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{'Nk2': 28392, 'analytic_conductor': 56.67781535470482, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [7, -1], [13, -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': [7098, 1, [4733, 5071, 6931], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 13968, 'field_disc_factorization': [[2, 4], [3, 2], [97, 1]], 'field_poly': [4, 8, -7, -2, 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, [-8, 24, 2, -6, 1]], [11, [-32, 40, -7, -4, 1]], [17, [193, 22, -30, -2, 1]]], 'hecke_orbit': 67, 'hecke_orbit_code': 297237575440014266, 'hecke_ring_generator_nbound': 23, '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': False, 'label': '7098.2.a.co', 'level': 7098, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'minimal_twist': '546.2.s.e', 'nf_label': '4.4.13968.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-q^{3}+q^{4}+(1+\\beta _{3})q^{5}-q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7098.2.a', 'trace_display': [4, -4, 6, 4], 'trace_hash': 932623543485584322, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.817', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '38.987', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '607.327', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, 'traces': [4, 4, -4, 4, 6, -4, 4, 4, 4, 6, 4, -4, 0, 4, -6, 4, 2, 4, 2, 6, -4, 4, 8, -4, 12, 0, -4, 4, -2, -6, 8, 4, -4, 2, 6, 4, 6, 2, 0, 6, 10, -4, -8, 4, 6, 8, 2, -4, 4, 12, -2, 0, -6, -4, 22, 4, -2, -2, 4, -6, 8, 8, 4, 4, 0, -4, -24, 2, -8, 6, 12, 4, 28, 6, -12, 2, 4, 0, -2, 6, 4, 10, 22, -4, -6, -8, 2, 4, 38, 6, 0, 8, -8, 2, -50, -4, 22, 4, 4, 12, -12, -2, 22, 0, -6, -6, 18, -4, 6, 22, -6, 4, -18, -2, -24, -2, 0, 4, 2, -6, -14, 8, -10, 8, 48, 4, 40, 4, 8, 0, 2, -4, 2, -24, -6, 2, 16, -8, 8, 6, -2, 12, 0, 4, -22, 28, -4, 6, -26, -12, 0, 2, 2, 4, 40, 0, 24, -2, 6, 6, 8, 4, -14, 10, -22, 22, 0, -4, 0, -6, 2, -8, -6, 2, 12, 4, -4, 38, -28, 6, 4, 0, -8, 8, 12, -8, -34, 2, -4, -50, 14, -4, -24, 22, 0, 4, -6, 4, -10, 12, 24, -12, 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mf_hecke_nf • Show schema
Hide schema
{'an': [[1, 0, 0, 0], [1, 0, 0, 0], [-1, 0, 0, 0], [1, 0, 0, 0], [1, 0, 0, 1], [-1, 0, 0, 0], [1, 0, 0, 0], [1, 0, 0, 0], [1, 0, 0, 0], [1, 0, 0, 1], [1, -1, 0, 1], [-1, 0, 0, 0], [0, 0, 0, 0], [1, 0, 0, 0], [-1, 0, 0, -1], [1, 0, 0, 0], [0, 2, 0, -1], [1, 0, 0, 0], [2, -1, 0, -2], [1, 0, 0, 1], [-1, 0, 0, 0], [1, -1, 0, 1], [3, -1, -1, -1], [-1, 0, 0, 0], [1, 2, 0, 2], [0, 0, 0, 0], [-1, 0, 0, 0], [1, 0, 0, 0], [0, -1, -2, 0], [-1, 0, 0, -1], [2, -1, 2, 1], [1, 0, 0, 0], [-1, 1, 0, -1], [0, 2, 0, -1], [1, 0, 0, 1], [1, 0, 0, 0], [1, 2, 2, -1], [2, -1, 0, -2], [0, 0, 0, 0], [1, 0, 0, 1], [2, -1, -2, 2], [-1, 0, 0, 0], [-2, -1, 2, 1], [1, -1, 0, 1], [1, 0, 0, 1], [3, -1, -1, -1], [2, -5, 0, 2], [-1, 0, 0, 0], [1, 0, 0, 0], [1, 2, 0, 2], [0, -2, 0, 1], [0, 0, 0, 0], [-3, 4, 1, -1], [-1, 0, 0, 0], [5, 0, -2, 1], [1, 0, 0, 0], [-2, 1, 0, 2], [0, -1, -2, 0], [-1, 1, -3, 3], [-1, 0, 0, -1], [2, 2, 5, -2], [2, -1, 2, 1], [1, 0, 0, 0], [1, 0, 0, 0], [0, 0, 0, 0], [-1, 1, 0, -1], [-7, -1, -3, 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'field_poly': [4, 8, -7, -2, 1], 'hecke_orbit_code': 297237575440014266, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 2, 2], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [4, 1, 2, 0], [2, 7, 2, 2]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [-4, -1, 1, 0], [2, -6, -1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '7098.2.a.co', 'level': 7098, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [13, -1]], 6, 3], [[[2, 1], [3, 1], [7, -1], [13, -1]], 9, 4], [[[2, 1], [3, -1], [7, 