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{'Nk2': 4620, 'analytic_conductor': 9.222721433457885, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, -1], [7, -1], [11, 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': [1155, 1, [386, 232, 661, 211], [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': [[2, [-1, 1]], [13, [2, 1]], [17, [6, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996307260547, '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': '1155.2.a.k', 'level': 1155, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 7, 11], 'level_radical': 1155, 'minimal_twist': '1155.2.a.k', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-q^{3}-q^{4}+q^{5}-q^{6}+q^{7}+\\cdots', 'related_objects': ['EllipticCurve/Q/1155/k'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1155.2.a', 'trace_display': [1, -1, 1, 1], 'trace_hash': 606824859377570068, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.045', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.127', 'prec': 17}, 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8, 16, -8, 18, -28, 66, -16, 4, -14, 8, -46, -6, -20, -4, 16, -4, -2, 12, 40, 3], 'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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{'an': [[1], [1], [-1], [-1], [1], [-1], [1], [-3], [1], [1], [-1], [1], [-2], [1], [-1], [-1], [-6], [1], [4], [-1], [-1], [-1], [-4], [3], [1], [-2], [-1], [-1], [-2], [-1], [-4], [5], [1], [-6], [1], [-1], [-2], [4], [2], [-3], [-2], [-1], [-12], [1], [1], [-4], [0], [1], [1], [1], [6], [2], [-2], [-1], [-1], [-3], [-4], [-2], [0], [1], [-14], [-4], [1], [7], [-2], [1], [-8], [6], [4], [1], [-16], [-3], [10], [-2], [-1], [-4], [-1], [2], [16], [-1], [1], [-2], [-4], [1], [-6], [-12], [2], [3], [-6], [1], [-2], [4], [4], [0], [4], [-5], [2], [1], [-1], [-1]], 'ap': [[1], [-1], [1], [1], [-1], [-2], [-6], [4], [-4], [-2], [-4], [-2], [-2], [-12], [0], [-2], [0], [-14], [-8], [-16], [10], [16], [-4], [-6], [2], [10], [8], [4], [-10], [-6], [8], [20], [2], [20], [6], [-16], [-2], [-8], [0], [-10], [20], [14], [-8], [14], [-22], [28], [20], [24], [20], [14], [-26], [-24], [-10], [0], [-14], [0], [-26], [-8], [2], [-6], [-4], [-18], [12], [20], [-6], [-18], [-12], [-26], [-4], [18], [-30], [24], [16], [-6], [-20], [-8], [-26], [-18], [18], [14], [16], [6], [16], [-14], [-32], [-8], [18], [30], [-6], [4], [-28], [-32], [4], [-36], [4], [16], [6], [34], [20], [30], [20], [18], [-12], [34], [-28], [-14], [-36], [-14], [16], [-18], [40], [2], [18], [-48], [8], [18], [-12], [-24], [-42], [-36], [-10], [-26], [6], [-16], [16], [-2], [6], [36], [-8], [-34], [36], [0], [-40], [-42], [30], [-18], [6], [4], [-34], [18], [-28], [-2], [-20], [28], [-34], [-12], [14], [10], [0], [4], [-6], [26], [0], [-8], [0], [0], [56], [-6], [34], [-22], [-48], [-34], [56], [-8], [58], [-56], [-16], [46], [-6], [-26], [-36], [46], [48], [-42], [-4], [-30], [-36], [22], [48], [2], [44], [-28], [-26], [42], [60], [-34], [2], [28], [34], [-8], [18], [-20], [-36], [-18], [60], [26], [50], [-26], [-22], [24], [6], [-8], [-26], [30], [32], [-2], [52], [-36], [-14], [-16], [62], [-50], [-20], [52], [-56], [10], [40], [22], [-4], [22], [-26], [-40], [66], [-44], [12], [-18], [42], [-56], [72], [4], [-18], [52], [40], [-30], [-60], [-8], [10], [66], [12], [-60], [-24], [52], [-48], [14], [-30], [-48], [-56], [-48], [-68], [8], [-38], [54], [-20], [-22], [78], [-60], [-42], [4], [38], [-38], [-64], [-28], [-38], [14], [-14], [0], [-66], [-30], [-60], [-22], [-50], [24], [42], [-48], [26], [-16], [40], [-74], [-62], [-52], [-24], [24], [-48], [-6], [68], [32], [-54], [-46], [-44], [30], [-18], [28], [-58], [-60], [-70], [10], [68], [-42], [20], [4], [34], [-6], [40], [80], [28], [-62], [8], [-18], [72], [26], [-48], [-42], [74], [24], [-8], [-26], [24], [48], [-14], [26], [4], [-30], [-30], [76], [30], [-30], [-4], [76], [72], [34], [-10], [46], [56], [-28], [52], [36], [30], [34], [-70], [-40], [-26], [-22], [90], [-80], [86], [-4], [30], [24], [8], [-58], [-28], [10], [62], [24], [46], [-30], [-12], [60], [54], [-68], [-62], [-42], [-44], [-4], [-52], [-62], [-58], [16], [82], [60], [-8], [8], [-42], [-80], [-50], [-40], [-8], [82], [-66], [42], [-18], [-54], [8], [30], [-76], [56], [16], [-74], [-44], [-72], [-62], [22], [-52], [52], [88], [70], [-72], [90], [52], [-74], [-70], [-6], [-32], [-70], [42], [72], [-82], [-14], [84], [-72], [10], [74], [-8], [-12], [-2], [-2], [32], [-56], [82], [24], [46], [-50], [-60], [36], [10], [-66], [-8], [66], [-40], [40]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 