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{'Nk2': 30492, 'analytic_conductor': 60.86996146082204, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [7623, 1, [848, 4357, 4600], [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, [-3, 1]], [13, [-2, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798915673543, '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': '7623.2.a.d', 'level': 7623, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 11], 'level_radical': 231, 'minimal_twist': '2541.2.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+2q^{4}+3q^{5}-q^{7}-6q^{10}+\\cdots', 'related_objects': ['EllipticCurve/Q/7623/d'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7623.2.a', 'trace_display': [-2, 0, 3, -1], 'trace_hash': 1200283917317967464, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.990', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.078', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.940', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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{'an': [[1], [-2], [0], [2], [3], [0], [-1], [0], [0], [-6], [0], [0], [2], [2], [0], [-4], [-3], [0], [-4], [6], [0], [0], [-2], [0], [4], [-4], [0], [-2], [-8], [0], [2], [8], [0], [6], [-3], [0], [10], [8], [0], [0], [-2], [0], [9], [0], [0], [4], [-9], [0], [1], [-8], [0], [4], [8], [0], [0], [0], [0], [16], [3], [0], [-10], [-4], [0], [-8], [6], [0], [13], [-6], [0], [6], [-14], [0], [-10], [-20], [0], [-8], [0], [0], [-4], [-12], [0], [4], [-1], [0], [-9], [-18], [0], [0], [9], [0], [-2], [-4], [0], [18], [-12], [0], [-16], [-2], [0], [8]], 'ap': [[-2], [0], [3], [-1], [0], [2], [-3], [-4], [-2], [-8], [2], [10], [-2], [9], [-9], [8], [3], [-10], [13], [-14], [-10], [-4], [-1], [9], [-16], [-17], [14], [10], [13], [-6], [13], [-13], [-8], [-2], [12], [-5], [-8], [4], [3], [-25], [-20], [-16], [20], [-23], [-22], [-14], [7], [-24], [-7], [-4], [4], [6], [28], [-12], [-7], [18], [14], [20], [-17], [-12], [4], [-9], [12], [25], [-24], [6], [3], [2], [-16], [6], [-30], [18], [-8], [21], [-5], [-19], [-4], [-18], [0], [28], [-19], [33], [4], [4], [26], [38], [-6], [3], [15], [16], [4], [-29], [37], [-42], [-5], [-11], [15], [-1], [-8], [-33], [-20], [6], [-21], [40], [4], [22], [-39], [-11], [-34], [-6], [-22], [-29], [-18], [-18], [-25], [24], [12], [-3], [-24], [-24], [-40], [-1], [-9], [34], [4], [-20], [-9], [-36], [16], [-26], [36], [-6], [-37], [-9], [-45], [24], [-15], [38], [-11], [-6], [52], [46], [-20], [-38], [38], [-51], [-32], [31], [18], [26], [-18], [-2], [-21], [55], [12], [6], [40], [-3], [-16], [14], [30], [-22], [1], [-37], [14], [8], [-52], [14], [30], [14], [-36], [-2], [-48], [18], [-16], [51], [-9], [-40], [-30], [-8], [53], [32], [-65], [42], [54], [46], [55], [-62], [5], [25], [-30], [-14], [63], [54], [-6], [7], [-26], [-65], [2], [48], [0], [-28], [-2], [18], [1], [-58], [28], [24], [-20], [-22], [7], [-22], [-56], [59], [31], [-62], [-67], [1], [-44], [38], [53], [-2], [-18], [-5], [-3], [-54], [-6], [-16], [-6], [10], [51], [68], [17], [36], [-12], [43], [16], [-18], [-12], [-21], [36], [2], [-66], [50], [30], [27], [-38], [0], [11], [32], [-37], [21], [50], [62], [-54], [-30], [-69], [44], [-23], [-52], [-23], [-28], [-64], [-38], [38], [0], [-24], [15], [-57], [44], [22], [-24], [24], [-3], [52], [38], [-22], [41], [2], [5], [-24], [-51], [60], [72], [22], [52], [45], [14], [64], [-33], [12], [-28], [-46], [-51], [-59], [-65], [38], [51], [-4], [56], [44], [60], [-43], [28], [-68], [67], [-38], [-12], [-36], [13], [-63], [-30], [38], [36], [-8], [-76], [60], [6], [-26], [2], [-10], [81], [-6], [19], [0], [60], [-19], [-8], [18], [-14], [-14], [14], [-8], [44], [68], [63], [6], [-29], [-70], [76], [79], [34], [21], [79], [52], [2], [24], [-57], [-28], [-83], [-56], [37], [94], [-66], [-82], [45], [-9], [27], [60], [-58], [-82], [-18], [-10], [26], [2], [-47], [-46], [83], [-22], [72], [70], [-28], [60], [-46], [25], [-5], [10], [-40], [69], [18], [-30], [-6], [7], [-6], [22], [25], [7], [-38], [-43], [72], [-2], [95], [46], [28], [62], [-58], [30], [63], [-32], [-50], [-98], [-12], [-88], [13], [-66], [48], [53], [-62], [-6], [-12], [-52], [-88], [8], [-75], [29], [-13], [50], [28], [71], [-72], [38], [-22], [36], [-36], [-92], [-15], [98], [72], [32], [91]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510798915673543, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '7623.2.a.d', 