1], [13, 1]], 10, 7], [[[2, 1], [3, 1], [7, 1], [13, 1]], 11, 4], [[[2, -1], [3, 1], [7, -1], [13, 1]], 7, 4], [[[2, -1], [3, 1], [7, -1], [13, -1]], 12, 3], [[[2, 1], [3, -1], [7, -1], [13, -1]], 9, 5], [[[2, -1], [3, -1], [7, 1], [13, -1]], 12, 5], [[[2, 1], [3, -1], [7, 1], [13, -1]], 9, 3], [[[2, 1], [3, -1], [7, -1], [13, 1]], 11, 4], [[[2, 1], [3, 1], [7, -1], [13, 1]], 10, 7], [[[2, -1], [3, -1], [7, -1], [13, 1]], 13, 7], [[[2, -1], [3, 1], [7, 1], [13, -1]], 6, 3], [[[2, -1], [3, -1], [7, 1], [13, 1]], 7, 4], [[[2, 1], [3, 1], [7, 1], [13, -1]], 9, 3], [[[2, -1], [3, 1], [7, 1], [13, 1]], 13, 7]], 'ALdims': [11, 9, 10, 9, 10, 9, 11, 9, 13, 6, 7, 12, 7, 12, 13, 6], 'Nk2': 28392, 'analytic_conductor': 56.67781535470482, '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': [7098, 1, [4733, 5071, 6931], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1401, 'dim': 154, 'eis_dim': 111, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 17], 'hecke_orbit_code': 33561530, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 6, 6, 6, 6, 6, 6], 'label': '7098.2.a', 'level': 7098, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'mf_dim': 1512, 'mf_new_dim': 154, 'num_forms': 73, 'plus_dim': 66, 'prim_orbit_index': 1, 'relative_dim': 154, 'sturm_bound': 2912, 'trace_bound': 17, 'trace_display': [-2, 0, -4, 0], 'traces': [154, -2, 0, 154, -4, 0, 0, -2, 154, -4, -8, 0, 0, 0, -8, 154, -4, -2, 0, -4, 2, 0, -16, 0, 134, 0, 0, 0, -12, 0, -16, -2, 0, -20, -8, 154, 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-100, -192, 32, -312, 32, 144, -32, -352, 0, 176, 0, 832, 276, 0, -112, 160, -64, -84, -16, 96, -48, 0, 0, 176, 304, 96, 252, -32, 0, -52, -80, -56, 0, 116, 0, -424, -72, -48, -152, -80, 0, 32, -318, 64, 112, -28, 32, 0, 0, -56, 92, 448, 24, 124, 32, 16, -8, -92, -20, 464, 0, -64, 16, -416, 48, 160, -108, 16, -80, -112, 0, 64, 260, 0, -96, -144, -16, -464, 160, 0, 24, 188, -64, 8, -64, 24, 0, -496, -16, -608, -96, 72, 40, 204, -32, -256, 132, 24, -176, 0, -144, -172, -400, -144, -32, 156, 104, 0, 284, 1008, 128, -32, 0, 862, -328, -96, -304, -280, 16, -96, -8, 244, -356, 32, -48, 0, -368, 72, -20, 172, 12, -48, -56, -32, -336, 912, 16, 748, 0, -8, -76, 884, 0, 192, 64, 16, -4, 616, -16, -104, 16, 0, 260, 96, -40, 664, 32, 52, -176, -304, -20, 644, -12, 192, 0, 668, -32, -64, -88, -128, -36, -304, 112, -288, -80, -16, -40, 0, -32, 96, -256, -68, -24, 112, -4, 208, -640, -224, 40, 176, 0, 592, 38, -32, 12, -32, -64, -320, 320, -64, -4, 172, -16, 0, 68, 160, -400, 400, 0, -48, 196, -64, -176, -636, -48, 656, 0, -88, 160, -912, 154, -148, 0, 16, 88, 896, -144, -16, -272, 0, -32, 272, 24, 176, -136, 144, -100, -136, 8, -656, -80, -144, 0, 912, -8, 648, -496, 0, 8, -256, 176, -48, -64, -64, -240, 0, 12, 28, 32, -208, -112, 44, 192, -112, 256, 16, -116, 424, 0, -80, 96, 912, -16, -132, 0, -48, 0, -304, -144, -48, -16, 0, 164, 0, 320, -272, 32, -32, -60, -96, -316, 704, 16, 12, 0, -184, 16, 16, -256, -32, -64, 20, 104, -384, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 1332201
{'conductor': 13, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7098.2.a.co', 'source_level': 7098, 'target_char_orbit': 19, 'target_dim': 8, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '546.2.s.e', 'target_level': 546, 'twist_class_label': '546.2.s.e', 'twist_class_level': 546, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 1332202
{'conductor': 39, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7098.2.a.co', 'source_level': 7098, 'target_char_orbit': 36, 'target_dim': 8, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '1638.2.bj.f', 'target_level': 1638, 'twist_class_label': '546.2.s.e', 'twist_class_level': 546, 'twisting_char_label': '39.k', 'twisting_char_orbit': 11, 'weight': 2}
