
id: 172649073
{'hecke_orbit_code': 22518479189970159, 'n': 74, 'trace_an': 0}
-
id: 172649074
{'hecke_orbit_code': 22518479189970159, 'n': 75, 'trace_an': 0}
-
id: 172649075
{'hecke_orbit_code': 22518479189970159, 'n': 76, 'trace_an': 0}
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