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{'Nk2': 6776, 'analytic_conductor': 13.526658102404896, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -1], [11, -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': [1694, 1, [969, 365], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 5, 'field_disc_factorization': [[5, 1]], 'field_poly': [-1, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 10, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-1, 1, 1]], [5, [-2, 1]], [13, [-4, 2, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193698854558, 'hecke_ring_generator_nbound': 3, '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': '1694.2.a.r', 'level': 1694, '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, 11], 'level_radical': 154, 'minimal_twist': '154.2.f.c', 'nf_label': '2.2.5.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-\\beta q^{3}+q^{4}+2q^{5}-\\beta q^{6}+q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1694.2.a', 'trace_display': [2, -1, 4, 2], 'trace_hash': 727666854602799386, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.054', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.947', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.386', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '62.921', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, 'traces': [2, 2, -1, 2, 4, -1, 2, 2, -3, 4, 0, -1, -2, 2, -2, 2, 5, -3, 7, 4, -1, 0, 8, -1, -2, -2, 2, 2, 16, -2, 0, 2, 0, 5, 4, -3, -2, 7, 6, 4, 5, -1, 3, 0, -6, 8, -10, -1, 2, -2, -10, -2, -8, 2, 0, 2, 4, 16, 15, -2, -4, 0, -3, 2, -4, 0, -9, 5, -14, 4, 12, -3, 7, -2, 1, 7, 0, 6, -2, 4, -2, 5, -3, -1, 10, 3, -8, 0, -15, -6, -2, 8, 10, -10, 14, -1, -13, 2, 0, -2, 6, -10, -6, -2, -2, -8, -1, 2, -2, 0, 16, 2, 7, 4, 16, 16, -2, 15, 5, -2, 0, -4, 5, 0, -24, -3, 22, 2, -9, -4, -11, 0, 7, -9, 4, 5, -23, -14, 20, 4, -10, 12, 0, -3, 32, 7, -1, -2, 26, 1, 18, 7, 0, 0, 0, 6, -10, -2, -16, 4, 8, -2, 13, 5, 0, -3, -24, -1, -14, 10, -18, 3, -18, -8, -2, 0, 0, -15, -11, -6, -42, -2, 12, 8, -4, 10, 0, -10, 2, 14, 16, -1, -8, -13, 12, 2, 16, 0, -18, -2, -8, 6, 16, -10, 10, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [1, 0], [0, -1], [1, 0], [2, 0], [0, -1], [1, 0], [1, 0], [-2, 1], [2, 0], [0, 0], [0, -1], [0, -2], [1, 0], [0, -2], [1, 0], [1, 3], [-2, 1], [5, -3], [2, 0], [0, -1], [0, 0], [2, 4], [0, -1], [-1, 0], [0, -2], [-1, 4], [1, 0], [8, 0], [0, -2], [2, -4], [1, 0], [0, 0], [1, 3], [2, 0], [-2, 1], [2, -6], [5, -3], [2, 2], [2, 0], [4, -3], [0, -1], [0, 3], [0, 0], [-4, 2], [2, 4], [-8, 6], [0, -1], [1, 0], [-1, 0], [-3, -4], [0, -2], [-8, 8], [-1, 4], [0, 0], [1, 0], [3, -2], [8, 0], [9, -3], [0, -2], [0, -4], [2, -4], [-2, 1], [1, 0], [0, -4], [0, 0], [-7, 5], [1, 3], [-4, -6], [2, 0], [4, 4], [-2, 1], [4, -1], [2, -6], [0, 1], [5, -3], [0, 0], [2, 2], [-2, 2], [2, 0], [2, -6], [4, -3], [-8, 13], [0, -1], [2, 6], [0, 3], [0, -8], [0, 0], [-4, -7], [-4, 2], [0, -2], [2, 4], [4, 2], [-8, 6], [10, -6], [0, -1], [-8, 3], [1, 0], [0, 0], [-1, 0]], 'ap': [[1, 0], [0, -1], [2, 0], [1, 0], [0, 0], [0, -2], [1, 3], [5, -3], [2, 4], [8, 0], [2, -4], [2, -6], [4, -3], [0, 3], [-8, 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[-28, 