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{'Nk2': 30380, 'analytic_conductor': 60.646380335162455, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [7, -1], [31, -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': [7595, 1, [6077, 5736, 4901], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 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]], [3, [3, 1]], [11, [1, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396679896491, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '7595.2.a.j', 'level': 7595, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7, 31], 'level_radical': 1085, 'minimal_twist': '1085.2.a.h', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}-3q^{3}+2q^{4}-q^{5}-6q^{6}+\\cdots', 'related_objects': ['EllipticCurve/Q/7595/j'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7595.2.a', 'trace_display': [2, -3, -1, 0], 'trace_hash': 970950401148676464, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.980', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.046', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.933', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.199', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.758', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.016', 'prec': 17}, 'traces': [1, 2, -3, 2, -1, -6, 0, 0, 6, -2, -1, -6, 1, 0, 3, -4, -1, 12, 2, -2, 0, -2, 4, 0, 1, 2, -9, 0, -3, 6, 1, -8, 3, -2, 0, 12, 2, 4, -3, 0, 0, 0, -6, -2, -6, 8, 7, 12, 0, 2, 3, 2, 2, -18, 1, 0, -6, -6, -10, 6, 14, 2, 0, -8, -1, 6, 4, -2, -12, 0, 4, 0, 2, 4, -3, 4, 0, -6, 1, 4, 9, 0, 12, 0, 1, -12, 9, 0, -16, -12, 0, 8, -3, 14, -2, 24, -11, 0, -6, 2, 12, 6, -9, 0, 0, 4, 12, -18, -7, 2, -6, 0, -18, -12, -4, -6, 6, -20, 0, 0, -10, 28, 0, 2, -1, 0, -6, 0, 18, -2, -10, 6, 0, 8, 9, 0, 12, -24, -16, 0, -21, 8, -1, -24, 3, 4, 0, 4, -10, -6, 17, 0, -6, 0, -1, -6, -18, 2, -6, 8, 0, 18, 4, 0, -3, 24, -3, 0, -12, 2, 12, -12, -3, 18, 0, 4, 30, -32, 0, -12, -16, 0, -42, 0, -2, -6, 1, 14, 0, -4, -3, 24, -6, -22, 3, 0, 12, -12, -4, 0, -12, 24, 0, 6, 0, -18, 24, -4, -2, 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mf_hecke_nf • Show schema
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{'an': [[1], [2], [-3], [2], [-1], [-6], [0], [0], [6], [-2], [-1], [-6], [1], [0], [3], [-4], [-1], [12], [2], [-2], [0], [-2], [4], [0], [1], [2], [-9], [0], [-3], [6], [1], [-8], [3], [-2], [0], [12], [2], [4], [-3], [0], [0], [0], [-6], [-2], [-6], [8], [7], [12], [0], [2], [3], [2], [2], [-18], [1], [0], [-6], [-6], [-10], [6], [14], [2], [0], [-8], [-1], [6], [4], [-2], [-12], [0], [4], [0], [2], [4], [-3], [4], [0], [-6], [1], [4], [9], [0], [12], [0], [1], [-12], [9], [0], [-16], [-12], [0], [8], [-3], [14], [-2], [24], [-11], [0], [-6], [2]], 'ap': [[2], [-3], [-1], [0], [-1], [1], [-1], [2], [4], [-3], [1], [2], [0], [-6], [7], [2], [-10], [14], [4], [4], [2], [1], [12], [-16], [-11], [12], [-9], [12], [-7], [-18], [-6], [-10], [12], [-16], [-10], [17], [-18], [4], [-3], [-3], [0], [-16], [-3], [-6], [12], [-4], [-13], [21], [-21], [-14], [-6], [-15], [18], [-18], [-18], [-6], [-6], [-14], [-14], [15], [-19], [-3], [-19], [26], [-7], [-4], [-12], [4], [-18], [-16], [31], [12], [25], [20], [4], [32], [-21], [37], [-13], [-22], [-16], [-23], [5], [-30], [40], [-10], [33], [-12], [-10], [-4], [13], [-20], [-2], [-7], [27], [21], [-30], [16], [-40], [-29], [40], [-12], [12], [38], [-20], [-17], [-4], [15], [-15], [-42], [13], [2], [-20], [-26], [47], [-34], [-23], [-16], [-26], [9], [14], [50], [13], [-46], [-16], [7], [5], [0], [8], [43], [7], [40], [-9], [-38], [-32], [-32], [9], [-27], [39], [-17], [-24], [15], [8], [0], [-20], [-34], [-50], [54], [58], [22], [38], [36], [28], [48], [4], [36], [39], [12], [57], [54], [4], [-8], [-28