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mf_newforms • Show schema
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{'Nk2': 1600, 'analytic_conductor': 7.809625637103044, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 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': [25, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 649, 'field_disc_factorization': [[11, 1], [59, 1]], 'field_poly': [-162, -1, 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': [[2, [-106, -15, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398643699737, 'hecke_ring_generator_nbound': 2, '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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '25.8.a.e', 'level': 25, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '25.8.a.c', 'nf_label': '2.2.649.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(8-\\beta )q^{2}+(21-2\\beta )q^{3}+(98-15\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.8.a', 'trace_display': [15, 40, 0, -600], 'trace_hash': 2287483268396700555, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.045', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.957', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.264', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.515', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.079', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1]], 4, 2], [[[5, 1]], 5, 3]], 'ALdims': [5, 4], 'Nk2': 1600, 'analytic_conductor': 7.809625637103044, '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': [25, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 15, 'dim': 9, 'eis_dim': 6, 'eis_new_dim': 3, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217753, 'hecke_orbit_dims': [1, 2, 2, 2, 2], 'label': '25.8.a', 'level': 25, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 21, 'mf_new_dim': 12, 'num_forms': 5, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 20, 'trace_bound': 2, 'trace_display': [-6, 28, 0, 1744], 'traces': [9, -6, 28, 502, 0, 858, 1744, -2280, -1167, 0, -252, 26624, -7402, -42036, 0, 37394, 39594, -29582, 35500, 0, -96072, -103832, 111168, 195150, 0, 107868, 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mf_twists_cc • Show schema
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id: 44137275
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643699737, 'source_is_minimal': True, 'source_label': '25.8.a.e.1.2', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398643699737, 'target_is_minimal': True, 'target_label': '25.8.a.e.1.2', 'target_level': 25, 'twist_class_label': '25.8.a.c.1.1', 'twist_class_level': 25, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
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id: 44137276
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643699737, 'source_is_minimal': True, 'source_label': '25.8.a.e.1.2', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996407922913, 'target_is_minimal': False, 'target_label': '225.8.a.k.1.1', 'target_level': 225, 'twist_class_label': '25.8.a.c.1.1', 'twist_class_level': 25, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
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id: 44137277
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643699737, 'source_is_minimal': True, 'source_label': '25.8.a.e.1.2', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 94575592308998544, 'target_is_minimal': False, 'target_label': '400.8.a.v.1.1', 'target_level': 400, 'twist_class_label': '25.8.a.c.1.1', 'twist_class_level': 25, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
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id: 44137278
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643699737, 'source_is_minimal': True, 'source_label': '25.8.a.e.1.2', 'source_level': 25, 'target_conrey_index': 24, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503668481064985, 'target_is_minimal': False, 'target_label': '25.8.b.b.24.4', 'target_level': 25, 'twist_class_label': '25.8.a.c.1.1', 'twist_class_level': 25, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 8}
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id: 44137279
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643699737, 'source_is_minimal': True, 'source_label': '25.8.a.e.1.2', 'source_level': 25, 'target_conrey_index': 24, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668481064985, 'target_is_minimal': False, 'target_label': '25.8.b.b.24.1', 'target_level': 25, 'twist_class_label': '25.8.a.c.1.1', 'twist_class_level': 25, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 8}
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id: 44137280
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643699737, 'source_is_minimal': True, 'source_label': '25.8.a.e.1.2', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199388958745, 'target_is_minimal': True, 'target_label': '25.8.a.c.1.1', 'target_level': 25, 'twist_class_label': '25.8.a.c.1.1', 'twist_class_level': 25, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 8}
