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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, [2, 1]], [13, [2, 1]], [17, [-1, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599660926083, '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.b', '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.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+q^{3}+2q^{4}-q^{5}-2q^{6}-q^{7}+\\cdots', 'related_objects': ['EllipticCurve/Q/1155/b'], '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': [-2, 1, -1, -1], 'trace_hash': 97747832614945323, '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': '2.158', 'prec': 17}, 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mf_hecke_nf • Show schema
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{'an': [[1], [-2], [1], [2], [-1], [-2], [-1], [0], [1], [2], [1], [2], [-2], [2], [-1], [-4], [1], [-2], [-7], [-2], [-1], [-2], [5], [0], [1], [4], [1], [-2], [3], [2], [-4], [8], [1], [-2], [1], [2], [-2], [14], [-2], [0], [-12], [2], [-1], [2], [-1], [-10], [-4], [-4], [1], [-2], [1], [-4], [-1], [-2], [-1], [0], [-7], [-6], [9], [-2], [-11], [8], [-1], [-8], [2], [-2], [2], [2], [5], [-2], [-8], [0], [8], [4], [1], [-14], [-1], [4], [2], [4], [1], [24], [-9], [-2], [-1], [2], [3], [0], [-3], [2], [2], [10], [-4], [8], [7], [8], [-13], [-2], [1], [2]], 'ap': [[-2], [1], [-1], [-1], [1], [-2], [1], [-7], [5], [3], [-4], [-2], [-12], [-1], [-4], [-1], [9], [-11], [2], [-8], [8], [2], [-9], [-3], [-13], [-14], [-9], [4], [-8], [11], [-13], [-18], [-10], [-8], [-10], [-18], [23], [-2], [16], [2], [16], [-10], [24], [6], [-16], [-4], [-10], [-7], [-9], [4], [14], [5], [10], [-12], [14], [-16], [5], [31], [-10], [6], [22], [5], [34], [12], [9], [6], [-11], [23], [-16], [-11], [14], [25], [7], [-25], [37], [18], [-14], [14], [-24], [10], [35], [1], [24], [-26], [-15], [-12], [40], [3], [-2], [-14], [-24], [-38], [-26], [43], [-25], [5], [-33], [11], [12], [-32], [-23], [-18], [28], [7], [34], [-42], [-10], [26], [34], [47], [22], [-2], [-34], [22], [-19], [-6], [-21], [-48], [13], [-9], [-16], [-19], [-35], [44], [2], [-15], [5], [-27], [-23], [-26], [42], [14], [-15], [22], [-42], [9], [-54], [32], [42], [6], [-28], [13], [38], [-4], [-18], [-3], [28], [-50], [-52], [21], [-19], [21], [20], [51], [2], [-16], [-10], [-6], [4], [22], [-35], [-6], [35], [17], [27], [-18], [-17], [-14], [-2], [-42], [53], [-32], [-25], [49], [22], [42], [22], [-16], [-42], [-2], [52], [0], [-30], [47], [45], [9], [-55], [1], [-56], [36], [-50], [30], [-32], [-25], [58], [-24], [28], [-6], [-23], [32], [-5], [-35], [25], [14], [53], [-60], [-20], [18], [-65], [-28], [-25], [35], [64], [-34], [-12], [-46], [-15], [54], [-36], [-51], [-68], [-64], [4], [-22], [9], [66], [36], [20], [-12], [-15], [34], [4], [58], [-33], [-41], [51], [-22], [-60], [14], [60], [-4], [5], [56], [7], [33], [18], [8], [3], [6], [-12], [-14], [12], [52], [44], [3], [65], [-19], [-56], [36], [42], [75], [-36], [-33], [56], [-22], [78], [-12], [-69], [31], [-66], [-2], [-2], [55], [-24], [-2], [-64], [-39], [-68], [-52], [-8], [-9], [-60], [36], [53], [-54], [70], [60], [36], [18], [-52], [-48], [-30], [66], [-8], [-14], [24], [-84], [-30], [28], [-76], [62], [-66], [-66], [-55], [1], [40], [-23], [-50], [8], [-9], [48], [-20], [-19], [52], [-60], [-81], [-32], [-65], [70], [27], [56], [-36], [-14], [34], [-16], [-20], [-84], [-15], [-72], [90], [8], [-30], [-31], [-84], [-90], [-44], [-49], [90], [-54], [8], [32], [57], [-20], [-8], [-11], [-63], [50], [40], [28], [48], [59], [-32], [-6], [-14], [28], [-63], [8], [50], [-42], [27], [-15], [66], [32], [69], [53], [74], [37], [45], [76], [-20], [-44], [-84], [3], [-1], [78], [4], [55], [-56], [-54], [-22], [-15], [1], [-16], [-96], [11], [36], [7], [5], [-80], [24], [-75], [-22], [20], [17], [-74], [13], [56], [54], [41], [-45], [-61], [39], [21], [-6], [-42], [-99], [-72], [2], [-45], [-77], [64], [60], [20], [30], [86], [-33], [79], [-61], [26], [44], [-76], [42], [57], [-72], [53], [-46], [-87], [-15], [30], [-58]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599660926083, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '1155.2.a.b', '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, 