12], [3, 53], [-8, -32], [-6, -48], [54, -26], [47, 21], [-32, -44], [-3, -31], [11, -11], [50, -4], [24, 8], [15, -37], [8, -7], [46, -22], [-60, 2], [20, 12], [-21, 33], [0, -8], [-28, 0], [-24, 50], [32, 2], [20, 5], [60, -33], [38, -70], [8, 47], [49, 15], [-16, 13], [22, -22]], 'char_orbit_index': 1, 'field_poly': [-1, -1, 1], 'hecke_orbit_code': 76561193698854558, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '1694.2.a.r', 'level': 1694, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'ALdims': [4, 9, 10, 4, 8, 6, 2, 11], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [5, 6, 6, 6, 6, 6, 6, 6], 'ALdims_old': [21, 26, 26, 21, 22, 23, 28, 20], 'Nk2': 6776, 'analytic_conductor': 13.526658102404896, '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': [1694, 1, [969, 365], [1, 1]], 'conrey_index': 1, 'cusp_dim': 241, 'dim': 54, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 13], 'hecke_orbit_code': 33556126, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 4], 'label': '1694.2.a', 'level': 1694, '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, 11], 'level_radical': 154, 'mf_dim': 288, 'mf_new_dim': 54, 'num_forms': 27, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 54, 'sturm_bound': 528, 'trace_bound': 5, 'trace_display': [0, 6, 2, 0], 'traces': [54, 0, 6, 54, 2, 2, 0, 0, 62, -6, 0, 6, 6, -2, 16, 54, 0, -4, 10, 2, 6, 0, 0, 2, 66, -2, 36, 0, 8, 16, 36, 0, 0, 4, -2, 62, 12, 14, 8, -6, -24, -2, 12, 0, -14, 8, 4, 6, 54, 4, -12, 6, -8, 20, 0, -2, -4, 0, 2, 16, 10, -12, -12, 54, 4, 0, 36, 0, 24, 2, 16, -4, -4, 12, 42, 10, 0, 16, -24, 2, 82, -4, 10, 6, 4, 16, -36, 0, 12, -6, 6, 0, 32, -4, -32, 2, 8, 0, 0, 66, -30, -28, 12, -2, 16, -16, 24, 36, 48, 0, -4, 0, 0, 4, 40, 8, 6, -18, -4, 16, 0, -122, 36, 36, -48, 2, 40, 0, 32, -136, -46, 0, 6, 8, 80, 4, -120, 16, -2, -2, -16, -32, 0, 62, 12, -92, 6, 12, -20, 30, -24, 14, 40, 0, 40, 8, -70, 40, 68, -6, -8, -44, 56, -24, 0, 14, 4, -2, 122, -64, -14, 12, 38, 12, 12, 0, 20, -16, 36, -14, -2, 2, 16, 8, 16, -8, 0, 4, 12, 56, -16, 6, 0, -44, 24, 54, 12, 0, 36, 4, -48, -82, 12, -12, -28, 28, 0, 6, 0, 8, 48, -8, 16, 28, -40, 20, -20, 8, -36, 0, -40, -60, 40, -2, 114, -4, -6, -4, 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mf_twists_nf • Show schema
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id: 791034
{'conductor': 11, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '1694.2.a.r', 'source_level': 1694, 'target_char_orbit': 6, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '154.2.f.c', 'target_level': 154, 'twist_class_label': '154.2.f.c', 'twist_class_level': 154, 'twisting_char_label': '11.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 791035
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '1694.2.a.r', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '1694.2.a.m', 'target_level': 1694, 'twist_class_label': '154.2.f.c', 'twist_class_level': 154, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 791036
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '1694.2.a.r', 'source_level': 1694, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '1694.2.a.r', 'target_level': 1694, 'twist_class_label': '154.2.f.c', 'twist_class_level': 154, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 2126450
