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{'Nk2': 22932, 'analytic_conductor': 45.77823547880004, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [5733, 1, [2549, 1522, 5293], [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': [[2, [-2, 1]], [5, [1, 1]], [11, [-2, 1]], [17, [4, 1]], [19, [3, 1]], [31, [-5, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195562006117, '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': '5733.2.a.m', 'level': 5733, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 13], 'level_radical': 273, 'minimal_twist': '273.2.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+2q^{4}-q^{5}-2q^{10}+2q^{11}+\\cdots', 'related_objects': ['EllipticCurve/Q/5733/m'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5733.2.a', 'trace_display': [2, 0, -1, 0], 'trace_hash': 2058790699289307482, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.957', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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{'an': [[1], [2], [0], [2], [-1], [0], [0], [0], [0], [-2], [2], [0], [-1], [0], [0], [-4], [-4], [0], [-3], [-2], [0], [4], [9], [0], [-4], [-2], [0], [0], [1], [0], [5], [-8], [0], [-8], [0], [0], [-8], [-6], [0], [0], [6], [0], [-9], [4], [0], [18], [-3], [0], [0], [-8], [0], [-2], [-3], [0], [-2], [0], [0], [2], [0], [0], [-10], [10], [0], [-8], [1], [0], [-2], [-8], [0], [0], [-12], [0], [-5], [-16], [0], [-6], [0], [0], [-13], [4], [0], [12], [-11], [0], [4], [-18], [0], [0], [1], [0], [0], [18], [0], [-6], [3], [0], [-1], [0], [0], [-8]], 'ap': [[2], [0], [-1], [0], [2], [-1], [-4], [-3], [9], [1], [5], [-8], [6], [-9], [-3], [-3], [0], [-10], [-2], [-12], [-5], [-13], [-11], [1], [-1], [-6], [12], [-12], [-2], [15], [-4], [4], [0], [18], [-18], [4], [-24], [8], [7], [12], [5], [-14], [16], [-6], [6], [4], [19], [23], [4], [-26], [-19], [24], [-25], [30], [14], [27], [-20], [0], [-7], [22], [-24], [-33], [7], [-18], [-30], [-20], [-10], [9], [-24], [35], [-14], [-12], [-10], [-2], [-18], [-4], [26], [19], [20], [11], [-2], [20], [-30], [8], [34], [-23], [-16], [8], [-2], [34], [-18], [39], [-18], [36], [24], [-26], [-17], [0], [34], [12], [25], [12], [0], [29], [-1], [34], [13], [-17], [25], [-22], [46], [28], [-10], [-36], [-34], [19], [-8], [22], [6], [-37], [-9], [-23], [-14], [12], [-45], [7], [-38], [6], [-14], [27], [-22], [24], [-25], [1], [35], [45], [10], [5], [-38], [27], [28], [34], [0], [8], [-2], [0], [45], [38], [26], [-40], [-40], [10], [-20], [-48], [39], [-5], [48], [-9], [-44], [-35], [-18], [3], [-46], [-30], [-54], [43], [4], [-52], [18], [12], [-30], [14], [-5], [0], [-60], [36], [48], [30], [14], [-6], [-16], [-30], [14], [51], [-50], [-54], [7], [-11], [26], [-21], [8], [-34], [-65], [-25], [15], [-48], [-2], [13], [-7], [-54], [60], [-32], [-49], [40], [69], [-52], [-31], [-19], [-44], [2], [-13], [-12], [-64], [28], [-11], [-71], [-13], [-64], [-12], [24], [-19], [-16], [-28], [-38], [-18], [55], [-12], [55], [-22], [46], [66], [40], [-16], [18], [-22], [-3], [70], [32], [19], [-2], [32], [-46], [16], [-66], [21], [-72], [47], [3], [-28], [-33], [8], [50], [-42], [-10], [6], [68], [-73], [4], [12], [-13], [3], [-49], [19], [2], [18], [38], [34], [45], [14], [38], [-26], [-24], [26], [53], [0], [8], [-28], [16], [-8], [0], [-66], [74], [-20], [-53], [-44], [5], [-53], [-48], [-32], [20], [-15], [0], [-66], [-33], [-11], [-8], [-42], [16], [20], [1], [22], [32], [55], [61], [-7], [-42], [-20], [-76], [-30], [39], [-28], [54], [50], [-71], [-32], [-56], [-69], [50], [-55], [-33], [64], [-68], [-18], [12], [0], [-36], [56], [-37], [20], [-6], [50], [69], [38], [77], [-74], [-5], [40], [86], [-14], [62], [24], [-70], [-34], [-64], [40], [-48], [14], [-56], [-85], [46], [-63], [18], [-60], [-50], [-10], [62], [29], [21], [-66], [14], [66], [78], [-27], [72], [38], [-17], [75], [58], [-57], [-60], [18], [32], [33], [60], [27], [-36], [-96], [38], [4], [-6], [-21], [-6], [-64], [12], [-25], [-59], [-60], [96], [-4], [68], [-70], [65], [40], [28], [100], [-23], [40], [78], [37], [-72], [-83], [33], [10], [-63], [35], [-8], [-68], [64], [-33], [9], [40], [-53], [51], [52], [-33], [-60], [4], [-56], [-42], [-28], [5], [102], [-68], [-64], [-86], [67], [-15], [48], [-65], [42]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 54043195562006117, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '5733.2.a.m', 'level': 5733, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1], [13, -1]], 33, 14], [[[3, -1], [7, -1], [13, 1]], 30, 11], [[[3, 1], [7, 1], [13, 1]], 18, 2], [[[3, 1], [7, -1], [13, -1]], 18, 6], [[[3, -1], [7, 1], [13, 1]], 31, 8], [[[3, -1], [7, 1], [13, -1]], 29, 6], [[[3, 1], [7, 1], [13, -1]], 22, 2], [[[3, 1], [7, -1], [13, 1]], 24, 5]], 'ALdims': [18, 22, 24, 18, 31, 29, 30, 33], 'Nk2': 22932, 'analytic_conductor': 45.77823547880004, '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': [5733, 1, [2549, 1522, 5293], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 753, 'dim': 205, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5, 11, 17, 19, 31], 'hecke_orbit_code': 33560165, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 6, 10, 10, 10, 10, 12, 12], 'label': '5733.2.a', 'level': 5733, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 13], 'level_radical': 273, 'mf_dim': 816, 'mf_new_dim': 205, 'num_forms': 54, 'plus_dim': 95, 'prim_orbit_index': 1, 'relative_dim': 205, 'sturm_bound': 1568, 'trace_bound': 13, 'trace_display': [-3, 0, -2, 0], 'traces': [205, -3, 0, 199, -2, 0, 0, -15, 0, -10, -12, 0, -1, 0, 0, 183, -2, 0, -4, -30, 0, 8, -8, 0, 227, 3, 0, 0, -2, 0, -12, -3, 0, 30, 0, 0, 14, -4, 0, 18, 6, 0, -20, -12, 0, -8, -4, 0, 0, 23, 0, -7, -26, 0, -12, 0, 0, 6, -4, 0, -50, 4, 0, 179, -6, 0, -12, -2, 0, 0, -8, 0, 6, -38, 0, 8, 0, 0, -48, -90, 0, 42, 20, 0, -16, 64, 0, 108, 22, 0, 0, 52, 0, 28, 16, 0, 38, 0, 0, 261, -6, 0, 8, 15, 0, 22, -76, 0, -26, 12, 0, 0, 18, 0, 48, 82, 0, 32, 0, 0, 233, 114, 0, 4, -12, 0, 8, 33, 0, 10, 4, 0, 0, -76, 0, 42, -154, 0, -12, 0, 0, 64, 12, 0, -8, -70, 0, 70, -38, 0, 40, 44, 0, 0, -16, 0, -26, 140, 0, 150, 0, 0, 4, 50, 0, 76, 52, 0, 205, 152, 0, -4, 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mf_twists_nf • Show schema
Hide schema
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id: 1270901
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '5733.2.a.m', 'source_level': 5733, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '273.2.a.a', 'target_level': 273, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1270902
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '5733.2.a.m', 'source_level': 5733, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '819.2.a.e', 'target_level': 819, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1270903
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '5733.2.a.m', 'source_level': 5733, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1911.2.a.a', 'target_level': 1911, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1270904
{'conductor': 273, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '5733.2.a.m', 'source_level': 5733, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '3549.2.a.d', 'target_level': 3549, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '273.g', 'twisting_char_orbit': 7, 'weight': 2}
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id: 1270905