], [8], [-22], [39], [36], [17], [-17], [18], [-20], [-30], [-39], [-54], [36], [36], [-3], [-39], [24], [4], [14], [6], [-52], [10], [-56], [36], [-42], [-21], [31], [-8], [-18], [-58], [13], [50], [12], [-19], [17], [-64], [45], [39], [30], [12], [-58], [-52], [-16], [11], [-34], [-42], [-54], [-66], [34], [-44], [24], [-17], [24], [56], [-28], [-42], [32], [0], [62], [-28], [-15], [-16], [35], [-10], [25], [11], [1], [-48], [34], [2], [-8], [-57], [-23], [-35], [-58], [-44], [25], [-46], [30], [76], [25], [-46], [33], [-40], [-12], [-56], [29], [48], [-62], [-54], [-18], [-26], [-18], [9], [10], [28], [27], [55], [68], [66], [-32], [-29], [62], [-56], [-15], [-82], [68], [-64], [10], [-66], [-29], [32], [50], [15], [-58], [-38], [67], [-42], [51], [67], [8], [-8], [47], [3], [-16], [52], [-52], [16], [21], [-47], [36], [18], [-72], [20], [-68], [-65], [-2], [-79], [-3], [62], [47], [70], [57], [18], [-32], [8], [48], [0], [-24], [41], [-30], [-30], [-22], [-42], [60], [11], [-43], [-17], [64], [-68], [0], [-64], [-18], [-38], [31], [56], [-38], [-22], [30], [72], [46], [-21], [-76], [71], [-77], [-74], [-2], [21], [-16], [-38], [-72], [7], [46], [-52], [70], [60], [40], [-31], [-28], [-48], [57], [-31], [-35], [-86], [-60], [-78], [-54], [-84], [22], [18], [52], [-51], [-28], [-50], [-15], [-58], [-23], [77], [14], [-36], [39], [84], [10], [14], [77], [11], [56], [53], [10], [-34], [-76], [-100], [-38], [55], [49], [-59], [-44], [-21], [63], [27], [-29], [28], [-71], [22], [-84], [-52], [79], [78], [4], [90], [64], [-75], [-8], [-22], [54], [57], [-84], [6], [-49], [26], [-2], [-12], [82], [8], [79], [-24], [14], [-49], [-93], [10], [70], [26], [-61], [-53], [38], [-106], [-40], [-38]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 40532396679896491, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '7595.2.a.j', 'level': 7595, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'ALdims': [43, 59, 57, 45, 57, 41, 48, 60], 'Nk2': 30380, 'analytic_conductor': 60.646380335162455, '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': [7595, 1, [6077, 5736, 4901], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 881, 'dim': 410, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3, 11], 'hecke_orbit_code': 33562027, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 3, 3, 4, 4, 4, 4, 7, 7, 8, 11, 11, 11, 19, 19, 19, 19, 19, 19, 21, 21, 21, 21, 22, 22, 38, 38], 'label': '7595.2.a', 'level': 7595, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7, 31], 'level_radical': 1085, 'mf_dim': 912, 'mf_new_dim': 410, 'num_forms': 39, 'plus_dim': 177, 'prim_orbit_index': 1, 'relative_dim': 410, 'sturm_bound': 1792, 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-20, 56, 0, -416, 288, -380, 228, 104, 0, 0, -64, 328, -84, 32, 388, 168, 0, -16, -500, -144, -88, 28, -96, 0, 188, -220, 12, 454, -64, -516, 0, -308, 84, 440, -200, 488, 232, 0, -92, 288, 324, 488, 48, -100, 0, -1108, -92, -236, -204, -184, 148, 0, 28, 132, 16, -212, -68, 12, 0, 884, 408, 120, -84, -136, 104, 0, -20, 208, -260, 148, -32, 24, 0, -64, 320, 64, 268, 68, 272, 0, 60, -40, -56, -784, 124, -200, 0, 316, 410, 464, 296, -116, -12, 0, 176, 286, 340, -148, -96, -140, 0, 432, 28, -52, 232, -272, 48, 0, -360, -936, -76, 24, 36, 256, 0, 16, 164, 264, 484, 16, -112, 0, -24, -680, 84, 220, -116, 6], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 1355361
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '7595.2.a.j', 'source_level': 7595, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '1085.2.a.h', 'target_level': 1085, 'twist_class_label': '1085.2.a.h', 'twist_class_level': 1085, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1355362
