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mf_newforms • Show schema
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{'Nk2': 2664, 'analytic_conductor': 5.318036774617274, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [37, 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': [666, 1, [371, 631], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, '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, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [4, 1]], [7, [1, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798915666586, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': 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mf_hecke_cc • Show schema
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'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [37, -1]], 4, 3], [[[2, -1], [3, 1], [37, 1]], 2, 1], [[[2, 1], [3, -1], [37, -1]], 1, 1], [[[2, 1], [3, 1], [37, 1]], 2, 1], [[[2, -1], [3, 1], [37, -1]], 1, 1], [[[2, 1], [3, 1], [37, -1]], 1, 1], [[[2, -1], [3, -1], [37, 1]], 1, 1], [[[2, 1], [3, -1], [37, 1]], 3, 2]], 'ALdims': [2, 1, 3, 1, 2, 1, 1, 4], 'Nk2': 2664, 'analytic_conductor': 5.318036774617274, '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': [666, 1, [371, 631], [1, 1]], 'conrey_index': 1, 'cusp_dim': 107, 'dim': 15, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 33555098, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2], 'label': '666.2.a', 'level': 666, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 37], 'level_radical': 222, 'mf_dim': 122, 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-64, -68, 0, 156, -18, 0, -24, 104, 0, -62, -52, 0, 12], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 42585371
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915666586, 'source_is_minimal': False, 'source_label': '666.2.a.d.1.1', 'source_level': 666, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798915666586, 'target_is_minimal': False, 'target_label': '666.2.a.d.1.1', 'target_level': 666, 'twist_class_label': '222.2.a.c.1.1', 'twist_class_level': 222, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 42585372
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915666586, 'source_is_minimal': False, 'source_label': '666.2.a.d.1.1', 'source_level': 666, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199288295646, 'target_is_minimal': True, 'target_label': '222.2.a.c.1.1', 'target_level': 222, 'twist_class_label': '222.2.a.c.1.1', 'twist_class_level': 222, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 42585373
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915666586, 'source_is_minimal': False, 'source_label': '666.2.a.d.1.1', 'source_level': 666, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599660930256, 'target_is_minimal': False, 'target_label': '5328.2.a.b.1.1', 'target_level': 5328, 'twist_class_label': '222.2.a.c.1.1', 'twist_class_level': 222, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 42585374
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915666586, 'source_is_minimal': False, 'source_label': '666.2.a.d.1.1', 'source_level': 666, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398543038192, 'target_is_minimal': False, 'target_label': '1776.2.a.e.1.1', 'target_level': 1776, 'twist_class_label': '222.2.a.c.1.1', 'twist_class_level': 222, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 2}
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id: 42585375
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915666586, 'source_is_minimal': False, 'source_label': '666.2.a.d.1.1', 'source_level': 666, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 112589990717822382, 'target_is_minimal': False, 'target_label': '5550.2.a.z.1.1', 'target_level': 5550, 'twist_class_label': '222.2.a.c.1.1', 'twist_class_level': 222, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 2}
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id: 42585376
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915666586, 'source_is_minimal': False, 'source_label': '666.2.a.d.1.1', 'source_level': 666, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 33561536, 'target_is_minimal': False, 'target_label': '7104.2.a.a.1.1', 'target_level': 7104, 'twist_class_label': '222.2.a.c.1.1', 'twist_class_level': 222, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 42585377
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915666586, 'source_is_minimal': False, 'source_label': '666.2.a.d.1.1', 'source_level': 666, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67553994444118976, 'target_is_minimal': False, 'target_label': '7104.2.a.p.1.1', 'target_level': 7104, 'twist_class_label': '222.2.a.c.1.1', 'twist_class_level': 222, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 2}