{'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '5733.2.a.m', 'source_level': 5733, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '4368.2.a.q', 'target_level': 4368, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1270906
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '5733.2.a.m', 'source_level': 5733, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '5733.2.a.m', 'target_level': 5733, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1270907
{'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '5733.2.a.m', 'source_level': 5733, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '6825.2.a.l', 'target_level': 6825, 'twist_class_label': '273.2.a.a', 'twist_class_level': 273, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3981475
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 2}
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id: 3981476
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 3}
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id: 3981477
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 5}
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id: 3981478
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 7}
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id: 3981479
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 11}
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id: 3981480
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 13}
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id: 3981481
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 17}
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id: 3981482
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 19}
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id: 3981483
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 23}
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id: 3981484
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 29}
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id: 3981485
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 31}
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id: 3981486
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 37}
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id: 3981487
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 41}
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id: 3981488
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 43}
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id: 3981489
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 47}
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id: 3981490
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 53}
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id: 3981491
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 59}
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id: 3981492
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 61}
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id: 3981493
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 67}
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id: 3981494
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 71}
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id: 3981495
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 73}
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id: 3981496
{'charpoly_factorization': [[[13, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 79}
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id: 3981497
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 83}
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id: 3981498
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 89}
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id: 3981499
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 54043195562006117, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '5733.2.a.m', 'level': 5733, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 222774000
{'hecke_orbit_code': 54043195562006117, 'n': 1, 'trace_an': 1}
-
id: 222774001
{'hecke_orbit_code': 54043195562006117, 'n': 2, 'trace_an': 2}
-
id: 222774002
{'hecke_orbit_code': 54043195562006117, 'n': 3, 'trace_an': 0}
-
id: 222774003
{'hecke_orbit_code': 54043195562006117, 'n': 4, 'trace_an': 2}
-
id: 222774004
{'hecke_orbit_code': 54043195562006117, 'n': 5, 'trace_an': -1}
-
id: 222774005
{'hecke_orbit_code': 54043195562006117, 'n': 6, 'trace_an': 0}
-
id: 222774006
{'hecke_orbit_code': 54043195562006117, 'n': 7, 'trace_an': 0}
-
id: 222774007
{'hecke_orbit_code': 54043195562006117, 'n': 8, 'trace_an': 0}
-
id: 222774008
{'hecke_orbit_code': 54043195562006117, 'n': 9, 'trace_an': 0}
-
id: 222774009
{'hecke_orbit_code': 54043195562006117, 'n': 10, 'trace_an': -2}
-
id: 222774010
{'hecke_orbit_code': 54043195562006117, 'n': 11, 'trace_an': 2}
-
id: 222774011
{'hecke_orbit_code': 54043195562006117, 'n': 12, 'trace_an': 0}
-
id: 222774012
{'hecke_orbit_code': 54043195562006117, 'n': 13, 'trace_an': -1}
-
id: 222774013
{'hecke_orbit_code': 54043195562006117, 'n': 14, 'trace_an': 0}
-
id: 222774014
{'hecke_orbit_code': 54043195562006117, 'n': 15, 'trace_an': 0}
-
id: 222774015
{'hecke_orbit_code': 54043195562006117, 'n': 16, 'trace_an': -4}
-
id: 222774016
{'hecke_orbit_code': 54043195562006117, 'n': 17, 'trace_an': -4}
-
id: 222774017
{'hecke_orbit_code': 54043195562006117, 'n': 18, 'trace_an': 0}
-
id: 222774018
{'hecke_orbit_code': 54043195562006117, 'n': 19, 'trace_an': -3}
-
id: 222774019
{'hecke_orbit_code': 54043195562006117, 'n': 20, 'trace_an': -2}
-
id: 222774020
{'hecke_orbit_code': 54043195562006117, 'n': 21, 'trace_an': 0}
-
id: 222774021
{'hecke_orbit_code': 54043195562006117, 'n': 22, 'trace_an': 4}
-
id: 222774022
{'hecke_orbit_code': 54043195562006117, 'n': 23, 'trace_an': 9}
-
id: 222774023
{'hecke_orbit_code': 54043195562006117, 'n': 24, 'trace_an': 0}
-
id: 222774024
{'hecke_orbit_code': 54043195562006117, 'n': 25, 'trace_an': -4}
-
id: 222774025
{'hecke_orbit_code': 54043195562006117, 'n': 26, 'trace_an': -2}
-
id: 222774026
{'hecke_orbit_code': 54043195562006117, 'n': 27, 'trace_an': 0}
-
id: 222774027
{'hecke_orbit_code': 54043195562006117, 'n': 28, 'trace_an': 0}
-
id: 222774028
{'hecke_orbit_code': 54043195562006117, 'n': 29, 'trace_an': 1}
-
id: 222774029
{'hecke_orbit_code': 54043195562006117, 'n': 30, 'trace_an': 0}
-
id: 222774030
{'hecke_orbit_code': 54043195562006117, 'n': 31, 'trace_an': 5}
-
id: 222774031
{'hecke_orbit_code': 54043195562006117, 'n': 32, 'trace_an': -8}
-
id: 222774032
{'hecke_orbit_code': 54043195562006117, 'n': 33, 'trace_an': 0}
-
id: 222774033
{'hecke_orbit_code': 54043195562006117, 'n': 34, 'trace_an': -8}
-
id: 222774034
{'hecke_orbit_code': 54043195562006117, 'n': 35, 'trace_an': 0}
-
id: 222774035
{'hecke_orbit_code': 54043195562006117, 'n': 36, 'trace_an': 0}
-
id: 222774036
{'hecke_orbit_code': 54043195562006117, 'n': 37, 'trace_an': -8}
-
id: 222774037
{'hecke_orbit_code': 54043195562006117, 'n': 38, 'trace_an': -6}
-
id: 222774038
{'hecke_orbit_code': 54043195562006117, 'n': 39, 'trace_an': 0}
-
id: 222774039
{'hecke_orbit_code': 54043195562006117, 'n': 40, 'trace_an': 0}
-
id: 222774040
{'hecke_orbit_code': 54043195562006117, 'n': 41, 'trace_an': 6}
-
id: 222774041
{'hecke_orbit_code': 54043195562006117, 'n': 42, 'trace_an': 0}
-