45035996307260547, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '1155.2.a.k', 'level': 1155, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [7, -1], [11, -1]], 1, 1], [[[3, 1], [5, 1], [7, -1], [11, -1]], 1, 1], [[[3, 1], [5, -1], [7, 1], [11, 1]], 3, 1], [[[3, -1], [5, 1], [7, 1], [11, 1]], 4, 1], [[[3, -1], [5, -1], [7, 1], [11, 1]], 1, 1], [[[3, 1], [5, 1], [7, -1], [11, 1]], 3, 2], [[[3, 1], [5, -1], [7, -1], [11, -1]], 4, 1], [[[3, -1], [5, 1], [7, 1], [11, -1]], 2, 2], [[[3, -1], [5, -1], [7, 1], [11, -1]], 3, 1], [[[3, -1], [5, -1], [7, -1], [11, 1]], 4, 3], [[[3, 1], [5, 1], [7, 1], [11, 1]], 2, 2], [[[3, 1], [5, -1], [7, -1], [11, 1]], 2, 2], [[[3, 1], [5, 1], [7, 1], [11, -1]], 2, 1], [[[3, -1], [5, 1], [7, -1], [11, -1]], 5, 1], [[[3, 1], [5, -1], [7, 1], [11, -1]], 3, 2], [[[3, -1], [5, 1], [7, -1], [11, 1]], 1, 1]], 'ALdims': [2, 2, 3, 1, 3, 3, 2, 4, 4, 2, 1, 5, 1, 3, 4, 1], 'Nk2': 4620, 'analytic_conductor': 9.222721433457885, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 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mf_twists_nf • Show schema
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id: 660861
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '1155.2.a.k', 'source_level': 1155, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': True, 'target_label': '1155.2.a.k', 'target_level': 1155, 'twist_class_label': '1155.2.a.k', 'twist_class_level': 1155, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 660862
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '1155.2.a.k', 'source_level': 1155, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '3465.2.a.b', 'target_level': 3465, 'twist_class_label': '1155.2.a.k', 'twist_class_level': 1155, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 660863
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '1155.2.a.k', 'source_level': 1155, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '5775.2.a.g', 'target_level': 5775, 'twist_class_label': '1155.2.a.k', 'twist_class_level': 1155, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 660864
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': True, 'source_label': '1155.2.a.k', 'source_level': 1155, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '8085.2.a.u', 'target_level': 8085, 'twist_class_label': '1155.2.a.k', 'twist_class_level': 1155, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 1727950
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 2}
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id: 1727951
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 3}
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id: 1727952
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 5}
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id: 1727953
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 7}
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id: 1727954
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 11}
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id: 1727955
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 13}
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id: 1727956
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 17}
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id: 1727957
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 19}
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id: 1727958
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 23}
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id: 1727959
