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{'Nk2': 20664, 'analytic_conductor': 41.25071768419345, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [7, -1], [41, 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': [5166, 1, [2297, 2215, 3655], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [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': [[5, [-2, 1]], [11, [5, 1]], [13, [6, 1]], [17, [0, 1]]], 'hecke_orbit': 37, 'hecke_orbit_code': 162129586618897454, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '5166.2.a.bk', 'level': 5166, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 41], 'level_radical': 1722, 'minimal_twist': '5166.2.a.e', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{4}+2q^{5}+q^{7}+q^{8}+2q^{10}+\\cdots', 'related_objects': ['EllipticCurve/Q/5166/bk'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5166.2.a', 'trace_display': [1, 0, 2, 1], 'trace_hash': 580271387807777667, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.037', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.122', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.415', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.013', 'prec': 17}, 'traces': [1, 1, 0, 1, 2, 0, 1, 1, 0, 2, -5, 0, -6, 1, 0, 1, 0, 0, 1, 2, 0, -5, -7, 0, -1, -6, 0, 1, 4, 0, -9, 1, 0, 0, 2, 0, 4, 1, 0, 2, -1, 0, -5, -5, 0, -7, -3, 0, 1, -1, 0, -6, -6, 0, -10, 1, 0, 4, 5, 0, -5, -9, 0, 1, -12, 0, -2, 0, 0, 2, -6, 0, 10, 4, 0, 1, -5, 0, -11, 2, 0, -1, 4, 0, 0, -5, 0, -5, 2, 0, -6, -7, 0, -3, 2, 0, -17, 1, 0, -1, -7, 0, 4, -6, 0, -6, 0, 0, 19, -10, 0, 1, 12, 0, -14, 4, 0, 5, 0, 0, 14, -5, 0, -9, -12, 0, 2, 1, 0, -12, 13, 0, 1, -2, 0, 0, 6, 0, -4, 2, 0, -6, 30, 0, 8, 10, 0, 4, -6, 0, -17, 1, 0, -5, -18, 0, 4, -11, 0, 2, -7, 0, 11, -1, 0, 4, -15, 0, 23, 0, 0, -5, 20, 0, -1, -5, 0, 2, 20, 0, 10, -6, 0, -7, 8, 0, 0, -3, 0, 2, 10, 0, -24, -17, 0, 1, -21, 0, -12, -1, 0, -7, 4, 0, -2, 4, 0, -6, -5, 0, 6, -6, 0, 0, -10, 0, -9, 19, 0, -10, 0, 0, -9, 1, 0, 12, 10, 0, -10, -14, 0, 4, 19, 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mf_hecke_nf • Show schema
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{'an': [[1], [1], [0], [1], [2], [0], [1], [1], [0], [2], [-5], [0], [-6], [1], [0], [1], [0], [0], [1], [2], [0], [-5], [-7], [0], [-1], [-6], [0], [1], [4], [0], [-9], [1], [0], [0], [2], [0], [4], [1], [0], [2], [-1], [0], [-5], [-5], [0], [-7], [-3], [0], [1], [-1], [0], [-6], [-6], [0], [-10], [1], [0], [4], [5], [0], [-5], [-9], [0], [1], [-12], [0], [-2], [0], [0], [2], [-6], [0], [10], [4], [0], [1], [-5], [0], [-11], [2], [0], [-1], [4], [0], [0], [-5], [0], [-5], [2], [0], [-6], [-7], [0], [-3], [2], [0], [-17], [1], [0], [-1]], 'ap': [[1], [0], [2], [1], [-5], [-6], [0], [1], [-7], [4], [-9], [4], [-1], [-5], [-3], [-6], [5], [-5], [-2], [-6], [10], [-11], [4], [2], [-17], [-7], [4], [0], [19], [12], [2], [13], [6], [-4], [-6], [-17], [4], [11], [-15], [20], [20], [10], [10], [-24], [-21], [-12], [6], [-9], [10], [-10], [19], [6], [-22], [9], [24], [8], [-10], [8], [14], [-7], [6], [-10], [-16], [24], [17], [-12], [-32], [-1], [-24], [-34], [21], [-3], [1], [12], [-11], [-28], [19], [-34], [8], [-16], [4], [-22], [-1], [-18], [-20], [-4], [36], [36], [-30], [-5], [-21], [-7], [12], [-8], [-14], [-24], [-27], [-14], [-40], [22], [8], [36], [-32], [38], [-38], [22], [24], [20], [25], [30], [-16], [2], [18], [18], [36], [3], [-31], [-42], [48], [-37], [-23], [-12], [-18], [49], [-35], [13], [-15], [49], [2], [25], [-23], [39], [-15], [37], [21], [