'char_values': [1155, 1, [386, 232, 661, 211], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 185, 'dim': 41, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 13, 17], 'hecke_orbit_code': 33555587, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 4, 4, 5], 'label': '1155.2.a', '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, 'mf_dim': 200, 'mf_new_dim': 41, 'num_forms': 23, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 41, 'sturm_bound': 384, 'trace_bound': 5, 'trace_display': [3, 1, 1, 1], 'traces': [41, 3, 1, 39, 1, -5, 1, 15, 41, -5, 1, 7, 14, 3, -7, 47, 2, 3, -12, 7, 1, -5, -8, -9, 41, 26, 1, 7, 14, 3, 0, 63, 1, 38, 1, 39, 6, 12, 14, -9, -6, -5, 12, 7, 1, 8, 0, 31, 41, 3, -14, 98, 6, -5, 1, 15, 20, 42, -4, -17, -2, -64, 1, 15, -2, 3, -28, -34, -24, -5, -56, 15, 10, -94, 1, -36, 1, 10, -16, -33, 41, -2, 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mf_twists_nf • Show schema
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id: 660825
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1155.2.a.b', 'source_level': 1155, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '1155.2.a.b', 'target_level': 1155, 'twist_class_label': '1155.2.a.b', 'twist_class_level': 1155, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 660826
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1155.2.a.b', 'source_level': 1155, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '3465.2.a.t', 'target_level': 3465, 'twist_class_label': '1155.2.a.b', 'twist_class_level': 1155, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 660827
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1155.2.a.b', 'source_level': 1155, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '5775.2.a.z', 'target_level': 5775, 'twist_class_label': '1155.2.a.b', 'twist_class_level': 1155, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 660828
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1155.2.a.b', 'source_level': 1155, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '8085.2.a.c', 'target_level': 8085, 'twist_class_label': '1155.2.a.b', '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: 1727600
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 2}
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id: 1727601
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 3}
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id: 1727602
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 5}
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id: 1727603
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 7}
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id: 1727604
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 11}
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id: 1727605
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 13}
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id: 1727606
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 17}
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id: 1727607
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 19}
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id: 1727608
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 23}
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id: 1727609
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 29}
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id: 1727610
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 31}
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id: 1727611
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 37}
