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{'Nk2': 25992, 'analytic_conductor': 51.88679123342799, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [19, -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': [6498, 1, [3611, 6139], [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, [0, 1]], [7, [-1, 1]], [11, [-2, 1]], [13, [-3, 1]], [29, [0, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597797783906, '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': False, 'label': '6498.2.a.g', 'level': 6498, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 19], 'level_radical': 114, 'minimal_twist': '114.2.e.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{4}+q^{7}-q^{8}+2q^{11}+3q^{13}+\\cdots', 'related_objects': ['EllipticCurve/Q/6498/g'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6498.2.a', 'trace_display': [-1, 0, 0, 1], 'trace_hash': 2161596302511554734, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.958', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.907', 'prec': 17}, 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6, 0], 'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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{'an': [[1], [-1], [0], [1], [0], [0], [1], [-1], [0], [0], [2], [0], [3], [-1], [0], [1], [-4], [0], [0], [0], [0], [-2], [-4], [0], [-5], [-3], [0], [1], [0], [0], [3], [-1], [0], [4], [0], [0], [5], [0], [0], [0], [4], [0], [-9], [2], [0], [4], [-10], [0], [-6], [5], [0], [3], [-4], [0], [0], [-1], [0], [0], [-14], [0], [11], [-3], [0], [1], [0], [0], [-3], [-4], [0], [0], [14], [0], [-11], [-5], [0], [0], [2], [0], [-1], [0], [0], [-4], [-8], [0], [0], [9], [0], [-2], [-14], [0], [3], [-4], [0], [10], [0], [0], [-2], [6], [0], [-5]], 'ap': [[-1], [0], [0], [1], [2], [3], [-4], [0], [-4], [0], [3], [5], [4], [-9], [-10], [-4], [-14], [11], [-3], [14], [-11], [-1], [-8], [-14], [-2], [10], [3], [-10], [-14], [10], [8], [6], [6], [-19], [22], [20], [-21], [11], [6], [-24], [4], [18], [8], [13], [2], [5], [-25], [-9], [8], [-11], [-18], [12], [-25], [18], [-12], [-18], [2], [-16], [-2], [-8], [-20], [14], [12], [-10], [6], [12], [-15], [19], [-16], [-29], [12], [36], [23], [-26], [13], [14], [16], [15], [18], [30], [-18], [-10], [-10], [9], [-19], [-24], [-36], [5], [-6], [-9], [-8], [-6], [-32], [-30], [5], [-16], [26], [34], [-37], [-31], [-11], [-34], [-6], [24], [-7], [-14], [2], [-34], [-46], [-27], [-5], [2], [42], [1], [17], [-14], [37], [-48], [42], [-14], [-10], [1], [18], [-36], [4], [44], [-31], [-40], [17], [-2], [-5], [-18], [-13], [5], [34], [27], [-18], [47], [26], [0], [-4], [-48], [4], [36], [31], [-12], [3], [42], [7], [-22], [25], [-36], [-9], [18], [-52], [-60], [55], [-12], [-25], [-32], [-10], [-30], [51], [6], [-42], [-6], [17], [-49], [14], [36], [-18], [17], [18], [61], [59], [-54], [3], [-2], [-9], [55], [-44], [-8], [11], [44], [46], [-6], [-50], [5], [26], [22], [15], [-24], [17], [42], [-48], [-36], [22], [25], [4], [-54], [-6], [32], [63], [11], [-24], [48], [56], [-24], [36], [-5], [47], [22], [-9], [14], [4], [-3], [20], [0], [-68], [46], [-5], [29], [40], [-31], [-52], [23], [54], [26], [-36], [48], [-19], [-43], [16], [36], [24], [50], [5], [-72], [20], [52], [-44], [28], [-35], [45], [-62], [-8], [-16], [66], [31], [-18], [73], [0], [0], [-10], [-2], [12], [57], [-17], [72], [-61], [35], [-30], [45], [53], [-34], [-71], [-40], [12], [75], [24], [-11], [0], [34], [-8], [-41], [29], [26], [37], [37], [26], [24], [-28], [36], [21], [16], [-60], [-19], [68], [-65], [62], [42], [4], [38], [30], [-31], [-18], [-76], [58], [10], [-25], [-2], [74], [27], [34], [-59], [83], [58], [-65], [60], [-53], [70], [82], [30], [59], [-36], [-10], [-14], [6], [1], [-14], [-17], [67], [-60], [-33], [-88], [11], [11], [-49], [-18], [36], [-47], [88], [-48], [-72], [-72], [-60], [-15], [-14], [-27], [-11], [-34], [-32], [18], [96], [-22], [60], [-74], [-44], [24], [-4], [47], [-61], [12], [-24], [38], [-30], [-54], [84], [50], [-96], [-38], [-84], [42], [-10], [-28], [-30], [18], [19], [-3], [80], [-17], [56], [-14], [-69], [-3], [-56], [-82], [-34], [-76], [-33], [-36], [50], [-72], [34], [61], [-90], [47], [-90], [76], [-66], [63], [78], [-54], [77], [24], [14], [7], [-32], [-29], [-36], [61], [4], [-88], [-22], [22], [47], [-3], [-24], [4], [26], [1], [44], [-12], [-49], [-42], [-58], [0], [-32], [-62], [-52], [-72], [-7], [-70], [46], [-31], [-42], [-30], [22], [49], [6]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 27021597797783906, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '6498.2.a.g', 'level': 