-2], [-14], [8], [12], [-6], [6], [-37], [-9], [-33], [23], [23], [-18], [25], [16], [52], [4], [-15], [-50], [-16], [37], [-40], [21], [-26], [22], [0], [-46], [-48], [31], [-20], [15], [-42], [40], [34], [47], [-6], [24], [-43], [0], [-11], [4], [-50], [38], [2], [-34], [-16], [-10], [12], [34], [23], [24], [10], [14], [56], [56], [-16], [44], [-36], [-25], [-28], [30], [-26], [-32], [39], [6], [-31], [-3], [11], [22], [18], [-20], [-51], [-9], [-47], [-12], [62], [-34], [-54], [-16], [23], [-9], [-30], [-32], [45], [18], [-42], [-59], [13], [1], [-59], [-43], [50], [-55], [64], [-8], [-18], [-38], [-31], [62], [30], [-37], [-11], [-61], [28], [-30], [35], [20], [-43], [32], [14], [-38], [-8], [-39], [46], [33], [-12], [54], [25], [7], [52], [-51], [-76], [-29], [-53], [-58], [62], [0], [-43], [60], [-50], [26], [-32], [76], [27], [44], [-26], [-38], [52], [14], [2], [5], [76], [-65], [-23], [80], [0], [0], [0], [36], [-69], [-83], [-30], [-86], [11], [-56], [-26], [42], [37], [-77], [-33], [1], [11], [30], [72], [52], [43], [30], [-82], [38], [4], [-76], [7], [-36], [50], [22], [11], [-9], [64], [-8], [12], [19], [70], [-60], [40], [-59], [75], [-50], [-11], [-26], [-1], [54], [-14], [-40], [-13], [-2], [66], [-78], [27], [-4], [76], [68], [-22], [-30], [-43], [85], [-3], [-41], [6], [37], [-63], [47], [0], [-58], [72], [5], [-28], [-76], [-47], [22], [-67], [18], [44], [-96], [-59], [-42], [23], [-14], [20], [18], [-72], [-97], [26], [7], [-38], [11], [-93], [76], [88], [96], [-67], [-22], [7], [93], [34], [-48], [45], [13], [-70], [28], [2], [-16], [-42], [-37], [38], [4], [-96], [-58], [-71], [31], [82], [-75], [14], [-42], [-26], [33], [-18], [5], [83], [-46], [66], [24], [-50], [72], [-50], [-84], [-21], [-74], [41], [-39], [74], [14], [10], [3], [62], [60], [24], [-70], [-24], [-83], [-58], [4], [86], [69], [-105], [56], [-17]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 162129586618897454, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '5166.2.a.bk', 'level': 5166, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [41, -1]], 6, 6], [[[2, 1], [3, 1], [7, -1], [41, -1]], 3, 3], [[[2, 1], [3, 1], [7, -1], [41, 1]], 7, 1], [[[2, -1], [3, -1], [7, -1], [41, 1]], 8, 4], [[[2, -1], [3, 1], [7, -1], [41, -1]], 7, 1], [[[2, -1], [3, -1], [7, 1], [41, 1]], 7, 3], [[[2, 1], [3, -1], [7, -1], [41, 1]], 7, 4], [[[2, 1], [3, -1], [7, -1], [41, -1]], 9, 5], [[[2, -1], [3, -1], [7, 1], [41, -1]], 9, 6], [[[2, 1], [3, -1], [7, 1], [41, -1]], 6, 4], [[[2, 1], [3, 1], [7, 1], [41, 1]], 3, 3], [[[2, -1], [3, 1], [7, 1], [41, 1]], 7, 1], [[[2, -1], [3, 1], [7, 1], [41, -1]], 3, 3], [[[2, 1], [3, 1], [7, 1], [41, -1]], 7, 1], [[[2, 1], [3, -1], [7, 1], [41, 1]], 8, 7], [[[2, -1], [3, 1], [7, -1], [41, 1]], 3, 3]], 'ALdims': [3, 7, 7, 3, 8, 6, 7, 9, 7, 3, 3, 7, 7, 9, 8, 6], 'Nk2': 20664, 'analytic_conductor': 41.25071768419345, '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': [5166, 1, [2297, 2215, 3655], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 993, 'dim': 100, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13, 17], 'hecke_orbit_code': 33559598, '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, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 5, 7, 7, 7, 7], 'label': '5166.2.a', 'level': 5166, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 41], 'level_radical': 1722, 'mf_dim': 1024, 'mf_new_dim': 100, 'num_forms': 55, 'plus_dim': 38, 'prim_orbit_index': 1, 'relative_dim': 100, 'sturm_bound': 2016, 'trace_bound': 17, 