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id: 1727612
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 41}
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id: 1727613
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 43}
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id: 1727614
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 47}
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id: 1727615
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 53}
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id: 1727616
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 59}
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id: 1727617
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 61}
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id: 1727618
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 67}
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id: 1727619
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 71}
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id: 1727620
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 73}
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id: 1727621
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 79}
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id: 1727622
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 83}
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id: 1727623
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 89}
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id: 1727624
{'charpoly_factorization': [[[13, 1], 1]], 'hecke_orbit_code': 4503599660926083, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '1155.2.a.b', 'level': 1155, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 63239000
{'hecke_orbit_code': 4503599660926083, 'n': 1, 'trace_an': 1}
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id: 63239001
{'hecke_orbit_code': 4503599660926083, 'n': 2, 'trace_an': -2}
-
id: 63239002
{'hecke_orbit_code': 4503599660926083, 'n': 3, 'trace_an': 1}
-
id: 63239003
{'hecke_orbit_code': 4503599660926083, 'n': 4, 'trace_an': 2}
-
id: 63239004
{'hecke_orbit_code': 4503599660926083, 'n': 5, 'trace_an': -1}
-
id: 63239005
{'hecke_orbit_code': 4503599660926083, 'n': 6, 'trace_an': -2}
-
id: 63239006
{'hecke_orbit_code': 4503599660926083, 'n': 7, 'trace_an': -1}
-
id: 63239007
{'hecke_orbit_code': 4503599660926083, 'n': 8, 'trace_an': 0}
-
id: 63239008
{'hecke_orbit_code': 4503599660926083, 'n': 9, 'trace_an': 1}
-
id: 63239009
{'hecke_orbit_code': 4503599660926083, 'n': 10, 'trace_an': 2}
-
id: 63239010
{'hecke_orbit_code': 4503599660926083, 'n': 11, 'trace_an': 1}
-
id: 63239011
{'hecke_orbit_code': 4503599660926083, 'n': 12, 'trace_an': 2}
-
id: 63239012
{'hecke_orbit_code': 4503599660926083, 'n': 13, 'trace_an': -2}
-
id: 63239013
{'hecke_orbit_code': 4503599660926083, 'n': 14, 'trace_an': 2}
-
id: 63239014
{'hecke_orbit_code': 4503599660926083, 'n': 15, 'trace_an': -1}
-
id: 63239015
{'hecke_orbit_code': 4503599660926083, 'n': 16, 'trace_an': -4}
-
id: 63239016
{'hecke_orbit_code': 4503599660926083, 'n': 17, 'trace_an': 1}
-
id: 63239017
{'hecke_orbit_code': 4503599660926083, 'n': 18, 'trace_an': -2}
-
id: 63239018
{'hecke_orbit_code': 4503599660926083, 'n': 19, 'trace_an': -7}
-
id: 63239019
{'hecke_orbit_code': 4503599660926083, 'n': 20, 'trace_an': -2}
-
id: 63239020
{'hecke_orbit_code': 4503599660926083, 'n': 21, 'trace_an': -1}
-
id: 63239021
{'hecke_orbit_code': 4503599660926083, 'n': 22, 'trace_an': -2}
-
id: 63239022
{'hecke_orbit_code': 4503599660926083, 'n': 23, 'trace_an': 5}
-
id: 63239023
{'hecke_orbit_code': 4503599660926083, 'n': 24, 'trace_an': 0}
-
id: 63239024
{'hecke_orbit_code': 4503599660926083, 'n': 25, 'trace_an': 1}
-
id: 63239025
{'hecke_orbit_code': 4503599660926083, 'n': 26, 'trace_an': 4}
-
id: 63239026
{'hecke_orbit_code': 4503599660926083, 'n': 27, 'trace_an': 1}