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '7595.2.a.j', 'source_level': 7595, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '5425.2.a.a', 'target_level': 5425, 'twist_class_label': '1085.2.a.h', 'twist_class_level': 1085, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1355363
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '7595.2.a.j', 'source_level': 7595, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '7595.2.a.j', 'target_level': 7595, 'twist_class_label': '1085.2.a.h', 'twist_class_level': 1085, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1355364
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '7595.2.a.j', 'source_level': 7595, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9765.2.a.a', 'target_level': 9765, 'twist_class_label': '1085.2.a.h', 'twist_class_level': 1085, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4518775
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 2}
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id: 4518776
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 3}
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id: 4518777
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 5}
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id: 4518778
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 7}
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id: 4518779
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 11}
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id: 4518780
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 13}
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id: 4518781
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 17}
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id: 4518782
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 19}
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id: 4518783
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 23}
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id: 4518784
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 29}
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id: 4518785
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 31}
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id: 4518786
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 37}
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id: 4518787
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 41}
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id: 4518788
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 43}
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id: 4518789
{'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 47}
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id: 4518790
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 53}
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id: 4518791
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 59}
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id: 4518792
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 61}
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id: 4518793
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 67}
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id: 4518794
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 71}
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id: 4518795
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 73}
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id: 4518796
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 79}
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id: 4518797
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 83}
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id: 4518798
{'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 89}
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id: 4518799