'level': 7623, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1], [11, -1]], 45, 19], [[[3, 1], [7, -1], [11, -1]], 20, 7], [[[3, -1], [7, 1], [11, 1]], 41, 10], [[[3, 1], [7, -1], [11, 1]], 34, 3], [[[3, -1], [7, 1], [11, -1]], 40, 20], [[[3, -1], [7, -1], [11, 1]], 37, 11], [[[3, 1], [7, 1], [11, -1]], 30, 8], [[[3, 1], [7, 1], [11, 1]], 26, 3]], 'ALdims': [26, 30, 34, 20, 41, 40, 37, 45], 'Nk2': 30492, 'analytic_conductor': 60.86996146082204, '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': [7623, 1, [848, 4357, 4600], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1009, 'dim': 273, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 33562055, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8, 8, 8, 8, 10, 10, 12, 12, 16, 16], 'label': '7623.2.a', 'level': 7623, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 11], 'level_radical': 231, 'mf_dim': 1104, 'mf_new_dim': 273, 'num_forms': 81, 'plus_dim': 123, 'prim_orbit_index': 1, 'relative_dim': 273, 'sturm_bound': 2112, 'trace_bound': 13, 'trace_display': [1, 0, 6, -1], 'traces': [273, 1, 0, 269, 6, 0, -1, -3, 0, 6, 0, 0, 6, -3, 0, 269, 14, 0, -8, -6, 0, 0, -12, 0, 287, 2, 0, -3, 22, 0, -8, -35, 0, 2, 6, 0, 6, -24, 0, 6, 22, 0, 12, 0, 0, 20, -12, 0, 273, -65, 0, 50, 10, 0, 0, -15, 0, 34, -8, 0, 18, 4, 0, 309, 20, 0, 4, 30, 0, 18, 0, 0, -2, 22, 0, 36, 0, 0, -36, 22, 0, 38, 12, 0, 16, 12, 0, 0, 26, 0, -6, -20, 0, -36, -20, 0, -14, 1, 0, 247, -10, 0, -20, 10, 0, -14, -16, 0, -6, 0, 0, -23, 6, 0, -68, 86, 0, -32, -2, 0, 0, 106, 0, -56, 204, 0, 12, -27, 0, 132, 16, 0, 20, 44, 0, 6, 106, 0, 32, 22, 0, -20, 0, 0, 16, 86, 0, -34, 22, 0, 36, -68, 0, 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1316, 464, 0, -136, 272, 0, -88, 134, 0, -812, 24, 0, -476, -198, 0, 252, 370, 0, 1060, 0, 0, 268, -1390, 0, -1090, 96, 0, 18, 892, 0, 0, -308, 0, 1024, -140, 0, 176, 116, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 1357455
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '7623.2.a.d', 'source_level': 7623, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '2541.2.a.a', 'target_level': 2541, 'twist_class_label': '2541.2.a.a', 'twist_class_level': 2541, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1357456
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '7623.2.a.d', 'source_level': 7623, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': True, 'target_label': '2541.2.a.k', 'target_level': 2541, 'twist_class_label': '2541.2.a.a', 'twist_class_level': 2541, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1357457
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '7623.2.a.d', 'source_level': 7623, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '7623.2.a.d', 'target_level': 7623, 'twist_class_label': '2541.2.a.a', 'twist_class_level': 2541, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1357458
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '7623.2.a.d', 'source_level': 7623, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '7623.2.a.s', 'target_level': 7623, 'twist_class_label': '2541.2.a.a', 'twist_class_level': 2541, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4527775
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 2}
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id: 4527776
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 3}
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id: 4527777
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 5}
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id: 4527778
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 7}
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id: 4527779
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 11}
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id: 4527780
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 13}
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id: 4527781
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 17}
