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{'Nk2': 24684, 'analytic_conductor': 49.275683087332126, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [11, -1], [17, -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': [6171, 1, [4115, 970, 2179], [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, [0, 1]], [7, [-3, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197425154075, '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': '6171.2.a.h', 'level': 6171, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11, 17], 'level_radical': 561, 'minimal_twist': '561.2.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+q^{3}+2q^{4}+2q^{6}+3q^{7}+\\cdots', 'related_objects': ['EllipticCurve/Q/6171/h'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6171.2.a', 'trace_display': [2, 1, 0, 3], 'trace_hash': 1980669456603392231, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.913', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.752', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.018', 'prec': 17}, 'traces': [1, 2, 1, 2, 0, 2, 3, 0, 1, 0, 0, 2, 4, 6, 0, -4, 1, 2, 2, 0, 3, 0, 6, 0, -5, 8, 1, 6, 9, 0, -4, -8, 0, 2, 0, 2, 2, 4, 4, 0, 1, 6, -6, 0, 0, 12, -9, -4, 2, -10, 1, 8, 13, 2, 0, 0, 2, 18, -15, 0, 14, -8, 3, -8, 0, 0, -9, 2, 6, 0, -14, 0, 13, 4, -5, 4, 0, 8, 0, 0, 1, 2, -2, 6, 0, -12, 9, 0, 13, 0, 12, 12, -4, -18, 0, -8, 14, 4, 0, -10, -4, 2, 1, 0, 0, 26, 7, 2, -9, 0, 2, -12, 14, 4, 0, 18, 4, -30, 3, 0, 0, 28, 1, -8, 0, 6, 8, 0, -6, 0, -3, 0, 6, -18, 0, 0, 7, 12, -19, 0, -9, -28, 0, -4, 0, 26, 2, 4, -6, -10, 2, 0, 1, 0, 0, 8, -3, 0, 13, 0, 18, 2, 10, 2, 0, -4, 0, 0, 3, 0, 2, -12, 19, 18, -15, 0, -15, 26, 15, 0, 10, 24, 14, 0, 0, -8, 0, -18, 3, 0, -8, -8, -10, 28, 0, 4, -26, 0, -26, 0, -9, -8, 27, 2, 0, 2, 6, -16, 0, 0, -5, 26, -14, 14, 0, 0, -12, -18, 13, 0, 4, 4, -12, -24, -5, 28, 3, 4, -17, 0, 0, 0, 1, 8, 0, -30, 0, 6, -8, 0, 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mf_hecke_nf • Show schema
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{'an': [[1], [2], [1], [2], [0], [2], [3], [0], [1], [0], [0], [2], [4], [6], [0], [-4], [1], [2], [2], [0], [3], [0], [6], [0], [-5], [8], [1], [6], [9], [0], [-4], [-8], [0], [2], [0], [2], [2], [4], [4], [0], [1], [6], [-6], [0], [0], [12], [-9], [-4], [2], [-10], [1], [8], [13], [2], [0], [0], [2], [18], [-15], [0], [14], [-8], [3], [-8], [0], [0], [-9], [2], [6], [0], [-14], [0], [13], [4], [-5], [4], [0], [8], [0], [0], [1], [2], [-2], [6], [0], [-12], [9], [0], [13], [0], [12], [12], [-4], [-18], [0], [-8], [14], [4], [0], [-10]], 'ap': [[2], [1], [0], [3], [0], [4], [1], [2], [6], [9], [-4], [2], [1], [-6], [-9], [13], [-15], [14], [-9], [-14], [13], [0], [-2], [13], [14], [-4], [1], [7], [-9], [14], [8], [-3], [7], [-19], [-6], [2], [-3], [10], [0], [19], [15], [10], [-8], [-10], [-26], [-26], [-5], [-12], [3], [-17], [1], [-8], [-15], [-16], [23], [-24], [0], [6], [13], [4], [4], [0], [16], [-8], [-8], [-18], [-20], [-23], [7], [-32], [-37], [18], [16], [14], [16], [0], [21], [-32], [32], [-4], [4], [-37], [23], [21], [1], [-4], [0], [20], [-6], [-19], [7], [21], [-26], [-22], [-30], [-35], [-29], [20], [0], [21], [-32], [-12], [24], [24], [11], [-41], [-36], [-2], [-35], [-22], [32], [6], [40], [22], [-37], [-4], [-28], [35], [42], [12], [-5], [7], [-27], [24], [-8], [-8], [0], [-8], [19], [-14], [16], [19], [-40], [-2], [14], [-24], [2], [-5], [42], [-5], [-52], [-30], [24], [11], [34], [20], [-17], [10], [-29], [-24], [-10], [-30], [-45], [4], [30], [-24], [-56], [-46], [26], [5], [-30], [48], [32], [20], [-17], [38], [10], [-57], [50], [-42], [12], [-33], [-15], [40], [-15], [-14], [-41], [-16], [-16], [32], [-52], [-1], [-52], [48], [-1], [42], [58], [19], [38], [-4], [14], [20], [43], [21], [0], [-20], [-33], [-10], [-45], [6], [-14], [29], [47], [-66], [19], [30], [-39], [34], [-21], [-23], [-13], [-9], [54], [-13], [15], [18], [50], [30], [42], [54], [-56], [36], [-25], [56], [62], [-2], [0], [6], [22], [-23], [-5], [25], [12], [20], [68], [54], [-22], [-33], [14], [-43], [42], [24], [-3], [69], [54], [45], [54], [-36], [-14], [48], [22], [2], [-19], [12], [42], [-68], [48], [12], [-4], [-56], [-59], [-62], [5], [-51], [-12], [44], [-10], [-67], [-37], [72], [42], [-20], [39], [-10], [82], [40], [-44], [0], [-6], [60], [66], [-68], [33], [34], [-7], [-69], [-64], [45], [-36], [-54], [30], [10], [-44], [-51], [-6], [81], [-8], [42], [-20], [-50], [26], [12], [35], [54], [-38], [52], [15], [-16], [-27], [54], [-33], [-36], [-58], [44], [-56], [8], [55], [-3], [-46], [50], [60], [-78], [-54], [59], [-9], [1], [78], [34], [79], [-23], [73], [-50], [4], [-10], [17], [68], [30], [-65], [58], [20], [11], [53], [-26], [91], [57], [9], [-4], [-43], [35], [38], [6], [-12], [-45], [35], [-20], [-4], [49], [75], [-54], [-69], [13], [45], [71], [44], [-28], [51], [14], [-4], [-67], [-61], [-30], [24], [-30], [82], [-22], [40], [-52], [-74], [92], [-34], [66], [81], [-27], [41], [-53], [2], [-59], [-67], [95], [-40], [-46], [-46], [57], [-28], [11], [-83], [-66], [-15], [-44], [-90], [-27], [-53], [34], [16], [-74], [17], [-23], [22], [-97], [30], [-58], [12], [49], [-55], [68], [88], [-105], [22], [-36], [-38], [57], [58], [24], [36], [0], [78], [80], [-30], [9], [7]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 31525197425154075, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '6171.2.a.h', 'level': 6171, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [11, -1], [17, -1]], 43, 8], [[[3, -1], [11, 1], [17, 1]], 38, 4], [[[3, 1], [11, 1], [17, 1]], 34, 5], [[[3, -1], [11, 1], [17, -1]], 30, 4], [[[3, 1], [11, 1], [17, -1]], 42, 3], [[[3, 1], [11, -1], [17, -1]], 30, 8], [[[3, -1], [11, -1], [17, 1]], 33, 7], [[[3, 1], [11, -1], [17, 1]], 40, 6]], 'ALdims': [34, 42, 40, 30, 38, 30, 33, 43], 'Nk2': 24684, 'analytic_conductor': 49.275683087332126, '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': [6171, 1, [4115, 970, 2179], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 769, 'dim': 290, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5, 7], 'hecke_orbit_code': 33560603, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 4, 5, 5, 6, 6, 6, 6, 6, 6, 6, 7, 7, 8, 8, 8, 8, 12, 12, 12, 12, 14, 14, 20, 20, 20, 20], 'label': '6171.2.a', 'level': 6171, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11, 17], 'level_radical': 561, 'mf_dim': 816, 'mf_new_dim': 290, 'num_forms': 45, 'plus_dim': 127, 'prim_orbit_index': 1, 'relative_dim': 290, 'sturm_bound': 1584, 'trace_bound': 7, 'trace_display': [4, -2, 0, 4], 'traces': [290, 4, -2, 292, 0, 2, 4, 0, 290, 4, 0, 2, -6, 0, 6, 304, 0, 4, 2, 8, -12, 0, 8, 6, 292, 36, -2, 0, 8, 8, -8, 24, 0, -4, -20, 292, 12, -20, -4, 24, 24, -16, -2, 0, 0, 20, 12, 2, 306, 8, 4, -60, 12, 2, 0, 0, -16, 48, 0, 24, -4, 8, 4, 368, 56, 0, -24, 0, -2, -8, 32, 0, 24, 16, 2, 12, 0, 40, -20, -64, 290, 20, 28, -24, 6, 44, 0, 0, 68, 4, -84, -8, -68, -48, -8, 14, -32, -12, 0, 360, -16, -2, -50, 88, 36, 88, -40, 2, 48, 0, -80, 24, 72, 52, 10, 128, -6, 24, 4, 4, 0, -40, -22, -8, 0, 0, -22, 80, -8, 44, -64, 0, -148, 0, 6, 0, 16, -4, -12, 8, 8, 24, 0, 304, 52, 24, -90, 48, -48, -38, 8, 88, 0, 0, -36, 12, -14, 128, -28, 64, 68, 4, -112, 8, 0, 160, -16, 8, 348, 28, 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mf_twists_nf • Show schema
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id: 1292314
