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{'Nk2': 19260, 'analytic_conductor': 38.447968573246506, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [107, -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': [4815, 1, [3746, 1927, 3961], [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]], [7, [-3, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 33559247, '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': '4815.2.a.a', 'level': 4815, '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': [3, 5, 107], 'level_radical': 1605, 'minimal_twist': '1605.2.a.e', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+2q^{4}-q^{5}+3q^{7}+2q^{10}+\\cdots', 'related_objects': ['EllipticCurve/Q/4815/a'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4815.2.a', 'trace_display': [-2, 0, -1, 3], 'trace_hash': 916948652517707225, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.091', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.239', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.430', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, 'traces': [1, -2, 0, 2, -1, 0, 3, 0, 0, 2, -2, 0, 4, -6, 0, -4, 4, 0, 1, -2, 0, 4, -3, 0, 1, -8, 0, 6, -4, 0, -6, 8, 0, -8, -3, 0, -4, -2, 0, 0, -10, 0, 7, -4, 0, 6, -8, 0, 2, -2, 0, 8, -2, 0, 2, 0, 0, 8, 1, 0, 1, 12, 0, -8, -4, 0, -15, 8, 0, 6, -1, 0, 1, 8, 0, 2, -6, 0, 3, 4, 0, 20, -9, 0, -4, -14, 0, 0, 0, 0, 12, -6, 0, 16, -1, 0, -1, -4, 0, 2, 0, 0, -4, 0, 0, 4, 1, 0, -16, -4, 0, -12, 4, 0, 3, -8, 0, -2, 12, 0, -7, -2, 0, -12, -1, 0, 1, 0, 0, 8, 15, 0, 3, 30, 0, 0, 3, 0, -4, -6, 0, 2, -8, 0, 4, -2, 0, -8, 2, 0, 1, 0, 0, 12, 6, 0, -19, -6, 0, -8, -9, 0, -4, -20, 0, 18, 12, 0, 3, 8, 0, 14, 0, 0, 3, 8, 0, 0, 4, 0, 20, -24, 0, 0, 4, 0, -8, -16, 0, 2, 17, 0, -16, 2, 0, 4, 21, 0, 7, 0, 0, 0, -12, 0, 10, 8, 0, -16, -2, 0, 8, -4, 0, -2, -7, 0, -18, 32, 0, 4, 16, 0, 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mf_hecke_nf • Show schema
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{'an': [[1], [-2], [0], [2], [-1], [0], [3], [0], [0], [2], [-2], [0], [4], [-6], [0], [-4], [4], [0], [1], [-2], [0], [4], [-3], [0], [1], [-8], [0], [6], [-4], [0], [-6], [8], [0], [-8], [-3], [0], [-4], [-2], [0], [0], [-10], [0], [7], [-4], [0], [6], [-8], [0], [2], [-2], [0], [8], [-2], [0], [2], [0], [0], [8], [1], [0], [1], [12], [0], [-8], [-4], [0], [-15], [8], [0], [6], [-1], [0], [1], [8], [0], [2], [-6], [0], [3], [4], [0], [20], [-9], [0], [-4], [-14], [0], [0], [0], [0], [12], [-6], [0], [16], [-1], [0], [-1], [-4], [0], [2]], 'ap': [[-2], [0], [-1], [3], [-2], [4], [4], [1], [-3], [-4], [-6], [-4], [-10], [7], [-8], [-2], [1], [1], [-15], [-1], [1], [3], [-9], [0], [-1], [0], [-4], [1], [-16], [4], [1], [15], [3], [-4], [2], [1], [-19], [-4], [12], [0], [4], [20], [17], [-16], [21], [7], [8], [26], [-19], [-24], [-18], [4], [-14], [12], [18], [-31], [7], [-29], [15], [-9], [-12], [-18], [28], [15], [-22], [8], [-12], [-8], [10], [-8], [6], [-3], [21], [4], [10], [-12], [3], [-2], [3], [8], [-25], [1], [-12], [-26], [40], [0], [34], [16], [-42], [-6], [-13], [-15], [8], [-4], [-38], [-31], [-8], [2], [4], [-18], [28], [-12], [-30], [30], [-31], [8], [-3], [-10], [-10], [38], [-17], [-11], [-36], [2], [22], [27], [-6], [4], [-31], [-32], [37], [-45], [-9], [9], [-29], [35], [-50], [21], [-22], [35], [34], [-32], [-44], [-2], [-30], [2], [-36], [-8], [-31], [-19], [51], [54], [-4], [34], [-6], [-40], [54], [-47], [1], [-16], [9], [58], [44], [12], [33], [31], [4], [26], [-48], [32], [0], [34], [38], [-15], [58], [-54], [20], [60], [-40], [-4], [-24], [40], [24], [-9], [-56], [30], [6], [51], [44], [-26], [-4], [-28], [28], [53], [21], [4], [0], [46], [-16], [-44], [-8], [-8], [21], [-50], [12], [-46], [40], [60], [9], [20], [-12], [-48], [-39], [-14], [33], [57], [8], [16], [-57], [14], [68], [-7], [48], [-17], [60], [-19], [-53], [18], [23], [27], [-2], [50], [-18], [-17], [-55], [2], [-66], [8], [-50], [-45], [-30], [52], [8], [-32], [20], [42], [-18], [-58], [48], [30], [69], [12], [43], [54], [-12], [-26