6498, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [19, -1]], 25, 12], [[[2, -1], [3, 1], [19, -1]], 12, 5], [[[2, -1], [3, 1], [19, 1]], 17, 5], [[[2, 1], [3, 1], [19, 1]], 17, 5], [[[2, 1], [3, -1], [19, -1]], 20, 10], [[[2, -1], [3, -1], [19, 1]], 18, 8], [[[2, 1], [3, 1], [19, -1]], 12, 5], [[[2, 1], [3, -1], [19, 1]], 22, 9]], 'ALdims': [17, 12, 22, 20, 17, 12, 18, 25], 'Nk2': 25992, 'analytic_conductor': 51.88679123342799, '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': [6498, 1, [3611, 6139], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1061, 'dim': 143, 'eis_dim': 159, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 11, 13, 29], 'hecke_orbit_code': 33560930, '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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8, 8], 'label': '6498.2.a', 'level': 6498, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 19], 'level_radical': 114, 'mf_dim': 1220, 'mf_new_dim': 143, 'num_forms': 59, 'plus_dim': 67, 'prim_orbit_index': 1, 'relative_dim': 143, 'sturm_bound': 2280, 'trace_bound': 11, 'trace_display': [1, 0, -4, -4], 'traces': [143, 1, 0, 143, -4, 0, -4, 1, 0, -2, -6, 0, 6, -4, 0, 143, 2, 0, 0, -4, 0, -4, -12, 0, 155, -8, 0, -4, 2, 0, 4, 1, 0, -2, -16, 0, 18, 0, 0, -2, 18, 0, -10, -6, 0, -4, 24, 0, 155, 15, 0, 6, -6, 0, 4, -4, 0, 12, 28, 0, 12, -4, 0, 143, 8, 0, -4, 2, 0, 12, -12, 0, -18, 16, 0, 0, 24, 0, -4, -4, 0, 10, -22, 0, 20, 8, 0, -4, -26, 0, -8, -12, 0, 8, 0, 0, 2, 1, 0, 155, 36, 0, 8, -8, 0, 4, -12, 0, 30, -16, 0, -4, -10, 0, -24, 2, 0, 6, -32, 0, 141, 50, 0, 4, -48, 0, 4, 1, 0, 16, 26, 0, 0, -10, 0, -2, -50, 0, -50, -16, 0, -4, -40, 0, -8, 26, 0, 18, 12, 0, -40, 0, 0, 16, 40, 0, 20, -28, 0, -2, 4, 0, -18, 18, 0, -4, 0, 0, 167, -24, 0, -10, 30, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 1307447
{'conductor': 57, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '6498.2.a.g', 'source_level': 6498, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '114.2.e.b', 'target_level': 114, 'twist_class_label': '114.2.e.b', 'twist_class_level': 114, 'twisting_char_label': '57.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 1307448
{'conductor': 19, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '6498.2.a.g', 'source_level': 6498, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '342.2.g.c', 'target_level': 342, 'twist_class_label': '114.2.e.b', 'twist_class_level': 114, 'twisting_char_label': '19.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1307449
{'conductor': 228, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '6498.2.a.g', 'source_level': 6498, 'target_char_orbit': 17, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '912.2.q.b', 'target_level': 912, 'twist_class_label': '114.2.e.b', 'twist_class_level': 114, 'twisting_char_label': '228.n', 'twisting_char_orbit': 14, 'weight': 2}
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id: 1307450
{'conductor': 57, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '6498.2.a.g', 'source_level': 6498, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '2166.2.a.b', 'target_level': 2166, 'twist_class_label': '114.2.e.b', 'twist_class_level': 114, 'twisting_char_label': '57.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1307451
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '6498.2.a.g', 'source_level': 6498, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '2166.2.a.h', 'target_level': 2166, 'twist_class_label': '114.2.e.b', 'twist_class_level': 114, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1307452
{'conductor': 76, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '6498.2.a.g', 'source_level': 6498, 'target_char_orbit': 19, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '2736.2.s.k', 'target_level': 2736, 'twist_class_label': '114.2.e.b', 'twist_class_level': 114, 'twisting_char_label': '76.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 1307453
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '6498.2.a.g', 'source_level': 6498, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '6498.2.a.g', 'target_level': 6498, 'twist_class_label': '114.2.e.b', 'twist_class_level': 114, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1307454
{'conductor': 19, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '6498.2.a.g', 'source_level': 6498, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '6498.2.a.u', 'target_level': 6498, 'twist_class_label': '114.2.e.b', 'twist_class_level': 114, 'twisting_char_label': '19.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4206125
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 2}
