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{'Nk2': 11200, 'analytic_conductor': 54.66737945972131, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [7, -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': [175, 1, [127, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 44, 'field_disc_factorization': [[2, 2], [11, 1]], 'field_poly': [-11, 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': [[2, [20, 16, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588399, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '175.8.a.b', 'level': 175, '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': [5, 7], 'level_radical': 35, 'minimal_twist': '35.8.a.a', 'nf_label': '2.2.44.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-8+\\beta )q^{2}+(15-6\\beta )q^{3}+(-20+\\cdots)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': '175.8.a', 'trace_display': [-16, 30, 0, 686], 'trace_hash': 1808956543057605656, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.943', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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[-895384596870, -221365500288], [-1664758602084, -36738789748], [-1321432506719, 125363515566], [-534120611289, -125542541146], [-365769818564, 241599059596], [-307569445038, 147261990324], [1844204431468, -101159236518], [-838689819896, 147149972878]], 'char_orbit_index': 1, 'field_poly': [-11, 0, 1], 'hecke_orbit_code': 4503599761588399, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '175.8.a.b', 'level': 175, 'maxp': 2999, 'weight': 8}
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mf_newspaces • Show schema
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{'ALdims': [17, 14, 17, 19], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [18, 18, 15, 16], 'Nk2': 11200, 'analytic_conductor': 54.66737945972131, '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': [175, 1, [127, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 134, 'dim': 67, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217903, 'hecke_orbit_dims': [1, 2, 2, 3, 4, 5, 6, 6, 8, 8, 11, 11], 'label': '175.8.a', 'level': 175, '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': [5, 7], 'level_radical': 35, 'mf_dim': 146, 'mf_new_dim': 67, 'num_forms': 12, 'plus_dim': 36, 'prim_orbit_index': 1, 'relative_dim': 67, 'sturm_bound': 160, 'trace_bound': 2, 'trace_display': [7, 0, 0, -343], 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mf_twists_nf • Show schema
Hide schema
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id: 146672
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '175.8.a.b', 'source_level': 175, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '35.8.a.a', 'target_level': 35, 'twist_class_label': '35.8.a.a', 'twist_class_level': 35, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 146673
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '175.8.a.b', 'source_level': 175, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.8.a.b', 'target_level': 175, 'twist_class_label': '35.8.a.a', 'twist_class_level': 35, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 146674
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '175.8.a.b', 'source_level': 175, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '175.8.b.c', 'target_level': 175, 'twist_class_label': '35.8.a.a', 'twist_class_level': 35, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
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id: 146675
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '175.8.a.b', 'source_level': 175, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '245.8.a.b', 'target_level': 245, 'twist_class_label': '35.8.a.a', 'twist_class_level': 35, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 8}
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id: 146676
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '175.8.a.b', 'source_level': 175, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '315.8.a.c', 'target_level': 315, 'twist_class_label': '35.8.a.a', 'twist_class_level': 35, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