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '6171.2.a.h', 'source_level': 6171, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '561.2.a.a', 'target_level': 561, 'twist_class_label': '561.2.a.a', 'twist_class_level': 561, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1292315
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '6171.2.a.h', 'source_level': 6171, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '1683.2.a.j', 'target_level': 1683, 'twist_class_label': '561.2.a.a', 'twist_class_level': 561, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1292316
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '6171.2.a.h', 'source_level': 6171, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '6171.2.a.h', 'target_level': 6171, 'twist_class_label': '561.2.a.a', 'twist_class_level': 561, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1292317
{'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '6171.2.a.h', 'source_level': 6171, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '8976.2.a.l', 'target_level': 8976, 'twist_class_label': '561.2.a.a', 'twist_class_level': 561, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1292318
{'conductor': 187, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '6171.2.a.h', 'source_level': 6171, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9537.2.a.a', 'target_level': 9537, 'twist_class_label': '561.2.a.a', 'twist_class_level': 561, 'twisting_char_label': '187.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 4110775
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 2}
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id: 4110776
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 3}
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id: 4110777
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 5}
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id: 4110778
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 7}
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id: 4110779
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 11}
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id: 4110780
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 13}
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id: 4110781
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 17}
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id: 4110782
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 19}
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id: 4110783
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 23}
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id: 4110784
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 29}
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id: 4110785
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 31}
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id: 4110786
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 37}
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id: 4110787
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 41}
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id: 4110788
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 43}
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id: 4110789
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 47}
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id: 4110790
{'charpoly_factorization': [[[-13, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 53}
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id: 4110791
{'charpoly_factorization': [[[15, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 59}
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id: 4110792
