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{'Nk2': 22440, 'analytic_conductor': 44.79607553393829, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [5, 1], [11, -1], [17, -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': [5610, 1, [1871, 3367, 1531, 3301], [1, 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': [[7, [-3, 1]], [13, [0, 1]], [19, [0, 1]], [23, [-1, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994444117482, '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': '5610.2.a.p', 'level': 5610, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 11, 17], 'level_radical': 5610, 'minimal_twist': '5610.2.a.p', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{3}+q^{4}-q^{5}-q^{6}+3q^{7}+\\cdots', 'related_objects': ['EllipticCurve/Q/5610/p'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5610.2.a', 'trace_display': [-1, 1, -1, 3], 'trace_hash': 1543482221652310926, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.921', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.748', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.060', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.250', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.021', 'prec': 17}, 'traces': [1, -1, 1, 1, -1, -1, 3, -1, 1, 1, 1, 1, 0, -3, -1, 1, 1, -1, 0, -1, 3, -1, 1, -1, 1, 0, 1, 3, -9, 1, 5, -1, 1, -1, -3, 1, 2, 0, 0, 1, 8, -3, 1, 1, -1, -1, 0, 1, 2, -1, 1, 0, 0, -1, -1, -3, 0, 9, 10, -1, 14, -5, 3, 1, 0, -1, 0, 1, 1, 3, -10, -1, -2, -2, 1, 0, 3, 0, 0, -1, 1, -8, 0, 3, -1, -1, -9, -1, -4, 1, 0, 1, 5, 0, 0, -1, 9, -2, 1, 1, 10, -1, 13, 0, -3, 0, -9, 1, -4, 1, 2, 3, -10, 0, -1, -9, 0, -10, 3, 1, 1, -14, 8, 5, -1, -3, 2, -1, 1, 0, 4, 1, 0, 0, -1, -1, 17, -1, 19, -3, 0, 10, 0, 1, 9, 2, 2, 2, -8, -1, -20, 0, 1, -3, -5, 0, -2, 0, 0, 1, 3, -1, -1, 8, -1, 0, -14, -3, -13, 1, 0, 1, 2, 9, 3, 1, 10, 4, 6, -1, 9, 0, 14, -1, -2, -5, 1, 0, 3, 0, -9, 1, 18, -9, 0, 2, 8, -1, 0, -1, 0, -10, -27, 1, -8, -13, 1, 0, 0, 3, -11, 0, -10, 9, -1, -1, 15, 4, -2, -1, 0, -2, -3, -3, 1, 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mf_hecke_nf • Show schema
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{'an': [[1], [-1], [1], [1], [-1], [-1], [3], [-1], [1], [1], [1], [1], [0], [-3], [-1], [1], [1], [-1], [0], [-1], [3], [-1], [1], [-1], [1], [0], [1], [3], [-9], [1], [5], [-1], [1], [-1], [-3], [1], [2], [0], [0], [1], [8], [-3], [1], [1], [-1], [-1], [0], [1], [2], [-1], [1], [0], [0], [-1], [-1], [-3], [0], [9], [10], [-1], [14], [-5], [3], [1], [0], [-1], [0], [1], [1], [3], [-10], [-1], [-2], [-2], [1], [0], [3], [0], [0], [-1], [1], [-8], [0], [3], [-1], [-1], [-9], [-1], [-4], [1], [0], [1], [5], [0], [0], [-1], [9], [-2], [1], [1]], 'ap': [[-1], [1], [-1], [3], [1], [0], [1], [0], [1], [-9], [5], [2], [8], [1], [0], [0], [10], [14], [0], [-10], [-2], [0], [0], [-4], [9], [10], [13], [-9], [-4], [-10], [2], [4], [17], [19], [-8], [-20], [-2], [-1], [-14], [2], [6], [9], [-9], [18], [8], [0], [-11], [-3], [15], [16], [-15], [-18], [-7], [-8], [15], [19], [30], [23], [2], [-13], [14], [1], [12], [0], [31], [3], [25], [-6], [-4], [-22], [-23], [-6], [-10], [22], [32], [-4], [-10], [-2], [-11], [-20], [-37], [24], [37], [20], [-10], [9], [31], [10], [14], [-40], [28], [-21], [-42], [0], [-28], [4], [14], [18], [-23], [12], [-6], [23], [20], [-22], [-20], [42], [31], [6], [9], [-2], [-8], [-26], [6], [-6], [-30], [3], [25], [-34], [27], [5], [8], [16], [30], [12], [32], [-18], [-34], [-26], [45], [-28], [-26], [-12], [43], [29], [-27], [-14], [-8], [32], [36], [2], [0], [-3], [10], [-23], [-2], [-26], [-25], [7], [-49], [28], [23], [-27], [20], [-4], [33], [40], [1], [-49], [-38], [-30], [30], [-46], [2], [-20], [34], [9], [7], [-3], [-25], [-21], [-21], [4], [-60], [-13], [-28], [6], [-28], [10], [-16], [-25], [-27], [-20], [22], [38], [28], [-14], [-17], [12], [-59], [8], [5], [-44], [43], [-41], [-29], [-4], [-18], [6], [-39], [-19], [-30], [-10], [-47], [4], [-58], [-28], [-14], [-24], [0], [37], [28], [-7], [-44], [45], [-40], [-4], [-50], [-27], [8], [-14], [-73], [68], [-8], [-6], [-44], [-63], [30], [50], [6], [58], [-67], [-35], [35], [-61], [-16], [-31], [-8], [-68], [13], [56], [-16], [34], [17], [42], [-17], [27], [10], [-23], [14], [-29], [4], [12], [8], [-46], [-13], [75], [-26], [-34], [-49], [50], [-28], [-6], [-70], [-39], [-12], [-47], [15], [-12], [46], [-37], [-69], [2], [58], [-25], [-29], [36], [-4], [9], [-66], [-12], [-21], [-8], [-56], [-47], [-50], [-24], [-30], [46], [46], [71], [-6], [36], [0], [18], [-13], [-22], [-82], [24