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id: 146677
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '175.8.a.b', 'source_level': 175, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '560.8.a.i', 'target_level': 560, 'twist_class_label': '35.8.a.a', 'twist_class_level': 35, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 450500
{'charpoly_factorization': [[[20, 16, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 2}
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id: 450501
{'charpoly_factorization': [[[-1359, -30, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 3}
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id: 450502
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503599761588399, 'p': 5}
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id: 450503
{'charpoly_factorization': [[[-343, 1], 2]], 'hecke_orbit_code': 4503599761588399, 'p': 7}
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id: 450504
{'charpoly_factorization': [[[9272609, 7906, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 11}
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id: 450505
{'charpoly_factorization': [[[71682425, -17818, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 13}
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id: 450506
{'charpoly_factorization': [[[-213462799, -2398, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 17}
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id: 450507
{'charpoly_factorization': [[[-1348143980, 3612, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 19}
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id: 450508
{'charpoly_factorization': [[[-4980234316, 13844, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 23}
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id: 450509
{'charpoly_factorization': [[[-20838975695, 126898, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 29}
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id: 450510
{'charpoly_factorization': [[[-6409132848, -252768, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 31}
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id: 450511
{'charpoly_factorization': [[[-66117717036, -265860, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 37}
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id: 450512
{'charpoly_factorization': [[[-58262616304, 111920, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 41}
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id: 450513
{'charpoly_factorization': [[[197893738100, 947572, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 43}
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id: 450514
{'charpoly_factorization': [[[-123267405047, 271274, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 47}
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id: 450515
{'charpoly_factorization': [[[214640651072, -1267792, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 53}
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id: 450516
{'charpoly_factorization': [[[-818710818800, 1360120, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 59}
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id: 450517
{'charpoly_factorization': [[[816706565136, 1813680, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 61}
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id: 450518
{'charpoly_factorization': [[[-10082635080448, -2189312, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 67}
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id: 450519
{'charpoly_factorization': [[[-1610731398080, 1494928, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 71}
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id: 450520
{'charpoly_factorization': [[[10866534315332, 7169788, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 73}