-
id: 63239027
{'hecke_orbit_code': 4503599660926083, 'n': 28, 'trace_an': -2}
-
id: 63239028
{'hecke_orbit_code': 4503599660926083, 'n': 29, 'trace_an': 3}
-
id: 63239029
{'hecke_orbit_code': 4503599660926083, 'n': 30, 'trace_an': 2}
-
id: 63239030
{'hecke_orbit_code': 4503599660926083, 'n': 31, 'trace_an': -4}
-
id: 63239031
{'hecke_orbit_code': 4503599660926083, 'n': 32, 'trace_an': 8}
-
id: 63239032
{'hecke_orbit_code': 4503599660926083, 'n': 33, 'trace_an': 1}
-
id: 63239033
{'hecke_orbit_code': 4503599660926083, 'n': 34, 'trace_an': -2}
-
id: 63239034
{'hecke_orbit_code': 4503599660926083, 'n': 35, 'trace_an': 1}
-
id: 63239035
{'hecke_orbit_code': 4503599660926083, 'n': 36, 'trace_an': 2}
-
id: 63239036
{'hecke_orbit_code': 4503599660926083, 'n': 37, 'trace_an': -2}
-
id: 63239037
{'hecke_orbit_code': 4503599660926083, 'n': 38, 'trace_an': 14}
-
id: 63239038
{'hecke_orbit_code': 4503599660926083, 'n': 39, 'trace_an': -2}
-
id: 63239039
{'hecke_orbit_code': 4503599660926083, 'n': 40, 'trace_an': 0}
-
id: 63239040
{'hecke_orbit_code': 4503599660926083, 'n': 41, 'trace_an': -12}
-
id: 63239041
{'hecke_orbit_code': 4503599660926083, 'n': 42, 'trace_an': 2}
-
id: 63239042
{'hecke_orbit_code': 4503599660926083, 'n': 43, 'trace_an': -1}
-
id: 63239043
{'hecke_orbit_code': 4503599660926083, 'n': 44, 'trace_an': 2}
-
id: 63239044
{'hecke_orbit_code': 4503599660926083, 'n': 45, 'trace_an': -1}
-
id: 63239045
{'hecke_orbit_code': 4503599660926083, 'n': 46, 'trace_an': -10}
-
id: 63239046
{'hecke_orbit_code': 4503599660926083, 'n': 47, 'trace_an': -4}
-
id: 63239047
{'hecke_orbit_code': 4503599660926083, 'n': 48, 'trace_an': -4}
-
id: 63239048
{'hecke_orbit_code': 4503599660926083, 'n': 49, 'trace_an': 1}
-
id: 63239049
{'hecke_orbit_code': 4503599660926083, 'n': 50, 'trace_an': -2}
-
id: 63239050
{'hecke_orbit_code': 4503599660926083, 'n': 51, 'trace_an': 1}
-
id: 63239051
{'hecke_orbit_code': 4503599660926083, 'n': 52, 'trace_an': -4}
-
id: 63239052
{'hecke_orbit_code': 4503599660926083, 'n': 53, 'trace_an': -1}
-
id: 63239053
{'hecke_orbit_code': 4503599660926083, 'n': 54, 'trace_an': -2}
-
id: 63239054
{'hecke_orbit_code': 4503599660926083, 'n': 55, 'trace_an': -1}
-
id: 63239055
{'hecke_orbit_code': 4503599660926083, 'n': 56, 'trace_an': 0}
-
id: 63239056
{'hecke_orbit_code': 4503599660926083, 'n': 57, 'trace_an': -7}
-
id: 63239057
{'hecke_orbit_code': 4503599660926083, 'n': 58, 'trace_an': -6}
-
id: 63239058
{'hecke_orbit_code': 4503599660926083, 'n': 59, 'trace_an': 9}
-
id: 63239059
{'hecke_orbit_code': 4503599660926083, 'n': 60, 'trace_an': -2}
-
id: 63239060
{'hecke_orbit_code': 4503599660926083, 'n': 61, 'trace_an': -11}
-
id: 63239061
{'hecke_orbit_code': 4503599660926083, 'n': 62, 'trace_an': 8}
-
id: 63239062
{'hecke_orbit_code': 4503599660926083, 'n': 63, 'trace_an': -1}
-
id: 63239063
{'hecke_orbit_code': 4503599660926083, 'n': 64, 'trace_an': -8}
-
id: 63239064
{'hecke_orbit_code': 4503599660926083, 'n': 65, 'trace_an': 2}
-
id: 63239065
{'hecke_orbit_code': 4503599660926083, 'n': 66, 'trace_an': -2}
-
id: 63239066
{'hecke_orbit_code': 4503599660926083, 'n': 67, 'trace_an': 2}
-
id: 63239067
{'hecke_orbit_code': 4503599660926083, 'n': 68, 'trace_an': 2}
-
id: 63239068
{'hecke_orbit_code': 4503599660926083, 'n': 69, 'trace_an': 5}
-
id: 63239069
{'hecke_orbit_code': 4503599660926083, 'n': 70, 'trace_an': -2}
-
id: 63239070
{'hecke_orbit_code': 4503599660926083, 'n': 71, 'trace_an': -8}
-
id: 63239071
{'hecke_orbit_code': 4503599660926083, 'n': 72, 'trace_an': 0}
-
id: 63239072
{'hecke_orbit_code': 4503599660926083, 'n': 73, 'trace_an': 8}
-
id: 63239073
{'hecke_orbit_code': 4503599660926083, 'n': 74, 'trace_an': 4}
-
id: 63239074
{'hecke_orbit_code': 4503599660926083, 'n': 75, 'trace_an': 1}
-
id: 63239075
{'hecke_orbit_code': 4503599660926083, 'n': 76, 'trace_an': -14}
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