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 29}
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id: 1727960
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 31}
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id: 1727961
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 37}
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id: 1727962
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 41}
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id: 1727963
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 43}
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id: 1727964
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 47}
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id: 1727965
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 53}
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id: 1727966
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 59}
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id: 1727967
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 61}
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id: 1727968
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 67}
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id: 1727969
{'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 71}
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id: 1727970
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 73}
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id: 1727971
{'charpoly_factorization': [[[-16, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 79}
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id: 1727972
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 83}
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id: 1727973
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 89}
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id: 1727974
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 45035996307260547, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 11, 'label': '1155.2.a.k', 'level': 1155, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 209822000
{'hecke_orbit_code': 45035996307260547, 'n': 1, 'trace_an': 1}
-
id: 209822001
{'hecke_orbit_code': 45035996307260547, 'n': 2, 'trace_an': 1}
-
id: 209822002
{'hecke_orbit_code': 45035996307260547, 'n': 3, 'trace_an': -1}
-
id: 209822003
{'hecke_orbit_code': 45035996307260547, 'n': 4, 'trace_an': -1}
-
id: 209822004
{'hecke_orbit_code': 45035996307260547, 'n': 5, 'trace_an': 1}
-
id: 209822005
{'hecke_orbit_code': 45035996307260547, 'n': 6, 'trace_an': -1}
-
id: 209822006
{'hecke_orbit_code': 45035996307260547, 'n': 7, 'trace_an': 1}
-
id: 209822007
{'hecke_orbit_code': 45035996307260547, 'n': 8, 'trace_an': -3}
-
id: 209822008
{'hecke_orbit_code': 45035996307260547, 'n': 9, 'trace_an': 1}
-
id: 209822009
{'hecke_orbit_code': 45035996307260547, 'n': 10, 'trace_an': 1}
-
id: 209822010
{'hecke_orbit_code': 45035996307260547, 'n': 11, 'trace_an': -1}
-
id: 209822011
{'hecke_orbit_code': 45035996307260547, 'n': 12, 'trace_an': 1}
-
id: 209822012
{'hecke_orbit_code': 45035996307260547, 'n': 13, 'trace_an': -2}
-
id: 209822013
{'hecke_orbit_code': 45035996307260547, 'n': 14, 'trace_an': 1}
-
id: 209822014
{'hecke_orbit_code': 45035996307260547, 'n': 15, 'trace_an': -1}
-
id: 209822015
{'hecke_orbit_code': 45035996307260547, 'n': 16, 'trace_an': -1}
-
id: 209822016
{'hecke_orbit_code': 45035996307260547, 'n': 17, 'trace_an': -6}
-
id: 209822017
{'hecke_orbit_code': 45035996307260547, 'n': 18, 'trace_an': 1}
-
id: 209822018
{'hecke_orbit_code': 45035996307260547, 'n': 19, 'trace_an': 4}
-
id: 209822019
{'hecke_orbit_code': 45035996307260547, 'n': 20, 'trace_an': -1}
-
id: 209822020
{'hecke_orbit_code': 45035996307260547, 'n': 21, 'trace_an': -1}
-
id: 209822021
{'hecke_orbit_code': 45035996307260547, 'n': 22, 'trace_an': -1}
-
id: 209822022
{'hecke_orbit_code': 45035996307260547, 'n': 23, 'trace_an': -4}
-
id: 209822023
{'hecke_orbit_code': 45035996307260547, 'n': 24, 'trace_an': 3}
-
id: 209822024