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id: 450521
{'charpoly_factorization': [[[14225767990465, 7942974, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 79}
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id: 450522
{'charpoly_factorization': [[[-38809208931248, -304712, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 83}
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id: 450523
{'charpoly_factorization': [[[77796446568160, 17943528, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 89}
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id: 450524
{'charpoly_factorization': [[[-15859623239687, 4258074, 1], 1]], 'hecke_orbit_code': 4503599761588399, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '175.8.a.b', 'level': 175, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 19566528
{'hecke_orbit_code': 4503599761588399, 'n': 1, 'trace_an': 2}
-
id: 19566529
{'hecke_orbit_code': 4503599761588399, 'n': 2, 'trace_an': -16}
-
id: 19566530
{'hecke_orbit_code': 4503599761588399, 'n': 3, 'trace_an': 30}
-
id: 19566531
{'hecke_orbit_code': 4503599761588399, 'n': 4, 'trace_an': -40}
-
id: 19566532
{'hecke_orbit_code': 4503599761588399, 'n': 5, 'trace_an': 0}
-
id: 19566533
{'hecke_orbit_code': 4503599761588399, 'n': 6, 'trace_an': -768}
-
id: 19566534
{'hecke_orbit_code': 4503599761588399, 'n': 7, 'trace_an': 686}
-
id: 19566535
{'hecke_orbit_code': 4503599761588399, 'n': 8, 'trace_an': 960}
-
id: 19566536
{'hecke_orbit_code': 4503599761588399, 'n': 9, 'trace_an': -756}
-
id: 19566537
{'hecke_orbit_code': 4503599761588399, 'n': 10, 'trace_an': 0}
-
id: 19566538
{'hecke_orbit_code': 4503599761588399, 'n': 11, 'trace_an': -7906}
-
id: 19566539
{'hecke_orbit_code': 4503599761588399, 'n': 12, 'trace_an': 7848}
-
id: 19566540
{'hecke_orbit_code': 4503599761588399, 'n': 13, 'trace_an': 17818}
-
id: 19566541
{'hecke_orbit_code': 4503599761588399, 'n': 14, 'trace_an': -5488}
-
id: 19566542
{'hecke_orbit_code': 4503599761588399, 'n': 15, 'trace_an': 0}
-
id: 19566543
{'hecke_orbit_code': 4503599761588399, 'n': 16, 'trace_an': -4320}
-
id: 19566544
{'hecke_orbit_code': 4503599761588399, 'n': 17, 'trace_an': 2398}
-
id: 19566545
{'hecke_orbit_code': 4503599761588399, 'n': 18, 'trace_an': -9792}
-
id: 19566546
{'hecke_orbit_code': 4503599761588399, 'n': 19, 'trace_an': -3612}
-
id: 19566547
{'hecke_orbit_code': 4503599761588399, 'n': 20, 'trace_an': 0}
-
id: 19566548
{'hecke_orbit_code': 4503599761588399, 'n': 21, 'trace_an': 10290}
-
id: 19566549
{'hecke_orbit_code': 4503599761588399, 'n': 22, 'trace_an': 96688}
-
id: 19566550
{'hecke_orbit_code': 4503599761588399, 'n': 23, 'trace_an': -13844}
-
id: 19566551
{'hecke_orbit_code': 4503599761588399, 'n': 24, 'trace_an': 24960}
-
id: 19566552
{'hecke_orbit_code': 4503599761588399, 'n': 25, 'trace_an': 0}
-
id: 19566553
{'hecke_orbit_code': 4503599761588399, 'n': 26, 'trace_an': -179328}
-
id: 19566554
{'hecke_orbit_code': 4503599761588399, 'n': 27, 'trace_an': 18090}
-
id: 19566555
{'hecke_orbit_code': 4503599761588399, 'n': 28, 'trace_an': -13720}
-
id: 19566556
{'hecke_orbit_code': 4503599761588399, 'n': 29, 'trace_an': -126898}
-
id: 19566557
{'hecke_orbit_code': 4503599761588399, 'n': 30, 'trace_an': 0}
-
id: 19566558
{'hecke_orbit_code': 4503599761588399, 'n': 31, 'trace_an': 252768}
-
id: 19566559
{'hecke_orbit_code': 4503599761588399, 'n': 32, 'trace_an': 148224}
-
id: 19566560
{'hecke_orbit_code': 4503599761588399, 'n': 33, 'trace_an': -319230}
-
id: 19566561
{'hecke_orbit_code': 4503599761588399, 'n': 34, 'trace_an': 175296}
-
id: 19566562
{'hecke_orbit_code': 4503599761588399, 'n': 35, 'trace_an': 0}
-
id: 19566563
{'hecke_orbit_code': 4503599761588399, 'n': 36, 'trace_an': 268560}
-
id: 19566564
{'hecke_orbit_code': 4503599761588399, 'n': 37, 'trace_an': 265860}
-
id: 19566565
{'hecke_orbit_code': 4503599761588399, 'n': 38, 'trace_an': -458800}
-
id: 19566566
{'hecke_orbit_code': 4503599761588399, 'n': 39, 'trace_an': 487974}
-
id: 19566567