'trace_display': [0, 0, -8, 0], 'traces': [100, 0, 0, 100, -8, 0, 0, 0, 0, 0, -12, 0, 0, -4, 0, 100, 8, 0, 8, -8, 0, 4, 0, 0, 124, 8, 0, 0, -12, 0, 8, 0, 0, -16, -4, 0, 24, -16, 0, 0, 0, 0, -8, -12, 0, -16, -32, 0, 100, -8, 0, 0, 4, 0, 0, -4, 0, 12, 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212, 0, 32, -32, 0, -184, -16, 0, 80, -256, 0, -16, 592, 0, -216, -192, 0, 120, 24, 0, 160, 112, 0, -104, 368, 0, 400, -80, 0, -256, 372, 0, 128, -8, 0, -32, 120, 0, -40, -104, 0, 352, 312, 0, -88, -192, 0, -56, 424, 0, 16, 24, 0, 148, 64, 0, -24, 0, 0, -104, 32, 0, 808, -80, 0, -440, 176, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 1244491
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 37, 'source_is_minimal': True, 'source_label': '5166.2.a.bk', 'source_level': 5166, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '5166.2.a.e', 'target_level': 5166, 'twist_class_label': '5166.2.a.e', 'twist_class_level': 5166, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1244492
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 37, 'source_is_minimal': True, 'source_label': '5166.2.a.bk', 'source_level': 5166, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 37, 'target_is_minimal': True, 'target_label': '5166.2.a.bk', 'target_level': 5166, 'twist_class_label': '5166.2.a.e', 'twist_class_level': 5166, '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: 3816100
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 2}
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id: 3816101
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 3}
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id: 3816102
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 5}
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id: 3816103
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 7}
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id: 3816104
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 11}
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id: 3816105
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 13}
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id: 3816106
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 17}
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id: 3816107
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 19}
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id: 3816108
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 23}
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id: 3816109
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 29}
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id: 3816110
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 31}
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id: 3816111
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 37}
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id: 3816112
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 41}
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id: 3816113
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 43}
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id: 3816114
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 47}
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id: 3816115
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 53}
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id: 3816116
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 59}
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id: 3816117
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 61}
