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{'Nk2': 28672, 'analytic_conductor': 139.94849141688655, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [448, 1, [127, 197, 129], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 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': [[3, [46, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388959168, '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': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '448.8.a.c', 'level': 448, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '56.8.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-46q^{3}+160q^{5}-7^{3}q^{7}-71q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '448.8.a', 'trace_display': [0, -46, 160, -343], 'trace_hash': 496811434853836864, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.998', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.990', 'prec': 17}, 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-
mf_hecke_nf • Show schema
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[-691521572872], [1080291539948], [-47289392006], [-1456586790204], [1983160849368], [-1819676693476], [1950018218118], [1709967412992], [-891708474266], [-1462061434104], [-991589021648], [1120315546730], [-1280869895018], [394000487616], [104088425232], [-1579377029382], [1852771861290], [165598333012]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199388959168, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '448.8.a.c', 'level': 448, 'maxp': 2999, 'weight': 8}
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mf_newspaces • Show schema
Hide schema
{'ALdims': [21, 20, 21, 22], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [90, 87, 88, 87], 'Nk2': 28672, 'analytic_conductor': 139.94849141688655, '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': [448, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 436, 'dim': 84, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134218176, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 5, 5, 6, 6, 6, 6], 'label': '448.8.a', 'level': 448, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 460, 'mf_new_dim': 84, 'num_forms': 32, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 84, 'sturm_bound': 512, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [84, 0, 0, 0, 0, 0, 0, 0, 61236, 0, 0, 0, 0, 0, 0, 0, -5816, 0, 0, 0, 0, 0, 0, 0, 1280252, 0, 0, 0, 51688, 0, 0, 0, 198032, 0, 0, 0, -415576, 0, 0, 0, -319848, 0, 0, 0, -2210928, 0, 0, 0, 9882516, 0, 0, 0, 8639800, 0, 0, 0, 1372688, 0, 0, 0, 4559776, 0, 0, 0, 666624, 0, 0, 0, -5832528, 0, 0, 0, 2685304, 0, 0, 0, 5957224, 0, 0, 0, 58155428, 0, 0, 0, -15068000, 0, 0, 0, 4781048, 0, 0, 0, -17418240, 0, 0, 0, -3818296, 0, 0, 0, -27133968, 0, 0, 0, 0, 0, 0, 0, 34549512, 0, 0, 0, 7563704, 0, 0, 0, -84565776, 0, 0, 0, 159266660, 0, 0, 0, -152443248, 0, 0, 0, -28120976, 0, 0, 0, 0, 0, 0, 0, 16920168, 0, 0, 0, -28485216, 0, 0, 0, 68051232, 0, 0, 0, 27109432, 0, 0, 0, 62666280, 0, 0, 0, 210612032, 0, 0, 0, 46631536, 0, 0, 0, -57938592, 0, 0, 0, 211060316, 0, 0, 0, -32901120, 0, 0, 0, 77264752, 0, 0, 0, -61104912, 0, 0, 0, -231576576, 0, 0, 0, 311186064, 0, 0, 0, -316020392, 0, 0, 0, 257454520, 0, 0, 0, -86412016, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 329811
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '448.8.a.c', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '56.8.a.b', 'target_level': 56, 'twist_class_label': '56.8.a.b', 'twist_class_level': 56, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 329812
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '448.8.a.c', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.8.a.a', 'target_level': 112, 'twist_class_label': '56.8.a.b', 'twist_class_level': 56, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
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id: 329813
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '448.8.a.c', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '392.8.a.a', 'target_level': 392, 'twist_class_label': '56.8.a.b', 'twist_class_level': 56, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 8}
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id: 329814
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '448.8.a.c', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '448.8.a.c', 'target_level': 448, 'twist_class_label': '56.8.a.b', 'twist_class_level': 56, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 329815
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '448.8.a.c', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '448.8.a.h', 'target_level': 448, 'twist_class_label': '56.8.a.b', 'twist_class_level': 56, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 329816
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '448.8.a.c', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '504.8.a.b', 'target_level': 504, 'twist_class_label': '56.8.a.b', 'twist_class_level': 56, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 907175