], [46], [23], [-41], [-63], [-34], [44], [-32], [26], [-63], [-14], [75], [18], [34], [-26], [76], [-12], [-53], [-36], [8], [-8], [-14], [53], [-49], [-17], [32], [-25], [66], [-57], [-28], [-57], [48], [76], [10], [-5], [-86], [84], [76], [-24], [64], [-21], [-88], [62], [6], [18], [-35], [50], [24], [66], [-38], [-8], [-45], [47], [40], [-2], [-57], [-76], [58], [54], [75], [-16], [37], [66], [59], [66], [72], [-30], [20], [-12], [74], [26], [46], [42], [48], [-90], [54], [53], [-16], [44], [43], [55], [42], [-22], [44], [-9], [-16], [-27], [5], [-51], [62], [-31], [46], [48], [64], [61], [54], [-18], [-56], [-40], [20], [-10], [-2], [-8], [44], [42], [-92], [-88], [-66], [-98], [-78], [78], [82], [7], [-50], [18], [-76], [19], [-65], [30], [-16], [0], [92], [-40], [-42], [-10], [-40], [76], [-50], [-38], [24], [58], [49], [61]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 67553994444117482, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '5610.2.a.p', 'level': 5610, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, 1], [5, 1], [11, 1], [17, -1]], 2, 2], [[[2, 1], [3, -1], [5, 1], [11, -1], [17, 1]], 3, 3], [[[2, -1], [3, -1], [5, -1], [11, -1], [17, -1]], 7, 2], [[[2, -1], [3, 1], [5, -1], [11, -1], [17, -1]], 1, 1], [[[2, -1], [3, -1], [5, -1], [11, 1], [17, 1]], 5, 1], [[[2, 1], [3, 1], [5, 1], [11, -1], [17, 1]], 2, 1], [[[2, 1], [3, 1], [5, -1], [11, 1], [17, 1]], 3, 3], [[[2, 1], [3, 1], [5, 1], [11, 1], [17, 1]], 5, 3], [[[2, 1], [3, -1], [5, 1], [11, 1], [17, 1]], 4, 1], [[[2, 1], [3, -1], [5, -1], [11, -1], [17, 1]], 5, 3], [[[2, 1], [3, -1], [5, -1], [11, 1], [17, -1]], 4, 2], [[[2, -1], [3, -1], [5, 1], [11, -1], [17, -1]], 2, 2], [[[2, 1], [3, 1], [5, -1], [11, 1], [17, -1]], 4, 1], [[[2, -1], [3, 1], [5, 1], [11, 1], [17, -1]], 2, 1], [[[2, 1], [3, -1], [5, -1], [11, 1], [17, 1]], 4, 2], [[[2, 1], [3, 1], [5, 1], [11, -1], [17, -1]], 4, 3], [[[2, -1], [3, 1], [5, -1], [11, 1], [17, 1]], 3, 1], [[[2, -1], [3, 1], [5, -1], [11, -1], [17, 1]], 5, 1], [[[2, 1], [3, -1], [5, 1], [11, 1], [17, -1]], 4, 3], [[[2, -1], [3, 1], [5, -1], [11, 1], [17, -1]], 4, 3], [[[2, 1], [3, -1], [5, -1], [11, -1], [17, -1]], 2, 2], [[[2, 1], [3, 1], [5, -1], [11, -1], [17, -1]], 4, 2], [[[2, -1], [3, -1], [5, 1], [11, 1], [17, 1]], 3, 2], [[[2, -1], [3, -1], [5, -1], [11, 1], [17, -1]], 1, 1], [[[2, -1], [3, -1], [5, 1], [11, 1], [17, -1]], 5, 3], [[[2, -1], [3, 1], [5, 1], [11, 1], [17, 1]], 3, 3], [[[2, -1], [3, 1], [5, 1], [11, -1], [17, 1]], 3, 2], [[[2, 1], [3, 1], [5, -1], [11, -1], [17, 1]], 2, 2], [[[2, -1], [3, -1], [5, 1], [11, -1], [17, 1]], 5, 2], [[[2, 1], [3, -1], [5, 1], [11, -1], [17, -1]], 4, 2], [[[2, -1], [3, 1], [5, 1], [11, -1], [17, -1]], 5, 2], [[[2, -1], [3, -1], [5, -1], [11, -1], [17, 1]], 1, 1]], 'ALdims': [5, 2, 2, 4, 3, 4, 2, 4, 4, 4, 3, 4, 4, 4, 5, 2, 3, 2, 3, 5, 3, 4, 5, 1, 3, 5, 5, 2, 5, 1, 1, 7], 'Nk2': 22440, 'analytic_conductor': 44.79607553393829, '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': [5610, 1, [1871, 3367, 1531, 3301], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1281, 'dim': 111, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 13, 19, 23], 'hecke_orbit_code': 33560042, '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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5], 'label': '5610.2.a', 'level': 5610, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 11, 17], 'level_radical': 5610, 'mf_dim': 1312, 'mf_new_dim': 111, 'num_forms': 63, 'plus_dim': 44, 'prim_orbit_index': 1, 'relative_dim': 111, 'sturm_bound': 2592, 'trace_bound': 13, 'trace_display': [-1, 7, -1, 8], 'traces': [111, -1, 7, 111, -1, -1, 8, -1, 111, -1, -1, 7, 2, -8, -1, 111, -1, -1, -4, -1, 8, 7, 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442, -26, -14, -334, -54, 80, -36, -144, -442, -64, -48, 48, -176, 2, -136, 201, -144, 8, 64, 16, -288, 96, -1, 368, -132, -89, 32, 190, 188, -424, -125, -12, -1, -492, 30, 24, 216, 126, 42, -194, 64, -96, -30, 72, -44, -344, -1, -80, 690, -20, -152, -14, -98, -496, 16, -92, -32, -54, 111, 298, -324, -256, -58, -384, -168, -288, -44, 2, 16, 672, 66, 364, -38, -98, 82, -416, -4, 308, -176, -58, 356, 548, 39, 2, 224, 18, 8, 96, -364, -272, 60, -40, 52, -888, 22, 182, 288, -38, 12, 258, 2, 18, -38, 128, 534, -340, 104, -210, -460, 32, 176, 646, 7, -12, -296, -176, -288, 8, 0, -52, -18, -124, -22, 48, -256, 552, -38, -136, 10, 336, 44, -702, 16, 250, 7, -324, 172, -72, -160, 26, -316, -56, -1], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '5610.2.a.p', 'source_level': 5610, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': True, 'target_label': '5610.2.a.p', 'target_level': 5610, 'twist_class_label': '5610.2.a.p', 'twist_class_level': 5610, '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: 3947375