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id: 3816118
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 67}
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id: 3816119
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 71}
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id: 3816120
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 73}
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id: 3816121
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 79}
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id: 3816122
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 83}
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id: 3816123
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 89}
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id: 3816124
{'charpoly_factorization': [[[17, 1], 1]], 'hecke_orbit_code': 162129586618897454, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 37, 'label': '5166.2.a.bk', 'level': 5166, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
-
id: 271028000
{'hecke_orbit_code': 162129586618897454, 'n': 1, 'trace_an': 1}
-
id: 271028001
{'hecke_orbit_code': 162129586618897454, 'n': 2, 'trace_an': 1}
-
id: 271028002
{'hecke_orbit_code': 162129586618897454, 'n': 3, 'trace_an': 0}
-
id: 271028003
{'hecke_orbit_code': 162129586618897454, 'n': 4, 'trace_an': 1}
-
id: 271028004
{'hecke_orbit_code': 162129586618897454, 'n': 5, 'trace_an': 2}
-
id: 271028005
{'hecke_orbit_code': 162129586618897454, 'n': 6, 'trace_an': 0}
-
id: 271028006
{'hecke_orbit_code': 162129586618897454, 'n': 7, 'trace_an': 1}
-
id: 271028007
{'hecke_orbit_code': 162129586618897454, 'n': 8, 'trace_an': 1}
-
id: 271028008
{'hecke_orbit_code': 162129586618897454, 'n': 9, 'trace_an': 0}
-
id: 271028009
{'hecke_orbit_code': 162129586618897454, 'n': 10, 'trace_an': 2}
-
id: 271028010
{'hecke_orbit_code': 162129586618897454, 'n': 11, 'trace_an': -5}
-
id: 271028011
{'hecke_orbit_code': 162129586618897454, 'n': 12, 'trace_an': 0}
-
id: 271028012
{'hecke_orbit_code': 162129586618897454, 'n': 13, 'trace_an': -6}
-
id: 271028013
{'hecke_orbit_code': 162129586618897454, 'n': 14, 'trace_an': 1}
-
id: 271028014
{'hecke_orbit_code': 162129586618897454, 'n': 15, 'trace_an': 0}
-
id: 271028015
{'hecke_orbit_code': 162129586618897454, 'n': 16, 'trace_an': 1}
-
id: 271028016
{'hecke_orbit_code': 162129586618897454, 'n': 17, 'trace_an': 0}
-
id: 271028017
{'hecke_orbit_code': 162129586618897454, 'n': 18, 'trace_an': 0}
-
id: 271028018
{'hecke_orbit_code': 162129586618897454, 'n': 19, 'trace_an': 1}
-
id: 271028019
{'hecke_orbit_code': 162129586618897454, 'n': 20, 'trace_an': 2}
-
id: 271028020
{'hecke_orbit_code': 162129586618897454, 'n': 21, 'trace_an': 0}
-
id: 271028021
{'hecke_orbit_code': 162129586618897454, 'n': 22, 'trace_an': -5}
-
id: 271028022
{'hecke_orbit_code': 162129586618897454, 'n': 23, 'trace_an': -7}
-
id: 271028023
{'hecke_orbit_code': 162129586618897454, 'n': 24, 'trace_an': 0}
-
id: 271028024
{'hecke_orbit_code': 162129586618897454, 'n': 25, 'trace_an': -1}
-
id: 271028025
{'hecke_orbit_code': 162129586618897454, 'n': 26, 'trace_an': -6}
-
id: 271028026
{'hecke_orbit_code': 162129586618897454, 'n': 27, 'trace_an': 0}
-
id: 271028027
{'hecke_orbit_code': 162129586618897454, 'n': 28, 'trace_an': 1}
-
id: 271028028
{'hecke_orbit_code': 162129586618897454, 'n': 29, 'trace_an': 4}
-
id: 271028029
{'hecke_orbit_code': 162129586618897454, 'n': 30, 'trace_an': 0}
-
id: 271028030