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 61}
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id: 4110793
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 67}
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id: 4110794
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 71}
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id: 4110795
{'charpoly_factorization': [[[-13, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 73}
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id: 4110796
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 79}
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id: 4110797
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 83}
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id: 4110798
{'charpoly_factorization': [[[-13, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 89}
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id: 4110799
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 31525197425154075, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '6171.2.a.h', 'level': 6171, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 188334000
{'hecke_orbit_code': 31525197425154075, 'n': 1, 'trace_an': 1}
-
id: 188334001
{'hecke_orbit_code': 31525197425154075, 'n': 2, 'trace_an': 2}
-
id: 188334002
{'hecke_orbit_code': 31525197425154075, 'n': 3, 'trace_an': 1}
-
id: 188334003
{'hecke_orbit_code': 31525197425154075, 'n': 4, 'trace_an': 2}
-
id: 188334004
{'hecke_orbit_code': 31525197425154075, 'n': 5, 'trace_an': 0}
-
id: 188334005
{'hecke_orbit_code': 31525197425154075, 'n': 6, 'trace_an': 2}
-
id: 188334006
{'hecke_orbit_code': 31525197425154075, 'n': 7, 'trace_an': 3}
-
id: 188334007
{'hecke_orbit_code': 31525197425154075, 'n': 8, 'trace_an': 0}
-
id: 188334008
{'hecke_orbit_code': 31525197425154075, 'n': 9, 'trace_an': 1}
-
id: 188334009
{'hecke_orbit_code': 31525197425154075, 'n': 10, 'trace_an': 0}
-
id: 188334010
{'hecke_orbit_code': 31525197425154075, 'n': 11, 'trace_an': 0}
-
id: 188334011
{'hecke_orbit_code': 31525197425154075, 'n': 12, 'trace_an': 2}
-
id: 188334012
{'hecke_orbit_code': 31525197425154075, 'n': 13, 'trace_an': 4}
-
id: 188334013
{'hecke_orbit_code': 31525197425154075, 'n': 14, 'trace_an': 6}
-
id: 188334014
{'hecke_orbit_code': 31525197425154075, 'n': 15, 'trace_an': 0}
-
id: 188334015
{'hecke_orbit_code': 31525197425154075, 'n': 16, 'trace_an': -4}
-
id: 188334016
{'hecke_orbit_code': 31525197425154075, 'n': 17, 'trace_an': 1}
-
id: 188334017
{'hecke_orbit_code': 31525197425154075, 'n': 18, 'trace_an': 2}
-
id: 188334018
{'hecke_orbit_code': 31525197425154075, 'n': 19, 'trace_an': 2}
-
id: 188334019
{'hecke_orbit_code': 31525197425154075, 'n': 20, 'trace_an': 0}
-
id: 188334020
{'hecke_orbit_code': 31525197425154075, 'n': 21, 'trace_an': 3}
-
id: 188334021
{'hecke_orbit_code': 31525197425154075, 'n': 22, 'trace_an': 0}
-
id: 188334022
{'hecke_orbit_code': 31525197425154075, 'n': 23, 'trace_an': 6}
-
id: 188334023
{'hecke_orbit_code': 31525197425154075, 'n': 24, 'trace_an': 0}
-
id: 188334024
{'hecke_orbit_code': 31525197425154075, 'n': 25, 'trace_an': -5}
-
id: 188334025
{'hecke_orbit_code': 31525197425154075, 'n': 26, 'trace_an': 8}
-
id: 188334026
{'hecke_orbit_code': 31525197425154075, 'n': 27, 'trace_an': 1}
-
id: 188334027
{'hecke_orbit_code': 31525197425154075, 'n': 28, 'trace_an': 6}
-
id: 188334028
{'hecke_orbit_code': 31525197425154075, 'n': 29, 'trace_an': 9}
-
id: 188334029
{'hecke_orbit_code': 31525197425154075, 'n': 30, 'trace_an': 0}
-
id: 188334030
{'hecke_orbit_code': 31525197425154075, 'n': 31, 'trace_an': -4}
-
id: 188334031
{'hecke_orbit_code': 31525197425154075, 'n': 32, 'trace_an': -8}