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id: 1332203
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7098.2.a.co', 'source_level': 7098, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 66, 'target_is_minimal': False, 'target_label': '7098.2.a.cn', 'target_level': 7098, 'twist_class_label': '546.2.s.e', 'twist_class_level': 546, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1332204
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 67, 'source_is_minimal': False, 'source_label': '7098.2.a.co', 'source_level': 7098, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 67, 'target_is_minimal': False, 'target_label': '7098.2.a.co', 'target_level': 7098, 'twist_class_label': '546.2.s.e', 'twist_class_level': 546, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 4378175
{'charpoly_factorization': [[[-1, 1], 4]], 'hecke_orbit_code': 297237575440014266, 'p': 2}
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id: 4378176
{'charpoly_factorization': [[[1, 1], 4]], 'hecke_orbit_code': 297237575440014266, 'p': 3}
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id: 4378177
{'charpoly_factorization': [[[-8, 24, 2, -6, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 5}
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id: 4378178
{'charpoly_factorization': [[[-1, 1], 4]], 'hecke_orbit_code': 297237575440014266, 'p': 7}
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id: 4378179
{'charpoly_factorization': [[[-32, 40, -7, -4, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 11}
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id: 4378180
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 297237575440014266, 'p': 13}
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id: 4378181
{'charpoly_factorization': [[[193, 22, -30, -2, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 17}
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id: 4378182
{'charpoly_factorization': [[[484, 176, -67, -2, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 19}
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id: 4378183
{'charpoly_factorization': [[[-428, 232, -15, -8, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 23}
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id: 4378184
{'charpoly_factorization': [[[64, 16, -31, 2, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 29}
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id: 4378185
{'charpoly_factorization': [[[-218, 254, -25, -8, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 31}
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id: 4378186
{'charpoly_factorization': [[[-72, 144, -30, -6, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 37}
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id: 4378187
{'charpoly_factorization': [[[16, 32, -3, -10, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 41}
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id: 4378188
{'charpoly_factorization': [[[142, -74, -25, 8, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 43}
-
id: 4378189
{'charpoly_factorization': [[[7732, 152, -187, -2, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 47}
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id: 4378190
{'charpoly_factorization': [[[2461, -426, -106, 6, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 53}
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id: 4378191
{'charpoly_factorization': [[[2116, 460, -127, -4, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 59}
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id: 4378192