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 2}
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id: 3947376
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 3}
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id: 3947377
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 5}
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id: 3947378
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 7}
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id: 3947379
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 11}
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id: 3947380
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 13}
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id: 3947381
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 17}
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id: 3947382
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 19}
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id: 3947383
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 23}
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id: 3947384
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 29}
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id: 3947385
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 31}
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id: 3947386
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 37}
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id: 3947387
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 41}
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id: 3947388
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 43}
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id: 3947389
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 47}
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id: 3947390
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 53}
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id: 3947391
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 59}
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id: 3947392
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 61}
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id: 3947393
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 67}
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id: 3947394
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 71}
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id: 3947395
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 73}
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id: 3947396
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 79}
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id: 3947397
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 83}
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id: 3947398
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 89}
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id: 3947399
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 67553994444117482, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 16, 'label': '5610.2.a.p', 'level': 5610, 'portrait': 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', 'weight': 2}
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id: 235186000
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id: 235186987
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id: 235186988
{'hecke_orbit_code': 67553994444117482, 'n': 989, 'trace_an': 1}
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id: 235186989
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id: 235186990
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id: 235186991
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id: 235186992
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id: 235186993
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id: 235186994
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id: 235186995
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id: 235186996
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id: 235186997
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id: 235186998
{'hecke_orbit_code': 67553994444117482, 'n': 999, 'trace_an': 2}
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id: 235186999
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