-
id: 188334032
{'hecke_orbit_code': 31525197425154075, 'n': 33, 'trace_an': 0}
-
id: 188334033
{'hecke_orbit_code': 31525197425154075, 'n': 34, 'trace_an': 2}
-
id: 188334034
{'hecke_orbit_code': 31525197425154075, 'n': 35, 'trace_an': 0}
-
id: 188334035
{'hecke_orbit_code': 31525197425154075, 'n': 36, 'trace_an': 2}
-
id: 188334036
{'hecke_orbit_code': 31525197425154075, 'n': 37, 'trace_an': 2}
-
id: 188334037
{'hecke_orbit_code': 31525197425154075, 'n': 38, 'trace_an': 4}
-
id: 188334038
{'hecke_orbit_code': 31525197425154075, 'n': 39, 'trace_an': 4}
-
id: 188334039
{'hecke_orbit_code': 31525197425154075, 'n': 40, 'trace_an': 0}
-
id: 188334040
{'hecke_orbit_code': 31525197425154075, 'n': 41, 'trace_an': 1}
-
id: 188334041
{'hecke_orbit_code': 31525197425154075, 'n': 42, 'trace_an': 6}
-
id: 188334042
{'hecke_orbit_code': 31525197425154075, 'n': 43, 'trace_an': -6}
-
id: 188334043
{'hecke_orbit_code': 31525197425154075, 'n': 44, 'trace_an': 0}
-
id: 188334044
{'hecke_orbit_code': 31525197425154075, 'n': 45, 'trace_an': 0}
-
id: 188334045
{'hecke_orbit_code': 31525197425154075, 'n': 46, 'trace_an': 12}
-
id: 188334046
{'hecke_orbit_code': 31525197425154075, 'n': 47, 'trace_an': -9}
-
id: 188334047
{'hecke_orbit_code': 31525197425154075, 'n': 48, 'trace_an': -4}
-
id: 188334048
{'hecke_orbit_code': 31525197425154075, 'n': 49, 'trace_an': 2}
-
id: 188334049
{'hecke_orbit_code': 31525197425154075, 'n': 50, 'trace_an': -10}
-
id: 188334050
{'hecke_orbit_code': 31525197425154075, 'n': 51, 'trace_an': 1}
-
id: 188334051
{'hecke_orbit_code': 31525197425154075, 'n': 52, 'trace_an': 8}
-
id: 188334052
{'hecke_orbit_code': 31525197425154075, 'n': 53, 'trace_an': 13}
-
id: 188334053
{'hecke_orbit_code': 31525197425154075, 'n': 54, 'trace_an': 2}
-
id: 188334054
{'hecke_orbit_code': 31525197425154075, 'n': 55, 'trace_an': 0}
-
id: 188334055
{'hecke_orbit_code': 31525197425154075, 'n': 56, 'trace_an': 0}
-
id: 188334056
{'hecke_orbit_code': 31525197425154075, 'n': 57, 'trace_an': 2}
-
id: 188334057
{'hecke_orbit_code': 31525197425154075, 'n': 58, 'trace_an': 18}
-
id: 188334058
{'hecke_orbit_code': 31525197425154075, 'n': 59, 'trace_an': -15}
-
id: 188334059
{'hecke_orbit_code': 31525197425154075, 'n': 60, 'trace_an': 0}
-
id: 188334060
{'hecke_orbit_code': 31525197425154075, 'n': 61, 'trace_an': 14}
-
id: 188334061
{'hecke_orbit_code': 31525197425154075, 'n': 62, 'trace_an': -8}
-
id: 188334062
{'hecke_orbit_code': 31525197425154075, 'n': 63, 'trace_an': 3}
-
id: 188334063
{'hecke_orbit_code': 31525197425154075, 'n': 64, 'trace_an': -8}
-
id: 188334064
{'hecke_orbit_code': 31525197425154075, 'n': 65, 'trace_an': 0}
-
id: 188334065
{'hecke_orbit_code': 31525197425154075, 'n': 66, 'trace_an': 0}
-
id: 188334066
{'hecke_orbit_code': 31525197425154075, 'n': 67, 'trace_an': -9}
-
id: 188334067
{'hecke_orbit_code': 31525197425154075, 'n': 68, 'trace_an': 2}
-
id: 188334068
{'hecke_orbit_code': 31525197425154075, 'n': 69, 'trace_an': 6}
-
id: 188334069
{'hecke_orbit_code': 31525197425154075, 'n': 70, 'trace_an': 0}
-
id: 188334070
{'hecke_orbit_code': 31525197425154075, 'n': 71, 'trace_an': -14}
-
id: 188334071
{'hecke_orbit_code': 31525197425154075, 'n': 72, 'trace_an': 0}
-
id: 188334072
{'hecke_orbit_code': 31525197425154075, 'n': 73, 'trace_an': 13}
-
id: 188334073
{'hecke_orbit_code': 31525197425154075, 'n': 74, 'trace_an': 4}
-
id: 188334074
{'hecke_orbit_code': 31525197425154075, 'n': 75, 'trace_an': -5}
-
id: 188334075
{'hecke_orbit_code': 31525197425154075, 'n': 76, 'trace_an': 4}
-
id: 188334076
{'hecke_orbit_code': 31525197425154075, 'n': 77, 'trace_an': 0}
-
id: 188334077
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