{'hecke_orbit_code': 4503599761588399, 'n': 40, 'trace_an': 0}
-
id: 19566568
{'hecke_orbit_code': 4503599761588399, 'n': 41, 'trace_an': -111920}
-
id: 19566569
{'hecke_orbit_code': 4503599761588399, 'n': 42, 'trace_an': -263424}
-
id: 19566570
{'hecke_orbit_code': 4503599761588399, 'n': 43, 'trace_an': -947572}
-
id: 19566571
{'hecke_orbit_code': 4503599761588399, 'n': 44, 'trace_an': -376920}
-
id: 19566572
{'hecke_orbit_code': 4503599761588399, 'n': 45, 'trace_an': 0}
-
id: 19566573
{'hecke_orbit_code': 4503599761588399, 'n': 46, 'trace_an': 1051472}
-
id: 19566574
{'hecke_orbit_code': 4503599761588399, 'n': 47, 'trace_an': -271274}
-
id: 19566575
{'hecke_orbit_code': 4503599761588399, 'n': 48, 'trace_an': -1484064}
-
id: 19566576
{'hecke_orbit_code': 4503599761588399, 'n': 49, 'trace_an': 235298}
-
id: 19566577
{'hecke_orbit_code': 4503599761588399, 'n': 50, 'trace_an': 0}
-
id: 19566578
{'hecke_orbit_code': 4503599761588399, 'n': 51, 'trace_an': -1130910}
-
id: 19566579
{'hecke_orbit_code': 4503599761588399, 'n': 52, 'trace_an': 232184}
-
id: 19566580
{'hecke_orbit_code': 4503599761588399, 'n': 53, 'trace_an': 1267792}
-
id: 19566581
{'hecke_orbit_code': 4503599761588399, 'n': 54, 'trace_an': 972000}
-
id: 19566582
{'hecke_orbit_code': 4503599761588399, 'n': 55, 'trace_an': 0}
-
id: 19566583
{'hecke_orbit_code': 4503599761588399, 'n': 56, 'trace_an': 329280}
-
id: 19566584
{'hecke_orbit_code': 4503599761588399, 'n': 57, 'trace_an': 2871996}
-
id: 19566585
{'hecke_orbit_code': 4503599761588399, 'n': 58, 'trace_an': 3107120}
-
id: 19566586
{'hecke_orbit_code': 4503599761588399, 'n': 59, 'trace_an': -1360120}
-
id: 19566587
{'hecke_orbit_code': 4503599761588399, 'n': 60, 'trace_an': 0}
-
id: 19566588
{'hecke_orbit_code': 4503599761588399, 'n': 61, 'trace_an': -1813680}
-
id: 19566589
{'hecke_orbit_code': 4503599761588399, 'n': 62, 'trace_an': -37392}
-
id: 19566590
{'hecke_orbit_code': 4503599761588399, 'n': 63, 'trace_an': -259308}
-
id: 19566591
{'hecke_orbit_code': 4503599761588399, 'n': 64, 'trace_an': -2489984}
-
id: 19566592
{'hecke_orbit_code': 4503599761588399, 'n': 65, 'trace_an': 0}
-
id: 19566593
{'hecke_orbit_code': 4503599761588399, 'n': 66, 'trace_an': 5142624}
-
id: 19566594
{'hecke_orbit_code': 4503599761588399, 'n': 67, 'trace_an': 2189312}
-
id: 19566595
{'hecke_orbit_code': 4503599761588399, 'n': 68, 'trace_an': -3159640}
-
id: 19566596
{'hecke_orbit_code': 4503599761588399, 'n': 69, 'trace_an': -5851980}
-
id: 19566597
{'hecke_orbit_code': 4503599761588399, 'n': 70, 'trace_an': 0}
-
id: 19566598
{'hecke_orbit_code': 4503599761588399, 'n': 71, 'trace_an': -1494928}
-
id: 19566599
{'hecke_orbit_code': 4503599761588399, 'n': 72, 'trace_an': -46080}
-
id: 19566600
{'hecke_orbit_code': 4503599761588399, 'n': 73, 'trace_an': -7169788}
-
id: 19566601
{'hecke_orbit_code': 4503599761588399, 'n': 74, 'trace_an': -5967024}
-
id: 19566602
{'hecke_orbit_code': 4503599761588399, 'n': 75, 'trace_an': 0}
-
id: 19566603
{'hecke_orbit_code': 4503599761588399, 'n': 76, 'trace_an': 7875376}
-
id: 19566604
{'hecke_orbit_code': 4503599761588399, 'n': 77, 'trace_an': -2711758}
-
id: 19566605
{'hecke_orbit_code': 4503599761588399, 'n': 78, 'trace_an': -9159504}
-
id: 19566606
{'hecke_orbit_code': 4503599761588399, 'n': 79, 'trace_an': -7942974}
-
id: 19566607
{'hecke_orbit_code': 4503599761588399, 'n': 80, 'trace_an': 0}
-
id: 19566608
{'hecke_orbit_code': 4503599761588399, 'n': 81, 'trace_an': -4775598}
-
id: 19566609
{'hecke_orbit_code': 4503599761588399, 'n': 82, 'trace_an': -2391792}
-
id: 19566610
{'hecke_orbit_code': 4503599761588399, 'n': 83, 'trace_an': 304712}
-
id: 19566611
{'hecke_orbit_code': 4503599761588399, 'n': 84, 'trace_an': 2691864}
-
id: 19566612
{'hecke_orbit_code': 4503599761588399, 'n': 85, 'trace_an': 0}
-
id: 19566613
{'hecke_orbit_code': 4503599761588399, 'n': 86, 'trace_an': 5417712}
-
id: 19566614
{'hecke_orbit_code': 4503599761588399, 'n': 87, 'trace_an': -14455086}
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