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 2}
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id: 907176
{'charpoly_factorization': [[[46, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 3}
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id: 907177
{'charpoly_factorization': [[[-160, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 5}
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id: 907178
{'charpoly_factorization': [[[343, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 7}
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id: 907179
{'charpoly_factorization': [[[-6840, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 11}
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id: 907180
{'charpoly_factorization': [[[-2900, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 13}
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id: 907181
{'charpoly_factorization': [[[-16566, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 17}
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id: 907182
{'charpoly_factorization': [[[-6718, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 19}
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id: 907183
{'charpoly_factorization': [[[976, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 23}
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id: 907184
{'charpoly_factorization': [[[-61662, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 29}
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id: 907185
{'charpoly_factorization': [[[69236, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 31}
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id: 907186
{'charpoly_factorization': [[[-533062, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 37}
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id: 907187
{'charpoly_factorization': [[[-183158, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 41}
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id: 907188
{'charpoly_factorization': [[[966864, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 43}
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id: 907189
{'charpoly_factorization': [[[190268, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 47}
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id: 907190
{'charpoly_factorization': [[[-785010, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 53}
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id: 907191
{'charpoly_factorization': [[[2893594, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 59}
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id: 907192
{'charpoly_factorization': [[[-95896, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 61}
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id: 907193
{'charpoly_factorization': [[[-991644, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 67}
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id: 907194
{'charpoly_factorization': [[[-1068160, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 71}
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id: 907195
{'charpoly_factorization': [[[-2523458, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 73}
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id: 907196
{'charpoly_factorization': [[[-285848, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 79}
-
id: 907197
{'charpoly_factorization': [[[7094938, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 83}
-
id: 907198
{'charpoly_factorization': [[[252390, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 89}
-
id: 907199
{'charpoly_factorization': [[[1824794, 1], 1]], 'hecke_orbit_code': 9007199388959168, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '448.8.a.c', 'level': 448, 'portrait': 'data:image/png;base64,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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 29143141
{'hecke_orbit_code': 9007199388959168, 'n': 1, 'trace_an': 1}
-
id: 29143142
{'hecke_orbit_code': 9007199388959168, 'n': 2, 'trace_an': 0}
-
id: 29143143
{'hecke_orbit_code': 9007199388959168, 'n': 3, 'trace_an': -46}
-
id: 29143144
{'hecke_orbit_code': 9007199388959168, 'n': 4, 'trace_an': 0}
-
id: 29143145
{'hecke_orbit_code': 9007199388959168, 'n': 5, 'trace_an': 160}
-
id: 29143146
{'hecke_orbit_code': 9007199388959168, 'n': 6, 'trace_an': 0}
-
id: 29143147
{'hecke_orbit_code': 9007199388959168, 'n': 7, 'trace_an': -343}
-
id: 29143148
{'hecke_orbit_code': 9007199388959168, 'n': 8, 'trace_an': 0}
-
id: 29143149
{'hecke_orbit_code': 9007199388959168, 'n': 9, 'trace_an': -71}
-
id: 29143150
{'hecke_orbit_code': 9007199388959168, 'n': 10, 'trace_an': 0}
-
id: 29143151
{'hecke_orbit_code': 9007199388959168, 'n': 11, 'trace_an': 6840}
-