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 40532396679896491, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '7595.2.a.j', 'level': 7595, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 53176357
{'hecke_orbit_code': 40532396679896491, 'n': 1, 'trace_an': 1}
-
id: 53176358
{'hecke_orbit_code': 40532396679896491, 'n': 2, 'trace_an': 2}
-
id: 53176359
{'hecke_orbit_code': 40532396679896491, 'n': 3, 'trace_an': -3}
-
id: 53176360
{'hecke_orbit_code': 40532396679896491, 'n': 4, 'trace_an': 2}
-
id: 53176361
{'hecke_orbit_code': 40532396679896491, 'n': 5, 'trace_an': -1}
-
id: 53176362
{'hecke_orbit_code': 40532396679896491, 'n': 6, 'trace_an': -6}
-
id: 53176363
{'hecke_orbit_code': 40532396679896491, 'n': 7, 'trace_an': 0}
-
id: 53176364
{'hecke_orbit_code': 40532396679896491, 'n': 8, 'trace_an': 0}
-
id: 53176365
{'hecke_orbit_code': 40532396679896491, 'n': 9, 'trace_an': 6}
-
id: 53176366
{'hecke_orbit_code': 40532396679896491, 'n': 10, 'trace_an': -2}
-
id: 53176367
{'hecke_orbit_code': 40532396679896491, 'n': 11, 'trace_an': -1}
-
id: 53176368
{'hecke_orbit_code': 40532396679896491, 'n': 12, 'trace_an': -6}
-
id: 53176369
{'hecke_orbit_code': 40532396679896491, 'n': 13, 'trace_an': 1}
-
id: 53176370
{'hecke_orbit_code': 40532396679896491, 'n': 14, 'trace_an': 0}
-
id: 53176371
{'hecke_orbit_code': 40532396679896491, 'n': 15, 'trace_an': 3}
-
id: 53176372
{'hecke_orbit_code': 40532396679896491, 'n': 16, 'trace_an': -4}
-
id: 53176373
{'hecke_orbit_code': 40532396679896491, 'n': 17, 'trace_an': -1}
-
id: 53176374
{'hecke_orbit_code': 40532396679896491, 'n': 18, 'trace_an': 12}
-
id: 53176375
{'hecke_orbit_code': 40532396679896491, 'n': 19, 'trace_an': 2}
-
id: 53176376
{'hecke_orbit_code': 40532396679896491, 'n': 20, 'trace_an': -2}
-
id: 53176377
{'hecke_orbit_code': 40532396679896491, 'n': 21, 'trace_an': 0}
-
id: 53176378
{'hecke_orbit_code': 40532396679896491, 'n': 22, 'trace_an': -2}
-
id: 53176379
{'hecke_orbit_code': 40532396679896491, 'n': 23, 'trace_an': 4}
-
id: 53176380
{'hecke_orbit_code': 40532396679896491, 'n': 24, 'trace_an': 0}
-
id: 53176381
{'hecke_orbit_code': 40532396679896491, 'n': 25, 'trace_an': 1}
-
id: 53176382
{'hecke_orbit_code': 40532396679896491, 'n': 26, 'trace_an': 2}
-
id: 53176383
{'hecke_orbit_code': 40532396679896491, 'n': 27, 'trace_an': -9}
-
id: 53176384
{'hecke_orbit_code': 40532396679896491, 'n': 28, 'trace_an': 0}
-
id: 53176385
{'hecke_orbit_code': 40532396679896491, 'n': 29, 'trace_an': -3}
-
id: 53176386
{'hecke_orbit_code': 40532396679896491, 'n': 30, 'trace_an': 6}
-
id: 53176387
{'hecke_orbit_code': 40532396679896491, 'n': 31, 'trace_an': 1}
-
id: 53176388
{'hecke_orbit_code': 40532396679896491, 'n': 32, 'trace_an': -8}
-
id: 53176389
{'hecke_orbit_code': 40532396679896491, 'n': 33, 'trace_an': 3}
-
id: 53176390
{'hecke_orbit_code': 40532396679896491, 'n': 34, 'trace_an': -2}
-
id: 53176391
{'hecke_orbit_code': 40532396679896491, 'n': 35, 'trace_an': 0}
-
id: 53176392
{'hecke_orbit_code': 40532396679896491, 'n': 36, 'trace_an': 12}
-
id: 53176393
{'hecke_orbit_code': 40532396679896491, 'n': 37, 'trace_an': 2}
-
id: 53176394
{'hecke_orbit_code': 40532396679896491, 'n': 38, 'trace_an': 4}
-
id: 53176395
{'hecke_orbit_code': 40532396679896491, 'n': 39, 'trace_an': -3}
-
id: 53176396
{'hecke_orbit_code': 40532396679896491, 'n': 40, 'trace_an': 0}
-
id: 53176397
{'hecke_orbit_code': 40532396679896491, 'n': 41, 'trace_an': 0}
-
id: 53176398
{'hecke_orbit_code': 40532396679896491, 'n': 42, 'trace_an': 0}
-
id: 53176399
{'hecke_orbit_code': 40532396679896491, 'n': 43, 'trace_an': -6}
-
id: 53176400
{'hecke_orbit_code': 40532396679896491, 'n': 44, 'trace_an': -2}
-
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