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id: 44137281
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643699737, 'source_is_minimal': True, 'source_label': '25.8.a.e.1.2', 'source_level': 25, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539664754770145, 'target_is_minimal': False, 'target_label': '225.8.b.l.199.1', 'target_level': 225, 'twist_class_label': '25.8.a.c.1.1', 'twist_class_level': 25, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 8}
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id: 44137282
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643699737, 'source_is_minimal': True, 'source_label': '25.8.a.e.1.2', 'source_level': 25, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 49539664754770145, 'target_is_minimal': False, 'target_label': '225.8.b.l.199.4', 'target_level': 225, 'twist_class_label': '25.8.a.c.1.1', 'twist_class_level': 25, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 8}
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id: 44137283
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643699737, 'source_is_minimal': True, 'source_label': '25.8.a.e.1.2', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 94575592308998369, 'target_is_minimal': False, 'target_label': '225.8.a.v.1.2', 'target_level': 225, 'twist_class_label': '25.8.a.c.1.1', 'twist_class_level': 25, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 8}
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id: 44137284
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643699737, 'source_is_minimal': True, 'source_label': '25.8.a.e.1.2', 'source_level': 25, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064930865840528, 'target_is_minimal': False, 'target_label': '400.8.c.s.49.1', 'target_level': 400, 'twist_class_label': '25.8.a.c.1.1', 'twist_class_level': 25, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 8}
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id: 44137285
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643699737, 'source_is_minimal': True, 'source_label': '25.8.a.e.1.2', 'source_level': 25, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 81064930865840528, 'target_is_minimal': False, 'target_label': '400.8.c.s.49.4', 'target_level': 400, 'twist_class_label': '25.8.a.c.1.1', 'twist_class_level': 25, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 8}
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id: 44137286
{'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398643699737, 'source_is_minimal': True, 'source_label': '25.8.a.e.1.2', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 130604389327962512, 'target_is_minimal': False, 'target_label': '400.8.a.bd.1.2', 'target_level': 400, 'twist_class_label': '25.8.a.c.1.1', 'twist_class_level': 25, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 94925
{'charpoly_factorization': [[[-106, -15, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 2}
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id: 94926
{'charpoly_factorization': [[[-249, -40, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 3}
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id: 94927
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398643699737, 'p': 5}
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id: 94928
{'charpoly_factorization': [[[-1054836, 600, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 7}
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id: 94929
{'charpoly_factorization': [[[-5423041, -4344, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 11}
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id: 94930
{'charpoly_factorization': [[[51136816, -17680, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 13}
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id: 94931
{'charpoly_factorization': [[[-68614471, -6870, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 17}
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id: 94932
{'charpoly_factorization': [[[-117098225, -18200, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 19}
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id: 94933
{'charpoly_factorization': [[[-7241627844, -21120, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 23}
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id: 94934
{'charpoly_factorization': [[[-27320953600, -55800, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 29}
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id: 94935
{'charpoly_factorization': [[[19481626044, 301776, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 31}
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id: 94936
{'charpoly_factorization': [[[72425629684, -609860, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 37}
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id: 94937
{'charpoly_factorization': [[[2293303049, 108486, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 41}
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id: 94938
{'charpoly_factorization': [[[168009863536, -966400, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 43}