], [8], [-35], [41], [1], [-14], [-62], [12], [-18], [-22], [30], [1], [-31], [6], [-4], [-56], [-37], [-37], [-69], [-66], [-26], [34], [8], [26], [-32], [41], [-26], [-58], [-24], [-78], [17], [-3], [24], [-9], [48], [47], [-35], [-58], [42], [-6], [0], [19], [0], [-10], [-51], [-10], [62], [42], [-12], [-34], [-72], [-61], [45], [36], [-64], [42], [-2], [40], [-12], [64], [-58], [27], [-64], [57], [-6], [-33], [-42], [-12], [-13], [50], [49], [84], [-69], [-66], [-21], [92], [-46], [-86], [-74], [9], [-20], [59], [37], [-84], [-68], [-45], [-80], [-40], [56], [-7], [2], [38], [-28], [-19], [-78], [-11], [38], [-72], [72], [91], [0], [38], [34], [9], [-61], [18], [54], [20], [-62], [54], [-57], [-67], [0], [78], [-32], [34], [28], [-42], [-14], [47], [-62], [33], [66], [26], [3], [18], [-56], [33], [63], [37], [-26], [-42], [-64], [-66], [52], [80], [-6], [40], [23], [30], [-68], [56], [-19], [-45], [93], [15], [28], [-92], [95], [40], [11], [29], [3], [13], [-27], [22], [-48], [40], [-61], [-61], [61], [-13], [50], [99], [66], [18], [-18], [-29], [-99], [32], [76], [-64], [100], [-48], [104], [5], [19], [-36], [4], [-88], [88], [-46], [81], [-70], [76]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 33559247, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '4815.2.a.a', 'level': 4815, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'ALdims': [11, 25, 25, 11, 27, 26, 20, 33], 'Nk2': 19260, 'analytic_conductor': 38.447968573246506, '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': [4815, 1, [3746, 1927, 3961], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 641, 'dim': 178, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 33559247, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 3, 3, 4, 5, 5, 5, 8, 9, 10, 11, 11, 11, 11, 12, 15, 24, 24], 'label': '4815.2.a', 'level': 4815, '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': [3, 5, 107], 'level_radical': 1605, 'mf_dim': 656, 'mf_new_dim': 178, 'num_forms': 24, 'plus_dim': 68, 'prim_orbit_index': 1, 'relative_dim': 178, 'sturm_bound': 1296, 'trace_bound': 7, 'trace_display': [0, 0, 0, 4], 'traces': 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402, -236, 0, 104, -108, 0, 184, 332, 0, 48, -72, 0, 16, 84, 0, -256, 236, 0, -316, 80, 0, 120, -148, 0, 36, 388, 0, -364, -32, 0, -124, -304, 0, -420, -32, 0, -162, 176, 0, -6], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 1228010
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '4815.2.a.a', 'source_level': 4815, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '1605.2.a.e', 'target_level': 1605, 'twist_class_label': '1605.2.a.e', 'twist_class_level': 1605, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1228011
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '4815.2.a.a', 'source_level': 4815, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '4815.2.a.a', 'target_level': 4815, 'twist_class_label': '1605.2.a.e', 'twist_class_level': 1605, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1228012
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '4815.2.a.a', 'source_level': 4815, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '8025.2.a.d', 'target_level': 8025, 'twist_class_label': '1605.2.a.e', 'twist_class_level': 1605, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3715100
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 2}
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id: 3715101
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 3}
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id: 3715102
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 5}
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id: 3715103
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 7}
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id: 3715104
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 11}
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id: 3715105
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 13}
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id: 3715106