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 76561193698854558, 'p': 2}
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id: 2126451
{'charpoly_factorization': [[[-1, 1, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 3}
-
id: 2126452
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 76561193698854558, 'p': 5}
-
id: 2126453
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 76561193698854558, 'p': 7}
-
id: 2126454
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 76561193698854558, 'p': 11}
-
id: 2126455
{'charpoly_factorization': [[[-4, 2, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 13}
-
id: 2126456
{'charpoly_factorization': [[[-5, -5, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 17}
-
id: 2126457
{'charpoly_factorization': [[[1, -7, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 19}
-
id: 2126458
{'charpoly_factorization': [[[-4, -8, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 23}
-
id: 2126459
{'charpoly_factorization': [[[-8, 1], 2]], 'hecke_orbit_code': 76561193698854558, 'p': 29}
-
id: 2126460
{'charpoly_factorization': [[[-20, 0, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 31}
-
id: 2126461
{'charpoly_factorization': [[[-44, 2, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 37}
-
id: 2126462
{'charpoly_factorization': [[[-5, -5, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 41}
-
id: 2126463
{'charpoly_factorization': [[[-9, -3, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 43}
-
id: 2126464
{'charpoly_factorization': [[[-20, 10, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 47}
-
id: 2126465
{'charpoly_factorization': [[[-64, 8, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 53}
-
id: 2126466
{'charpoly_factorization': [[[45, -15, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 59}
-
id: 2126467
{'charpoly_factorization': [[[-16, 4, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 61}
-
id: 2126468
{'charpoly_factorization': [[[-11, 9, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 67}
-
id: 2126469
{'charpoly_factorization': [[[16, -12, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 71}
-
id: 2126470
{'charpoly_factorization': [[[11, -7, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 73}
-
id: 2126471
{'charpoly_factorization': [[[-4, 2, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 79}
-
id: 2126472
{'charpoly_factorization': [[[-209, 3, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 83}
-
id: 2126473
{'charpoly_factorization': [[[-5, 15, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 89}
-
id: 2126474
{'charpoly_factorization': [[[31, 13, 1], 1]], 'hecke_orbit_code': 76561193698854558, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 18, 'label': '1694.2.a.r', 'level': 1694, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 62124313
{'hecke_orbit_code': 76561193698854558, 'n': 1, 'trace_an': 2}
-
id: 62124314
{'hecke_orbit_code': 76561193698854558, 'n': 2, 'trace_an': 2}
-
id: 62124315
{'hecke_orbit_code': 76561193698854558, 'n': 3, 'trace_an': -1}
-
id: 62124316
{'hecke_orbit_code': 76561193698854558, 'n': 4, 'trace_an': 2}