{'hecke_orbit_code': 45035996307260547, 'n': 25, 'trace_an': 1}
-
id: 209822025
{'hecke_orbit_code': 45035996307260547, 'n': 26, 'trace_an': -2}
-
id: 209822026
{'hecke_orbit_code': 45035996307260547, 'n': 27, 'trace_an': -1}
-
id: 209822027
{'hecke_orbit_code': 45035996307260547, 'n': 28, 'trace_an': -1}
-
id: 209822028
{'hecke_orbit_code': 45035996307260547, 'n': 29, 'trace_an': -2}
-
id: 209822029
{'hecke_orbit_code': 45035996307260547, 'n': 30, 'trace_an': -1}
-
id: 209822030
{'hecke_orbit_code': 45035996307260547, 'n': 31, 'trace_an': -4}
-
id: 209822031
{'hecke_orbit_code': 45035996307260547, 'n': 32, 'trace_an': 5}
-
id: 209822032
{'hecke_orbit_code': 45035996307260547, 'n': 33, 'trace_an': 1}
-
id: 209822033
{'hecke_orbit_code': 45035996307260547, 'n': 34, 'trace_an': -6}
-
id: 209822034
{'hecke_orbit_code': 45035996307260547, 'n': 35, 'trace_an': 1}
-
id: 209822035
{'hecke_orbit_code': 45035996307260547, 'n': 36, 'trace_an': -1}
-
id: 209822036
{'hecke_orbit_code': 45035996307260547, 'n': 37, 'trace_an': -2}
-
id: 209822037
{'hecke_orbit_code': 45035996307260547, 'n': 38, 'trace_an': 4}
-
id: 209822038
{'hecke_orbit_code': 45035996307260547, 'n': 39, 'trace_an': 2}
-
id: 209822039
{'hecke_orbit_code': 45035996307260547, 'n': 40, 'trace_an': -3}
-
id: 209822040
{'hecke_orbit_code': 45035996307260547, 'n': 41, 'trace_an': -2}
-
id: 209822041
{'hecke_orbit_code': 45035996307260547, 'n': 42, 'trace_an': -1}
-
id: 209822042
{'hecke_orbit_code': 45035996307260547, 'n': 43, 'trace_an': -12}
-
id: 209822043
{'hecke_orbit_code': 45035996307260547, 'n': 44, 'trace_an': 1}
-
id: 209822044
{'hecke_orbit_code': 45035996307260547, 'n': 45, 'trace_an': 1}
-
id: 209822045
{'hecke_orbit_code': 45035996307260547, 'n': 46, 'trace_an': -4}
-
id: 209822046
{'hecke_orbit_code': 45035996307260547, 'n': 47, 'trace_an': 0}
-
id: 209822047
{'hecke_orbit_code': 45035996307260547, 'n': 48, 'trace_an': 1}
-
id: 209822048
{'hecke_orbit_code': 45035996307260547, 'n': 49, 'trace_an': 1}
-
id: 209822049
{'hecke_orbit_code': 45035996307260547, 'n': 50, 'trace_an': 1}
-
id: 209822050
{'hecke_orbit_code': 45035996307260547, 'n': 51, 'trace_an': 6}
-
id: 209822051
{'hecke_orbit_code': 45035996307260547, 'n': 52, 'trace_an': 2}
-
id: 209822052
{'hecke_orbit_code': 45035996307260547, 'n': 53, 'trace_an': -2}
-
id: 209822053
{'hecke_orbit_code': 45035996307260547, 'n': 54, 'trace_an': -1}
-
id: 209822054
{'hecke_orbit_code': 45035996307260547, 'n': 55, 'trace_an': -1}
-
id: 209822055
{'hecke_orbit_code': 45035996307260547, 'n': 56, 'trace_an': -3}
-
id: 209822056
{'hecke_orbit_code': 45035996307260547, 'n': 57, 'trace_an': -4}
-
id: 209822057
{'hecke_orbit_code': 45035996307260547, 'n': 58, 'trace_an': -2}
-
id: 209822058
{'hecke_orbit_code': 45035996307260547, 'n': 59, 'trace_an': 0}
-
id: 209822059
{'hecke_orbit_code': 45035996307260547, 'n': 60, 'trace_an': 1}
-
id: 209822060
{'hecke_orbit_code': 45035996307260547, 'n': 61, 'trace_an': -14}
-
id: 209822061
{'hecke_orbit_code': 45035996307260547, 'n': 62, 'trace_an': -4}
-
id: 209822062
{'hecke_orbit_code': 45035996307260547, 'n': 63, 'trace_an': 1}
-
id: 209822063
{'hecke_orbit_code': 45035996307260547, 'n': 64, 'trace_an': 7}
-
id: 209822064
{'hecke_orbit_code': 45035996307260547, 'n': 65, 'trace_an': -2}
-
id: 209822065
{'hecke_orbit_code': 45035996307260547, 'n': 66, 'trace_an': 1}
-
id: 209822066
{'hecke_orbit_code': 45035996307260547, 'n': 67, 'trace_an': -8}
-
id: 209822067
{'hecke_orbit_code': 45035996307260547, 'n': 68, 'trace_an': 6}
-
id: 209822068
{'hecke_orbit_code': 45035996307260547, 'n': 69, 'trace_an': 4}
-
id: 209822069
{'hecke_orbit_code': 45035996307260547, 'n': 70, 'trace_an': 1}
-
id: 209822070
{'hecke_orbit_code': 45035996307260547, 'n': 71, 'trace_an': -16}
-
id: 209822071
{'hecke_orbit_code': 45035996307260547, 'n': 72, 'trace_an': -3}
-
id: 209822072
{'hecke_orbit_code': 45035996307260547, 'n': 73, 'trace_an': 10}
-
id: 209822073
{'hecke_orbit_code': 45035996307260547, 'n': 74, 'trace_an': -2}
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