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 17}
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id: 3715107
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 19}
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id: 3715108
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 23}
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id: 3715109
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 29}
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id: 3715110
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 31}
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id: 3715111
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 37}
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id: 3715112
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 41}
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id: 3715113
{'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 43}
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id: 3715114
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 47}
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id: 3715115
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 53}
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id: 3715116
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 59}
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id: 3715117
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 61}
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id: 3715118
{'charpoly_factorization': [[[15, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 67}
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id: 3715119
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 71}
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id: 3715120
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 73}
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id: 3715121
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 79}
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id: 3715122
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 83}
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id: 3715123
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 89}
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id: 3715124
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 33559247, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '4815.2.a.a', 'level': 4815, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 1237368
{'hecke_orbit_code': 33559247, 'n': 1, 'trace_an': 1}
-
id: 1237369
{'hecke_orbit_code': 33559247, 'n': 2, 'trace_an': -2}
-
id: 1237370
{'hecke_orbit_code': 33559247, 'n': 3, 'trace_an': 0}
-
id: 1237371
{'hecke_orbit_code': 33559247, 'n': 4, 'trace_an': 2}
-
id: 1237372
{'hecke_orbit_code': 33559247, 'n': 5, 'trace_an': -1}
-
id: 1237373
{'hecke_orbit_code': 33559247, 'n': 6, 'trace_an': 0}
-
id: 1237374
{'hecke_orbit_code': 33559247, 'n': 7, 'trace_an': 3}
-
id: 1237375
{'hecke_orbit_code': 33559247, 'n': 8, 'trace_an': 0}
-
id: 1237376
{'hecke_orbit_code': 33559247, 'n': 9, 'trace_an': 0}
-
id: 1237377
{'hecke_orbit_code': 33559247, 'n': 10, 'trace_an': 2}
-
id: 1237378
{'hecke_orbit_code': 33559247, 'n': 11, 'trace_an': -2}
-
id: 1237379
{'hecke_orbit_code': 33559247, 'n': 12, 'trace_an': 0}
-
id: 1237380
{'hecke_orbit_code': 33559247, 'n': 13, 'trace_an': 4}
-
id: 1237381
{'hecke_orbit_code': 33559247, 'n': 14, 'trace_an': -6}
-
id: 1237382
{'hecke_orbit_code': 33559247, 'n': 15, 'trace_an': 0}
-
id: 1237383
{'hecke_orbit_code': 33559247, 'n': 16, 'trace_an': -4}
-
id: 1237384
{'hecke_orbit_code': 33559247, 'n': 17, 'trace_an': 4}
-
id: 1237385
{'hecke_orbit_code': 33559247, 'n': 18, 'trace_an': 0}
-
id: 1237386
{'hecke_orbit_code': 33559247, 'n': 19, 'trace_an': 1}
-
id: 1237387
{'hecke_orbit_code': 33559247, 'n': 20, 'trace_an': -2}
-
id: 1237388
{'hecke_orbit_code': 33559247, 'n': 21, 'trace_an': 0}
-
id: 1237389
{'hecke_orbit_code': 33559247, 'n': 22, 'trace_an': 4}
-
id: 1237390
{'hecke_orbit_code': 33559247, 'n': 23, 'trace_an': -3}
-
id: 1237391