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id: 42585378
{'conductor': 111, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915666586, 'source_is_minimal': False, 'source_label': '666.2.a.d.1.1', 'source_level': 666, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396679897110, 'target_is_minimal': False, 'target_label': '8214.2.a.j.1.1', 'target_level': 8214, 'twist_class_label': '222.2.a.c.1.1', 'twist_class_level': 222, 'twisting_char_label': '111.110', 'twisting_conrey_index': 110, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1184000
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 2}
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id: 1184001
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 3}
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id: 1184002
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 5}
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id: 1184003
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 7}
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id: 1184004
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 11}
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id: 1184005
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 13}
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id: 1184006
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 17}
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id: 1184007
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 19}
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id: 1184008
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 23}
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id: 1184009
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 29}
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id: 1184010
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 31}
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id: 1184011
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 37}
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id: 1184012
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 41}
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id: 1184013
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 43}
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id: 1184014
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 47}
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id: 1184015
{'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 53}
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id: 1184016
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 59}
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id: 1184017
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 61}
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id: 1184018
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 67}
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id: 1184019
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 71}
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id: 1184020
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 73}
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id: 1184021
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 79}
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id: 1184022
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 83}
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id: 1184023
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 89}
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id: 1184024
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 13510798915666586, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '666.2.a.d', 'level': 666, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 126044000
{'hecke_orbit_code': 13510798915666586, 'n': 1, 'trace_an': 1}
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id: 126044001
{'hecke_orbit_code': 13510798915666586, 'n': 2, 'trace_an': 1}
-
id: 126044002
{'hecke_orbit_code': 13510798915666586, 'n': 3, 'trace_an': 0}
-
id: 126044003
{'hecke_orbit_code': 13510798915666586, 'n': 4, 'trace_an': 1}
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id: 126044004
{'hecke_orbit_code': 13510798915666586, 'n': 5, 'trace_an': -4}
-
id: 126044005
{'hecke_orbit_code': 13510798915666586, 'n': 6, 'trace_an': 0}
-
id: 126044006
{'hecke_orbit_code': 13510798915666586, 'n': 7, 'trace_an': -1}
-
id: 126044007
{'hecke_orbit_code': 13510798915666586, 'n': 8, 'trace_an': 1}
-
id: 126044008
{'hecke_orbit_code': 13510798915666586, 'n': 9, 'trace_an': 0}
-
id: 126044009
{'hecke_orbit_code': 13510798915666586, 'n': 10, 'trace_an': -4}
-
id: 126044010
{'hecke_orbit_code': 13510798915666586, 'n': 11, 'trace_an': 1}