id: 29143152
{'hecke_orbit_code': 9007199388959168, 'n': 12, 'trace_an': 0}
-
id: 29143153
{'hecke_orbit_code': 9007199388959168, 'n': 13, 'trace_an': 2900}
-
id: 29143154
{'hecke_orbit_code': 9007199388959168, 'n': 14, 'trace_an': 0}
-
id: 29143155
{'hecke_orbit_code': 9007199388959168, 'n': 15, 'trace_an': -7360}
-
id: 29143156
{'hecke_orbit_code': 9007199388959168, 'n': 16, 'trace_an': 0}
-
id: 29143157
{'hecke_orbit_code': 9007199388959168, 'n': 17, 'trace_an': 16566}
-
id: 29143158
{'hecke_orbit_code': 9007199388959168, 'n': 18, 'trace_an': 0}
-
id: 29143159
{'hecke_orbit_code': 9007199388959168, 'n': 19, 'trace_an': 6718}
-
id: 29143160
{'hecke_orbit_code': 9007199388959168, 'n': 20, 'trace_an': 0}
-
id: 29143161
{'hecke_orbit_code': 9007199388959168, 'n': 21, 'trace_an': 15778}
-
id: 29143162
{'hecke_orbit_code': 9007199388959168, 'n': 22, 'trace_an': 0}
-
id: 29143163
{'hecke_orbit_code': 9007199388959168, 'n': 23, 'trace_an': -976}
-
id: 29143164
{'hecke_orbit_code': 9007199388959168, 'n': 24, 'trace_an': 0}
-
id: 29143165
{'hecke_orbit_code': 9007199388959168, 'n': 25, 'trace_an': -52525}
-
id: 29143166
{'hecke_orbit_code': 9007199388959168, 'n': 26, 'trace_an': 0}
-
id: 29143167
{'hecke_orbit_code': 9007199388959168, 'n': 27, 'trace_an': 103868}
-
id: 29143168
{'hecke_orbit_code': 9007199388959168, 'n': 28, 'trace_an': 0}
-
id: 29143169
{'hecke_orbit_code': 9007199388959168, 'n': 29, 'trace_an': 61662}
-
id: 29143170
{'hecke_orbit_code': 9007199388959168, 'n': 30, 'trace_an': 0}
-
id: 29143171
{'hecke_orbit_code': 9007199388959168, 'n': 31, 'trace_an': -69236}
-
id: 29143172
{'hecke_orbit_code': 9007199388959168, 'n': 32, 'trace_an': 0}
-
id: 29143173
{'hecke_orbit_code': 9007199388959168, 'n': 33, 'trace_an': -314640}
-
id: 29143174
{'hecke_orbit_code': 9007199388959168, 'n': 34, 'trace_an': 0}
-
id: 29143175
{'hecke_orbit_code': 9007199388959168, 'n': 35, 'trace_an': -54880}
-
id: 29143176
{'hecke_orbit_code': 9007199388959168, 'n': 36, 'trace_an': 0}
-
id: 29143177
{'hecke_orbit_code': 9007199388959168, 'n': 37, 'trace_an': 533062}
-
id: 29143178
{'hecke_orbit_code': 9007199388959168, 'n': 38, 'trace_an': 0}
-
id: 29143179
{'hecke_orbit_code': 9007199388959168, 'n': 39, 'trace_an': -133400}
-
id: 29143180
{'hecke_orbit_code': 9007199388959168, 'n': 40, 'trace_an': 0}
-
id: 29143181
{'hecke_orbit_code': 9007199388959168, 'n': 41, 'trace_an': 183158}
-
id: 29143182
{'hecke_orbit_code': 9007199388959168, 'n': 42, 'trace_an': 0}
-
id: 29143183
{'hecke_orbit_code': 9007199388959168, 'n': 43, 'trace_an': -966864}
-
id: 29143184
{'hecke_orbit_code': 9007199388959168, 'n': 44, 'trace_an': 0}
-
id: 29143185
{'hecke_orbit_code': 9007199388959168, 'n': 45, 'trace_an': -11360}
-
id: 29143186
{'hecke_orbit_code': 9007199388959168, 'n': 46, 'trace_an': 0}
-
id: 29143187
{'hecke_orbit_code': 9007199388959168, 'n': 47, 'trace_an': -190268}
-
id: 29143188
{'hecke_orbit_code': 9007199388959168, 'n': 48, 'trace_an': 0}
-
id: 29143189
{'hecke_orbit_code': 9007199388959168, 'n': 49, 'trace_an': 117649}
-
id: 29143190
{'hecke_orbit_code': 9007199388959168, 'n': 50, 'trace_an': 0}
-
id: 29143191
{'hecke_orbit_code': 9007199388959168, 'n': 51, 'trace_an': -762036}
-
id: 29143192
{'hecke_orbit_code': 9007199388959168, 'n': 52, 'trace_an': 0}
-
id: 29143193
{'hecke_orbit_code': 9007199388959168, 'n': 53, 'trace_an': 785010}
-
id: 29143194
{'hecke_orbit_code': 9007199388959168, 'n': 54, 'trace_an': 0}
-
id: 29143195
{'hecke_orbit_code': 9007199388959168, 'n': 55, 'trace_an': 1094400}
-
id: 29143196
{'hecke_orbit_code': 9007199388959168, 'n': 56, 'trace_an': 0}
-
id: 29143197
{'hecke_orbit_code': 9007199388959168, 'n': 57, 'trace_an': -309028}
-
id: 29143198
{'hecke_orbit_code': 9007199388959168, 'n': 58, 'trace_an': 0}
-
id: 29143199
{'hecke_orbit_code': 9007199388959168, 'n': 59, 'trace_an': -2893594}
-
id: 29143200
{'hecke_orbit_code': 9007199388959168, 'n': 60, 'trace_an': 0}
-
id: 29143201
{'hecke_orbit_code': 9007199388959168, 'n': 61, 'trace_an': 95896}
-
id: 29143202
{'hecke_orbit_code': 9007199388959168, 'n': 62, 'trace_an': 0}
-
id: 29143203
{'hecke_orbit_code': 9007199388959168, 'n': 63, 'trace_an': 24353}
-
id: 29143204
{'hecke_orbit_code': 9007199388959168, 'n': 64, 'trace_an': 0}
-
id: 29143205
{'hecke_orbit_code': 9007199388959168, 'n': 65, 'trace_an': 464000}
-
id: 29143206
{'hecke_orbit_code': 9007199388959168, 'n': 66, 'trace_an': 0}
-
id: 29143207
{'hecke_orbit_code': 9007199388959168, 'n': 67, 'trace_an': 991644}
-
id: 29143208
{'hecke_orbit_code': 9007199388959168, 'n': 68, 'trace_an': 0}
-
id: 29143209
{'hecke_orbit_code': 9007199388959168, 'n': 69, 'trace_an': 44896}
-
id: 29143210
{'hecke_orbit_code': 9007199388959168, 'n': 70, 'trace_an': 0}
-
id: 29143211
{'hecke_orbit_code': 9007199388959168, 'n': 71, 'trace_an': 1068160}
-
id: 29143212
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