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id: 94939
{'charpoly_factorization': [[[768835854224, -1787880, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 47}
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id: 94940
{'charpoly_factorization': [[[-310528480924, -130740, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 53}
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id: 94941
{'charpoly_factorization': [[[-174052062400, -2067600, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 59}
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id: 94942
{'charpoly_factorization': [[[-8129212445516, -582044, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 61}
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id: 94943
{'charpoly_factorization': [[[-858879415521, -255720, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 67}
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id: 94944
{'charpoly_factorization': [[[5183381635664, 4728216, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 71}
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id: 94945
{'charpoly_factorization': [[[-708123554519, 1339430, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 73}
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id: 94946
{'charpoly_factorization': [[[11646468081900, 7186200, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 79}
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id: 94947
{'charpoly_factorization': [[[35517015006471, -12049560, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 83}
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id: 94948
{'charpoly_factorization': [[[-22736713427775, 5990850, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 89}
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id: 94949
{'charpoly_factorization': [[[70829616805924, 17120020, 1], 1]], 'hecke_orbit_code': 18014398643699737, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '25.8.a.e', 'level': 25, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 155835000
{'hecke_orbit_code': 18014398643699737, 'n': 1, 'trace_an': 2}
-
id: 155835001
{'hecke_orbit_code': 18014398643699737, 'n': 2, 'trace_an': 15}
-
id: 155835002
{'hecke_orbit_code': 18014398643699737, 'n': 3, 'trace_an': 40}
-
id: 155835003
{'hecke_orbit_code': 18014398643699737, 'n': 4, 'trace_an': 181}
-
id: 155835004
{'hecke_orbit_code': 18014398643699737, 'n': 5, 'trace_an': 0}
-
id: 155835005
{'hecke_orbit_code': 18014398643699737, 'n': 6, 'trace_an': 949}
-
id: 155835006
{'hecke_orbit_code': 18014398643699737, 'n': 7, 'trace_an': -600}
-
id: 155835007
{'hecke_orbit_code': 18014398643699737, 'n': 8, 'trace_an': 4305}
-
id: 155835008
{'hecke_orbit_code': 18014398643699737, 'n': 9, 'trace_an': -2276}
-
id: 155835009
{'hecke_orbit_code': 18014398643699737, 'n': 10, 'trace_an': 0}
-
id: 155835010
{'hecke_orbit_code': 18014398643699737, 'n': 11, 'trace_an': 4344}
-
id: 155835011
{'hecke_orbit_code': 18014398643699737, 'n': 12, 'trace_an': 13355}
-
id: 155835012
{'hecke_orbit_code': 18014398643699737, 'n': 13, 'trace_an': 17680}
-
id: 155835013
{'hecke_orbit_code': 18014398643699737, 'n': 14, 'trace_an': -31758}
-
id: 155835014
{'hecke_orbit_code': 18014398643699737, 'n': 15, 'trace_an': 0}
-
id: 155835015
{'hecke_orbit_code': 18014398643699737, 'n': 16, 'trace_an': 33457}
-
id: 155835016
{'hecke_orbit_code': 18014398643699737, 'n': 17, 'trace_an': 6870}
-
id: 155835017
{'hecke_orbit_code': 18014398643699737, 'n': 18, 'trace_an': 8890}
-
id: 155835018
{'hecke_orbit_code': 18014398643699737, 'n': 19, 'trace_an': 18200}
-
id: 155835019
{'hecke_orbit_code': 18014398643699737, 'n': 20, 'trace_an': 0}
-
id: 155835020
{'hecke_orbit_code': 18014398643699737, 'n': 21, 'trace_an': -66516}
-
id: 155835021
{'hecke_orbit_code': 18014398643699737, 'n': 22, 'trace_an': -48545}
-
id: 155835022
{'hecke_orbit_code': 18014398643699737, 'n': 23, 'trace_an': 21120}
-
id: 155835023
{'hecke_orbit_code': 18014398643699737, 'n': 24, 'trace_an': 134775}
-
id: 155835024
{'hecke_orbit_code': 18014398643699737, 'n': 25, 'trace_an': 0}
-
id: 155835025
{'hecke_orbit_code': 18014398643699737, 'n': 26, 'trace_an': 204}
-
id: 155835026
{'hecke_orbit_code': 18014398643699737, 'n': 27, 'trace_an': -81080}
-
id: 155835027
{'hecke_orbit_code': 18014398643699737, 'n': 28, 'trace_an': -463170}
-
id: 155835028
{'hecke_orbit_code': 18014398643699737, 'n': 29, 'trace_an': 55800}
-
id: 155835029
{'hecke_orbit_code': 18014398643699737, 'n': 30, 'trace_an': 0}
-
id: 155835030
{'hecke_orbit_code': 18014398643699737, 'n': 31, 'trace_an': -301776}
-
id: 155835031
{'hecke_orbit_code': 18014398643699737, 'n': 32, 'trace_an': -42135}
-
id: 155835032
{'hecke_orbit_code': 18014398643699737, 'n': 33, 'trace_an': -75370}
-
id: 155835033
{'hecke_orbit_code': 18014398643699737, 'n': 34, 'trace_an': -176923}
-
id: 155835034
{'hecke_orbit_code': 18014398643699737, 'n': 35, 'trace_an': 0}
-
id: 155835035
{'hecke_orbit_code': 18014398643699737, 'n': 36, 'trace_an': 183422}
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