{'hecke_orbit_code': 33559247, 'n': 24, 'trace_an': 0}
-
id: 1237392
{'hecke_orbit_code': 33559247, 'n': 25, 'trace_an': 1}
-
id: 1237393
{'hecke_orbit_code': 33559247, 'n': 26, 'trace_an': -8}
-
id: 1237394
{'hecke_orbit_code': 33559247, 'n': 27, 'trace_an': 0}
-
id: 1237395
{'hecke_orbit_code': 33559247, 'n': 28, 'trace_an': 6}
-
id: 1237396
{'hecke_orbit_code': 33559247, 'n': 29, 'trace_an': -4}
-
id: 1237397
{'hecke_orbit_code': 33559247, 'n': 30, 'trace_an': 0}
-
id: 1237398
{'hecke_orbit_code': 33559247, 'n': 31, 'trace_an': -6}
-
id: 1237399
{'hecke_orbit_code': 33559247, 'n': 32, 'trace_an': 8}
-
id: 1237400
{'hecke_orbit_code': 33559247, 'n': 33, 'trace_an': 0}
-
id: 1237401
{'hecke_orbit_code': 33559247, 'n': 34, 'trace_an': -8}
-
id: 1237402
{'hecke_orbit_code': 33559247, 'n': 35, 'trace_an': -3}
-
id: 1237403
{'hecke_orbit_code': 33559247, 'n': 36, 'trace_an': 0}
-
id: 1237404
{'hecke_orbit_code': 33559247, 'n': 37, 'trace_an': -4}
-
id: 1237405
{'hecke_orbit_code': 33559247, 'n': 38, 'trace_an': -2}
-
id: 1237406
{'hecke_orbit_code': 33559247, 'n': 39, 'trace_an': 0}
-
id: 1237407
{'hecke_orbit_code': 33559247, 'n': 40, 'trace_an': 0}
-
id: 1237408
{'hecke_orbit_code': 33559247, 'n': 41, 'trace_an': -10}
-
id: 1237409
{'hecke_orbit_code': 33559247, 'n': 42, 'trace_an': 0}
-
id: 1237410
{'hecke_orbit_code': 33559247, 'n': 43, 'trace_an': 7}
-
id: 1237411
{'hecke_orbit_code': 33559247, 'n': 44, 'trace_an': -4}
-
id: 1237412
{'hecke_orbit_code': 33559247, 'n': 45, 'trace_an': 0}
-
id: 1237413
{'hecke_orbit_code': 33559247, 'n': 46, 'trace_an': 6}
-
id: 1237414
{'hecke_orbit_code': 33559247, 'n': 47, 'trace_an': -8}
-
id: 1237415
{'hecke_orbit_code': 33559247, 'n': 48, 'trace_an': 0}
-
id: 1237416
{'hecke_orbit_code': 33559247, 'n': 49, 'trace_an': 2}
-
id: 1237417
{'hecke_orbit_code': 33559247, 'n': 50, 'trace_an': -2}
-
id: 1237418
{'hecke_orbit_code': 33559247, 'n': 51, 'trace_an': 0}
-
id: 1237419
{'hecke_orbit_code': 33559247, 'n': 52, 'trace_an': 8}
-
id: 1237420
{'hecke_orbit_code': 33559247, 'n': 53, 'trace_an': -2}
-
id: 1237421
{'hecke_orbit_code': 33559247, 'n': 54, 'trace_an': 0}
-
id: 1237422
{'hecke_orbit_code': 33559247, 'n': 55, 'trace_an': 2}
-
id: 1237423
{'hecke_orbit_code': 33559247, 'n': 56, 'trace_an': 0}
-
id: 1237424
{'hecke_orbit_code': 33559247, 'n': 57, 'trace_an': 0}
-
id: 1237425
{'hecke_orbit_code': 33559247, 'n': 58, 'trace_an': 8}
-
id: 1237426
{'hecke_orbit_code': 33559247, 'n': 59, 'trace_an': 1}
-
id: 1237427
{'hecke_orbit_code': 33559247, 'n': 60, 'trace_an': 0}
-
id: 1237428
{'hecke_orbit_code': 33559247, 'n': 61, 'trace_an': 1}
-
id: 1237429
{'hecke_orbit_code': 33559247, 'n': 62, 'trace_an': 12}
-
id: 1237430
{'hecke_orbit_code': 33559247, 'n': 63, 'trace_an': 0}
-
id: 1237431
{'hecke_orbit_code': 33559247, 'n': 64, 'trace_an': -8}
-
id: 1237432
{'hecke_orbit_code': 33559247, 'n': 65, 'trace_an': -4}
-
id: 1237433
{'hecke_orbit_code': 33559247, 'n': 66, 'trace_an': 0}
-
id: 1237434
{'hecke_orbit_code': 33559247, 'n': 67, 'trace_an': -15}
-
id: 1237435
{'hecke_orbit_code': 33559247, 'n': 68, 'trace_an': 8}
-
id: 1237436
{'hecke_orbit_code': 33559247, 'n': 69, 'trace_an': 0}
-
id: 1237437
{'hecke_orbit_code': 33559247, 'n': 70, 'trace_an': 6}
-
id: 1237438
{'hecke_orbit_code': 33559247, 'n': 71, 'trace_an': -1}
-
id: 1237439
{'hecke_orbit_code': 33559247, 'n': 72, 'trace_an': 0}
-
id: 1237440
{'hecke_orbit_code': 33559247, 'n': 73, 'trace_an': 1}
-
id: 1237441
{'hecke_orbit_code': 33559247, 'n': 74, 'trace_an': 8}
-
id: 1237442
{'hecke_orbit_code': 33559247, 'n': 75, 'trace_an': 0}
-
id: 1237443
{'hecke_orbit_code': 33559247, 'n': 76, 'trace_an': 2}
-
id: 1237444
{'hecke_orbit_code': 33559247, 'n': 77, 'trace_an': -6}
-
id: 1237445
{'hecke_orbit_code': 33559247, 'n': 78, 'trace_an': 0}
-
id: 1237446
{'hecke_orbit_code': 33559247, 'n': 79, 'trace_an': 3}
-
id: 1237447
{'hecke_orbit_code': 33559247, 'n': 80, 'trace_an': 4}
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id: 1237448
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