-
id: 62124317
{'hecke_orbit_code': 76561193698854558, 'n': 5, 'trace_an': 4}
-
id: 62124318
{'hecke_orbit_code': 76561193698854558, 'n': 6, 'trace_an': -1}
-
id: 62124319
{'hecke_orbit_code': 76561193698854558, 'n': 7, 'trace_an': 2}
-
id: 62124320
{'hecke_orbit_code': 76561193698854558, 'n': 8, 'trace_an': 2}
-
id: 62124321
{'hecke_orbit_code': 76561193698854558, 'n': 9, 'trace_an': -3}
-
id: 62124322
{'hecke_orbit_code': 76561193698854558, 'n': 10, 'trace_an': 4}
-
id: 62124323
{'hecke_orbit_code': 76561193698854558, 'n': 11, 'trace_an': 0}
-
id: 62124324
{'hecke_orbit_code': 76561193698854558, 'n': 12, 'trace_an': -1}
-
id: 62124325
{'hecke_orbit_code': 76561193698854558, 'n': 13, 'trace_an': -2}
-
id: 62124326
{'hecke_orbit_code': 76561193698854558, 'n': 14, 'trace_an': 2}
-
id: 62124327
{'hecke_orbit_code': 76561193698854558, 'n': 15, 'trace_an': -2}
-
id: 62124328
{'hecke_orbit_code': 76561193698854558, 'n': 16, 'trace_an': 2}
-
id: 62124329
{'hecke_orbit_code': 76561193698854558, 'n': 17, 'trace_an': 5}
-
id: 62124330
{'hecke_orbit_code': 76561193698854558, 'n': 18, 'trace_an': -3}
-
id: 62124331
{'hecke_orbit_code': 76561193698854558, 'n': 19, 'trace_an': 7}
-
id: 62124332
{'hecke_orbit_code': 76561193698854558, 'n': 20, 'trace_an': 4}
-
id: 62124333
{'hecke_orbit_code': 76561193698854558, 'n': 21, 'trace_an': -1}
-
id: 62124334
{'hecke_orbit_code': 76561193698854558, 'n': 22, 'trace_an': 0}
-
id: 62124335
{'hecke_orbit_code': 76561193698854558, 'n': 23, 'trace_an': 8}
-
id: 62124336
{'hecke_orbit_code': 76561193698854558, 'n': 24, 'trace_an': -1}
-
id: 62124337
{'hecke_orbit_code': 76561193698854558, 'n': 25, 'trace_an': -2}
-
id: 62124338
{'hecke_orbit_code': 76561193698854558, 'n': 26, 'trace_an': -2}
-
id: 62124339
{'hecke_orbit_code': 76561193698854558, 'n': 27, 'trace_an': 2}
-
id: 62124340
{'hecke_orbit_code': 76561193698854558, 'n': 28, 'trace_an': 2}
-
id: 62124341
{'hecke_orbit_code': 76561193698854558, 'n': 29, 'trace_an': 16}
-
id: 62124342
{'hecke_orbit_code': 76561193698854558, 'n': 30, 'trace_an': -2}
-
id: 62124343
{'hecke_orbit_code': 76561193698854558, 'n': 31, 'trace_an': 0}
-
id: 62124344
{'hecke_orbit_code': 76561193698854558, 'n': 32, 'trace_an': 2}
-
id: 62124345
{'hecke_orbit_code': 76561193698854558, 'n': 33, 'trace_an': 0}
-
id: 62124346
{'hecke_orbit_code': 76561193698854558, 'n': 34, 'trace_an': 5}
-
id: 62124347
{'hecke_orbit_code': 76561193698854558, 'n': 35, 'trace_an': 4}
-
id: 62124348
{'hecke_orbit_code': 76561193698854558, 'n': 36, 'trace_an': -3}
-
id: 62124349
{'hecke_orbit_code': 76561193698854558, 'n': 37, 'trace_an': -2}
-
id: 62124350
{'hecke_orbit_code': 76561193698854558, 'n': 38, 'trace_an': 7}
-
id: 62124351
{'hecke_orbit_code': 76561193698854558, 'n': 39, 'trace_an': 6}
-
id: 62124352
{'hecke_orbit_code': 76561193698854558, 'n': 40, 'trace_an': 4}
-
id: 62124353
{'hecke_orbit_code': 76561193698854558, 'n': 41, 'trace_an': 5}
-
id: 62124354
{'hecke_orbit_code': 76561193698854558, 'n': 42, 'trace_an': -1}
-
id: 62124355
{'hecke_orbit_code': 76561193698854558, 'n': 43, 'trace_an': 3}
-
id: 62124356
{'hecke_orbit_code': 76561193698854558, 'n': 44, 'trace_an': 0}
-
id: 62124357