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id: 4206126
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 3}
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id: 4206127
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 5}
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id: 4206128
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 7}
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id: 4206129
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 11}
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id: 4206130
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 13}
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id: 4206131
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 17}
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id: 4206132
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 19}
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id: 4206133
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 23}
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id: 4206134
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 29}
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id: 4206135
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 31}
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id: 4206136
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 37}
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id: 4206137
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 41}
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id: 4206138
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 43}
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id: 4206139
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 47}
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id: 4206140
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 53}
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id: 4206141
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 59}
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id: 4206142
{'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 61}
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id: 4206143
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 67}
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id: 4206144
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 71}
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id: 4206145
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 73}
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id: 4206146
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 79}
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id: 4206147
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 83}
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id: 4206148
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 89}
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id: 4206149
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 27021597797783906, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '6498.2.a.g', 'level': 6498, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 178119000
{'hecke_orbit_code': 27021597797783906, 'n': 1, 'trace_an': 1}
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id: 178119001
{'hecke_orbit_code': 27021597797783906, 'n': 2, 'trace_an': -1}
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id: 178119002
{'hecke_orbit_code': 27021597797783906, 'n': 3, 'trace_an': 0}
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id: 178119003
{'hecke_orbit_code': 27021597797783906, 'n': 4, 'trace_an': 1}
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id: 178119004
{'hecke_orbit_code': 27021597797783906, 'n': 5, 'trace_an': 0}
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id: 178119005
{'hecke_orbit_code': 27021597797783906, 'n': 6, 'trace_an': 0}
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id: 178119006
{'hecke_orbit_code': 27021597797783906, 'n': 7, 'trace_an': 1}
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id: 178119987
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id: 178119988
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id: 178119990
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id: 178119992
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id: 178119994
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id: 178119995
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id: 178119996
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id: 178119998
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id: 178119999
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