-
id: 126044011
{'hecke_orbit_code': 13510798915666586, 'n': 12, 'trace_an': 0}
-
id: 126044012
{'hecke_orbit_code': 13510798915666586, 'n': 13, 'trace_an': -3}
-
id: 126044013
{'hecke_orbit_code': 13510798915666586, 'n': 14, 'trace_an': -1}
-
id: 126044014
{'hecke_orbit_code': 13510798915666586, 'n': 15, 'trace_an': 0}
-
id: 126044015
{'hecke_orbit_code': 13510798915666586, 'n': 16, 'trace_an': 1}
-
id: 126044016
{'hecke_orbit_code': 13510798915666586, 'n': 17, 'trace_an': -3}
-
id: 126044017
{'hecke_orbit_code': 13510798915666586, 'n': 18, 'trace_an': 0}
-
id: 126044018
{'hecke_orbit_code': 13510798915666586, 'n': 19, 'trace_an': -5}
-
id: 126044019
{'hecke_orbit_code': 13510798915666586, 'n': 20, 'trace_an': -4}
-
id: 126044020
{'hecke_orbit_code': 13510798915666586, 'n': 21, 'trace_an': 0}
-
id: 126044021
{'hecke_orbit_code': 13510798915666586, 'n': 22, 'trace_an': 1}
-
id: 126044022
{'hecke_orbit_code': 13510798915666586, 'n': 23, 'trace_an': -5}
-
id: 126044023
{'hecke_orbit_code': 13510798915666586, 'n': 24, 'trace_an': 0}
-
id: 126044024
{'hecke_orbit_code': 13510798915666586, 'n': 25, 'trace_an': 11}
-
id: 126044025
{'hecke_orbit_code': 13510798915666586, 'n': 26, 'trace_an': -3}
-
id: 126044026
{'hecke_orbit_code': 13510798915666586, 'n': 27, 'trace_an': 0}
-
id: 126044027
{'hecke_orbit_code': 13510798915666586, 'n': 28, 'trace_an': -1}
-
id: 126044028
{'hecke_orbit_code': 13510798915666586, 'n': 29, 'trace_an': -4}
-
id: 126044029
{'hecke_orbit_code': 13510798915666586, 'n': 30, 'trace_an': 0}
-
id: 126044030
{'hecke_orbit_code': 13510798915666586, 'n': 31, 'trace_an': -10}
-
id: 126044031
{'hecke_orbit_code': 13510798915666586, 'n': 32, 'trace_an': 1}
-
id: 126044032
{'hecke_orbit_code': 13510798915666586, 'n': 33, 'trace_an': 0}
-
id: 126044033
{'hecke_orbit_code': 13510798915666586, 'n': 34, 'trace_an': -3}
-
id: 126044034
{'hecke_orbit_code': 13510798915666586, 'n': 35, 'trace_an': 4}
-
id: 126044035
{'hecke_orbit_code': 13510798915666586, 'n': 36, 'trace_an': 0}
-
id: 126044036
{'hecke_orbit_code': 13510798915666586, 'n': 37, 'trace_an': -1}
-
id: 126044037
{'hecke_orbit_code': 13510798915666586, 'n': 38, 'trace_an': -5}
-
id: 126044038
{'hecke_orbit_code': 13510798915666586, 'n': 39, 'trace_an': 0}
-
id: 126044039
{'hecke_orbit_code': 13510798915666586, 'n': 40, 'trace_an': -4}
-
id: 126044040
{'hecke_orbit_code': 13510798915666586, 'n': 41, 'trace_an': 6}
-
id: 126044041
{'hecke_orbit_code': 13510798915666586, 'n': 42, 'trace_an': 0}
-
id: 126044042
{'hecke_orbit_code': 13510798915666586, 'n': 43, 'trace_an': 4}
-
id: 126044043
{'hecke_orbit_code': 13510798915666586, 'n': 44, 'trace_an': 1}
-
id: 126044044
{'hecke_orbit_code': 13510798915666586, 'n': 45, 'trace_an': 0}
-
id: 126044045
{'hecke_orbit_code': 13510798915666586, 'n': 46, 'trace_an': -5}
-
id: 126044046
{'hecke_orbit_code': 13510798915666586, 'n': 47, 'trace_an': -2}
-
id: 126044047
{'hecke_orbit_code': 13510798915666586, 'n': 48, 'trace_an': 0}
-
id: 126044048
{'hecke_orbit_code': 13510798915666586, 'n': 49, 'trace_an': -6}
-
id: 126044049
{'hecke_orbit_code': 13510798915666586, 'n': 50, 'trace_an': 11}
-
id: 126044050
{'hecke_orbit_code': 13510798915666586, 'n': 51, 'trace_an': 0}
-
id: 126044051
{'hecke_orbit_code': 13510798915666586, 'n': 52, 'trace_an': -3}
-
id: 126044052
{'hecke_orbit_code': 13510798915666586, 'n': 53, 'trace_an': 11}
-
id: 126044053
{'hecke_orbit_code': 13510798915666586, 'n': 54, 'trace_an': 0}
-
id: 126044054
{'hecke_orbit_code': 13510798915666586, 'n': 55, 'trace_an': -4}
-
id: 126044055
{'hecke_orbit_code': 13510798915666586, 'n': 56, 'trace_an': -1}
-
id: 126044056
{'hecke_orbit_code': 13510798915666586, 'n': 57, 'trace_an': 0}
-
id: 126044057
{'hecke_orbit_code': 13510798915666586, 'n': 58, 'trace_an': -4}
-
id: 126044058
{'hecke_orbit_code': 13510798915666586, 'n': 59, 'trace_an': 12}
-
id: 126044059
{'hecke_orbit_code': 13510798915666586, 'n': 60, 'trace_an': 0}
-
id: 126044060
{'hecke_orbit_code': 13510798915666586, 'n': 61, 'trace_an': 10}
-
id: 126044061
{'hecke_orbit_code': 13510798915666586, 'n': 62, 'trace_an': -10}
-
id: 126044062
{'hecke_orbit_code': 13510798915666586, 'n': 63, 'trace_an': 0}
-
id: 126044063
{'hecke_orbit_code': 13510798915666586, 'n': 64, 'trace_an': 1}
-
id: 126044064
{'hecke_orbit_code': 13510798915666586, 'n': 65, 'trace_an': 12}
-
id: 126044065
{'hecke_orbit_code': 13510798915666586, 'n': 66, 'trace_an': 0}
-
id: 126044066
{'hecke_orbit_code': 13510798915666586, 'n': 67, 'trace_an': 14}
-
id: 126044067
{'hecke_orbit_code': 13510798915666586, 'n': 68, 'trace_an': -3}
-
id: 126044068
{'hecke_orbit_code': 13510798915666586, 'n': 69, 'trace_an': 0}
-
id: 126044069
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