{'hecke_orbit_code': 76561193698854558, 'n': 45, 'trace_an': -6}
-
id: 62124358
{'hecke_orbit_code': 76561193698854558, 'n': 46, 'trace_an': 8}
-
id: 62124359
{'hecke_orbit_code': 76561193698854558, 'n': 47, 'trace_an': -10}
-
id: 62124360
{'hecke_orbit_code': 76561193698854558, 'n': 48, 'trace_an': -1}
-
id: 62124361
{'hecke_orbit_code': 76561193698854558, 'n': 49, 'trace_an': 2}
-
id: 62124362
{'hecke_orbit_code': 76561193698854558, 'n': 50, 'trace_an': -2}
-
id: 62124363
{'hecke_orbit_code': 76561193698854558, 'n': 51, 'trace_an': -10}
-
id: 62124364
{'hecke_orbit_code': 76561193698854558, 'n': 52, 'trace_an': -2}
-
id: 62124365
{'hecke_orbit_code': 76561193698854558, 'n': 53, 'trace_an': -8}
-
id: 62124366
{'hecke_orbit_code': 76561193698854558, 'n': 54, 'trace_an': 2}
-
id: 62124367
{'hecke_orbit_code': 76561193698854558, 'n': 55, 'trace_an': 0}
-
id: 62124368
{'hecke_orbit_code': 76561193698854558, 'n': 56, 'trace_an': 2}
-
id: 62124369
{'hecke_orbit_code': 76561193698854558, 'n': 57, 'trace_an': 4}
-
id: 62124370
{'hecke_orbit_code': 76561193698854558, 'n': 58, 'trace_an': 16}
-
id: 62124371
{'hecke_orbit_code': 76561193698854558, 'n': 59, 'trace_an': 15}
-
id: 62124372
{'hecke_orbit_code': 76561193698854558, 'n': 60, 'trace_an': -2}
-
id: 62124373
{'hecke_orbit_code': 76561193698854558, 'n': 61, 'trace_an': -4}
-
id: 62124374
{'hecke_orbit_code': 76561193698854558, 'n': 62, 'trace_an': 0}
-
id: 62124375
{'hecke_orbit_code': 76561193698854558, 'n': 63, 'trace_an': -3}
-
id: 62124376
{'hecke_orbit_code': 76561193698854558, 'n': 64, 'trace_an': 2}
-
id: 62124377
{'hecke_orbit_code': 76561193698854558, 'n': 65, 'trace_an': -4}
-
id: 62124378
{'hecke_orbit_code': 76561193698854558, 'n': 66, 'trace_an': 0}
-
id: 62124379
{'hecke_orbit_code': 76561193698854558, 'n': 67, 'trace_an': -9}
-
id: 62124380
{'hecke_orbit_code': 76561193698854558, 'n': 68, 'trace_an': 5}
-
id: 62124381
{'hecke_orbit_code': 76561193698854558, 'n': 69, 'trace_an': -14}
-
id: 62124382
{'hecke_orbit_code': 76561193698854558, 'n': 70, 'trace_an': 4}
-
id: 62124383
{'hecke_orbit_code': 76561193698854558, 'n': 71, 'trace_an': 12}
-
id: 62124384
{'hecke_orbit_code': 76561193698854558, 'n': 72, 'trace_an': -3}
-
id: 62124385
{'hecke_orbit_code': 76561193698854558, 'n': 73, 'trace_an': 7}
-
id: 62124386
{'hecke_orbit_code': 76561193698854558, 'n': 74, 'trace_an': -2}
-
id: 62124387
{'hecke_orbit_code': 76561193698854558, 'n': 75, 'trace_an': 1}
-
id: 62124388
{'hecke_orbit_code': 76561193698854558, 'n': 76, 'trace_an': 7}
-
id: 62124389
{'hecke_orbit_code': 76561193698854558, 'n': 77, 'trace_an': 0}
-
id: 62124390
{'hecke_orbit_code': 76561193698854558, 'n': 78, 'trace_an': 6}
-
id: 62124391
{'hecke_orbit_code': 76561193698854558, 'n': 79, 'trace_an': -2}
-
id: 62124392
{'hecke_orbit_code': 76561193698854558, 'n': 80, 'trace_an': 4}
-
id: 62124393
{'hecke_orbit_code': 76561193698854558, 'n': 81, 'trace_an': -2}
-
id: 62124394
{'hecke_orbit_code': 76561193698854558, 'n': 82, 'trace_an': 5}
-
id: 62124395
{'hecke_orbit_code': 76561193698854558, 'n': 83, 'trace_an': -3}
-
id: 62124396
{'hecke_orbit_code': 76561193698854558, 'n': 84, 'trace_an': -1}
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