{'hecke_orbit_code': 162129586618897454, 'n': 31, 'trace_an': -9}
-
id: 271028031
{'hecke_orbit_code': 162129586618897454, 'n': 32, 'trace_an': 1}
-
id: 271028032
{'hecke_orbit_code': 162129586618897454, 'n': 33, 'trace_an': 0}
-
id: 271028033
{'hecke_orbit_code': 162129586618897454, 'n': 34, 'trace_an': 0}
-
id: 271028034
{'hecke_orbit_code': 162129586618897454, 'n': 35, 'trace_an': 2}
-
id: 271028035
{'hecke_orbit_code': 162129586618897454, 'n': 36, 'trace_an': 0}
-
id: 271028036
{'hecke_orbit_code': 162129586618897454, 'n': 37, 'trace_an': 4}
-
id: 271028037
{'hecke_orbit_code': 162129586618897454, 'n': 38, 'trace_an': 1}
-
id: 271028038
{'hecke_orbit_code': 162129586618897454, 'n': 39, 'trace_an': 0}
-
id: 271028039
{'hecke_orbit_code': 162129586618897454, 'n': 40, 'trace_an': 2}
-
id: 271028040
{'hecke_orbit_code': 162129586618897454, 'n': 41, 'trace_an': -1}
-
id: 271028041
{'hecke_orbit_code': 162129586618897454, 'n': 42, 'trace_an': 0}
-
id: 271028042
{'hecke_orbit_code': 162129586618897454, 'n': 43, 'trace_an': -5}
-
id: 271028043
{'hecke_orbit_code': 162129586618897454, 'n': 44, 'trace_an': -5}
-
id: 271028044
{'hecke_orbit_code': 162129586618897454, 'n': 45, 'trace_an': 0}
-
id: 271028045
{'hecke_orbit_code': 162129586618897454, 'n': 46, 'trace_an': -7}
-
id: 271028046
{'hecke_orbit_code': 162129586618897454, 'n': 47, 'trace_an': -3}
-
id: 271028047
{'hecke_orbit_code': 162129586618897454, 'n': 48, 'trace_an': 0}
-
id: 271028048
{'hecke_orbit_code': 162129586618897454, 'n': 49, 'trace_an': 1}
-
id: 271028049
{'hecke_orbit_code': 162129586618897454, 'n': 50, 'trace_an': -1}
-
id: 271028050
{'hecke_orbit_code': 162129586618897454, 'n': 51, 'trace_an': 0}
-
id: 271028051
{'hecke_orbit_code': 162129586618897454, 'n': 52, 'trace_an': -6}
-
id: 271028052
{'hecke_orbit_code': 162129586618897454, 'n': 53, 'trace_an': -6}
-
id: 271028053
{'hecke_orbit_code': 162129586618897454, 'n': 54, 'trace_an': 0}
-
id: 271028054
{'hecke_orbit_code': 162129586618897454, 'n': 55, 'trace_an': -10}
-
id: 271028055
{'hecke_orbit_code': 162129586618897454, 'n': 56, 'trace_an': 1}
-
id: 271028056
{'hecke_orbit_code': 162129586618897454, 'n': 57, 'trace_an': 0}
-
id: 271028057
{'hecke_orbit_code': 162129586618897454, 'n': 58, 'trace_an': 4}
-
id: 271028058
{'hecke_orbit_code': 162129586618897454, 'n': 59, 'trace_an': 5}
-
id: 271028059
{'hecke_orbit_code': 162129586618897454, 'n': 60, 'trace_an': 0}
-
id: 271028060
{'hecke_orbit_code': 162129586618897454, 'n': 61, 'trace_an': -5}
-
id: 271028061
{'hecke_orbit_code': 162129586618897454, 'n': 62, 'trace_an': -9}
-
id: 271028062
{'hecke_orbit_code': 162129586618897454, 'n': 63, 'trace_an': 0}
-
id: 271028063
{'hecke_orbit_code': 162129586618897454, 'n': 64, 'trace_an': 1}
-
id: 271028064
{'hecke_orbit_code': 162129586618897454, 'n': 65, 'trace_an': -12}
-
id: 271028065
{'hecke_orbit_code': 162129586618897454, 'n': 66, 'trace_an': 0}
-
id: 271028066
{'hecke_orbit_code': 162129586618897454, 'n': 67, 'trace_an': -2}
-
id: 271028067
{'hecke_orbit_code': 162129586618897454, 'n': 68, 'trace_an': 0}
-
id: 271028068
{'hecke_orbit_code': 162129586618897454, 'n': 69, 'trace_an': 0}
-
id: 271028069
{'hecke_orbit_code': 162129586618897454, 'n': 70, 'trace_an': 2}
-
id: 271028070
{'hecke_orbit_code': 162129586618897454, 'n': 71, 'trace_an': -6}
-
id: 271028071
{'hecke_orbit_code': 162129586618897454, 'n': 72, 'trace_an': 0}
-
id: 271028072
{'hecke_orbit_code': 162129586618897454, 'n': 73, 'trace_an': 10}
-
id: 271028073
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