{'charpoly_factorization': [[[-1511, 1112, -118, -8, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 61}
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id: 4378193
{'charpoly_factorization': [[[-3452, -516, 125, 24, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 67}
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id: 4378194
{'charpoly_factorization': [[[-18, 18, 27, -12, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 71}
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id: 4378195
{'charpoly_factorization': [[[256, -704, 248, -28, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 73}
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id: 4378196
{'charpoly_factorization': [[[-104, -148, -39, 2, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 79}
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id: 4378197
{'charpoly_factorization': [[[-4706, 1202, 51, -22, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 83}
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id: 4378198
{'charpoly_factorization': [[[4537, -2630, 498, -38, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 89}
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id: 4378199
{'charpoly_factorization': [[[-1136, 920, 30, -22, 1], 1]], 'hecke_orbit_code': 297237575440014266, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 67, 'label': '7098.2.a.co', 'level': 7098, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 280116000
{'hecke_orbit_code': 297237575440014266, 'n': 1, 'trace_an': 4}
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id: 280116001
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id: 280116978
{'hecke_orbit_code': 297237575440014266, 'n': 979, 'trace_an': -4}
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id: 280116979
{'hecke_orbit_code': 297237575440014266, 'n': 980, 'trace_an': 6}
-
id: 280116980
{'hecke_orbit_code': 297237575440014266, 'n': 981, 'trace_an': 6}
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id: 280116981
{'hecke_orbit_code': 297237575440014266, 'n': 982, 'trace_an': -40}
-
id: 280116982
{'hecke_orbit_code': 297237575440014266, 'n': 983, 'trace_an': 72}
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id: 280116983
{'hecke_orbit_code': 297237575440014266, 'n': 984, 'trace_an': -10}
-
id: 280116984
{'hecke_orbit_code': 297237575440014266, 'n': 985, 'trace_an': 30}
-
id: 280116985
{'hecke_orbit_code': 297237575440014266, 'n': 986, 'trace_an': -16}
-
id: 280116986
{'hecke_orbit_code': 297237575440014266, 'n': 987, 'trace_an': -2}
-
id: 280116987
{'hecke_orbit_code': 297237575440014266, 'n': 988, 'trace_an': 0}
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id: 280116988
{'hecke_orbit_code': 297237575440014266, 'n': 989, 'trace_an': -64}
-
id: 280116989
{'hecke_orbit_code': 297237575440014266, 'n': 990, 'trace_an': 22}
-
id: 280116990
{'hecke_orbit_code': 297237575440014266, 'n': 991, 'trace_an': 110}
-
id: 280116991
{'hecke_orbit_code': 297237575440014266, 'n': 992, 'trace_an': 8}
-
id: 280116992
{'hecke_orbit_code': 297237575440014266, 'n': 993, 'trace_an': 60}
-
id: 280116993
{'hecke_orbit_code': 297237575440014266, 'n': 994, 'trace_an': 12}
-
id: 280116994
{'hecke_orbit_code': 297237575440014266, 'n': 995, 'trace_an': -104}
-
id: 280116995
{'hecke_orbit_code': 297237575440014266, 'n': 996, 'trace_an': -22}
-
id: 280116996
{'hecke_orbit_code': 297237575440014266, 'n': 997, 'trace_an': -20}
-
id: 280116997
{'hecke_orbit_code': 297237575440014266, 'n': 998, 'trace_an': -54}
-
id: 280116998
{'hecke_orbit_code': 297237575440014266, 'n': 999, 'trace_an': -6}
-
id: 280116999
{'hecke_orbit_code': 297237575440014266, 'n': 1000, 'trace_an': 48}