id: 222774042
{'hecke_orbit_code': 54043195562006117, 'n': 43, 'trace_an': -9}
-
id: 222774043
{'hecke_orbit_code': 54043195562006117, 'n': 44, 'trace_an': 4}
-
id: 222774044
{'hecke_orbit_code': 54043195562006117, 'n': 45, 'trace_an': 0}
-
id: 222774045
{'hecke_orbit_code': 54043195562006117, 'n': 46, 'trace_an': 18}
-
id: 222774046
{'hecke_orbit_code': 54043195562006117, 'n': 47, 'trace_an': -3}
-
id: 222774047
{'hecke_orbit_code': 54043195562006117, 'n': 48, 'trace_an': 0}
-
id: 222774048
{'hecke_orbit_code': 54043195562006117, 'n': 49, 'trace_an': 0}
-
id: 222774049
{'hecke_orbit_code': 54043195562006117, 'n': 50, 'trace_an': -8}
-
id: 222774050
{'hecke_orbit_code': 54043195562006117, 'n': 51, 'trace_an': 0}
-
id: 222774051
{'hecke_orbit_code': 54043195562006117, 'n': 52, 'trace_an': -2}
-
id: 222774052
{'hecke_orbit_code': 54043195562006117, 'n': 53, 'trace_an': -3}
-
id: 222774053
{'hecke_orbit_code': 54043195562006117, 'n': 54, 'trace_an': 0}
-
id: 222774054
{'hecke_orbit_code': 54043195562006117, 'n': 55, 'trace_an': -2}
-
id: 222774055
{'hecke_orbit_code': 54043195562006117, 'n': 56, 'trace_an': 0}
-
id: 222774056
{'hecke_orbit_code': 54043195562006117, 'n': 57, 'trace_an': 0}
-
id: 222774057
{'hecke_orbit_code': 54043195562006117, 'n': 58, 'trace_an': 2}
-
id: 222774058
{'hecke_orbit_code': 54043195562006117, 'n': 59, 'trace_an': 0}
-
id: 222774059
{'hecke_orbit_code': 54043195562006117, 'n': 60, 'trace_an': 0}
-
id: 222774060
{'hecke_orbit_code': 54043195562006117, 'n': 61, 'trace_an': -10}
-
id: 222774061
{'hecke_orbit_code': 54043195562006117, 'n': 62, 'trace_an': 10}
-
id: 222774062
{'hecke_orbit_code': 54043195562006117, 'n': 63, 'trace_an': 0}
-
id: 222774063
{'hecke_orbit_code': 54043195562006117, 'n': 64, 'trace_an': -8}
-
id: 222774064
{'hecke_orbit_code': 54043195562006117, 'n': 65, 'trace_an': 1}
-
id: 222774065
{'hecke_orbit_code': 54043195562006117, 'n': 66, 'trace_an': 0}
-
id: 222774066
{'hecke_orbit_code': 54043195562006117, 'n': 67, 'trace_an': -2}
-
id: 222774067
{'hecke_orbit_code': 54043195562006117, 'n': 68, 'trace_an': -8}
-
id: 222774068
{'hecke_orbit_code': 54043195562006117, 'n': 69, 'trace_an': 0}
-
id: 222774069
{'hecke_orbit_code': 54043195562006117, 'n': 70, 'trace_an': 0}
-
id: 222774070
{'hecke_orbit_code': 54043195562006117, 'n': 71, 'trace_an': -12}
-
id: 222774071
{'hecke_orbit_code': 54043195562006117, 'n': 72, 'trace_an': 0}
-
id: 222774072
{'hecke_orbit_code': 54043195562006117, 'n': 73, 'trace_an': -5}
-
id: 222774073
{'hecke_orbit_code': 54043195562006117, 'n': 74, 'trace_an': -16}
-
id: 222774074
{'hecke_orbit_code': 54043195562006117, 'n': 75, 'trace_an': 0}
-
id: 222774075
{'hecke_orbit_code': 54043195562006117, 'n': 76, 'trace_an': -6}
-
id: 222774076
{'hecke_orbit_code': 54043195562006117, 'n': 77, 'trace_an': 0}
-
id: 222774077
{'hecke_orbit_code': 54043195562006117, 'n': 78, 'trace_an': 0}
-
id: 222774078
{'hecke_orbit_code': 54043195562006117, 'n': 79, 'trace_an': -13}
-
id: 222774079
{'hecke_orbit_code': 54043195562006117, 'n': 80, 'trace_an': 4}
-
id: 222774080
{'hecke_orbit_code': 54043195562006117, 'n': 81, 'trace_an': 0}
-
id: 222774081
{'hecke_orbit_code': 54043195562006117, 'n': 82, 'trace_an': 12}
-
id: 222774082
{'hecke_orbit_code': 54043195562006117, 'n': 83, 'trace_an': -11}
-
id: 222774083
{'hecke_orbit_code': 54043195562006117, 'n': 84, 'trace_an': 0}
-
id: 222774084
{'hecke_orbit_code': 54043195562006117, 'n': 85, 'trace_an': 4}
-
id: 222774085
{'hecke_orbit_code': 54043195562006117, 'n': 86, 'trace_an': -18}
-
id: 222774086
{'hecke_orbit_code': 54043195562006117, 'n': 87, 'trace_an': 0}
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