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id: 4527782
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 19}
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id: 4527783
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 23}
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id: 4527784
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 29}
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id: 4527785
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 31}
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id: 4527786
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 37}
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id: 4527787
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 41}
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id: 4527788
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 43}
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id: 4527789
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 47}
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id: 4527790
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 53}
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id: 4527791
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 59}
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id: 4527792
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 61}
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id: 4527793
{'charpoly_factorization': [[[-13, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 67}
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id: 4527794
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 71}
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id: 4527795
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 73}
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id: 4527796
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 79}
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id: 4527797
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 83}
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id: 4527798
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 89}
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id: 4527799
{'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 13510798915673543, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '7623.2.a.d', 'level': 7623, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 132015000
{'hecke_orbit_code': 13510798915673543, 'n': 1, 'trace_an': 1}
-
id: 132015001
{'hecke_orbit_code': 13510798915673543, 'n': 2, 'trace_an': -2}
-
id: 132015002
{'hecke_orbit_code': 13510798915673543, 'n': 3, 'trace_an': 0}
-
id: 132015003
{'hecke_orbit_code': 13510798915673543, 'n': 4, 'trace_an': 2}
-
id: 132015004
{'hecke_orbit_code': 13510798915673543, 'n': 5, 'trace_an': 3}
-
id: 132015005
{'hecke_orbit_code': 13510798915673543, 'n': 6, 'trace_an': 0}
-
id: 132015006
{'hecke_orbit_code': 13510798915673543, 'n': 7, 'trace_an': -1}
-
id: 132015007
{'hecke_orbit_code': 13510798915673543, 'n': 8, 'trace_an': 0}
-
id: 132015008
{'hecke_orbit_code': 13510798915673543, 'n': 9, 'trace_an': 0}
-
id: 132015009
{'hecke_orbit_code': 13510798915673543, 'n': 10, 'trace_an': -6}
-
id: 132015010
{'hecke_orbit_code': 13510798915673543, 'n': 11, 'trace_an': 0}
-
id: 132015011
{'hecke_orbit_code': 13510798915673543, 'n': 12, 'trace_an': 0}
-
id: 132015012
{'hecke_orbit_code': 13510798915673543, 'n': 13, 'trace_an': 2}
-
id: 132015013
{'hecke_orbit_code': 13510798915673543, 'n': 14, 'trace_an': 2}
-
id: 132015014
{'hecke_orbit_code': 13510798915673543, 'n': 15, 'trace_an': 0}
-
id: 132015015
{'hecke_orbit_code': 13510798915673543, 'n': 16, 'trace_an': -4}
-
id: 132015016
{'hecke_orbit_code': 13510798915673543, 'n': 17, 'trace_an': -3}
-
id: 132015017
{'hecke_orbit_code': 13510798915673543, 'n': 18, 'trace_an': 0}
-
id: 132015018
{'hecke_orbit_code': 13510798915673543, 'n': 19, 'trace_an': -4}
-
id: 132015019
{'hecke_orbit_code': 13510798915673543, 'n': 20, 'trace_an': 6}
-
id: 132015020
{'hecke_orbit_code': 13510798915673543, 'n': 21, 'trace_an': 0}
-
id: 132015021
{'hecke_orbit_code': 13510798915673543, 'n': 22, 'trace_an': 0}
-
id: 132015022
{'hecke_orbit_code': 13510798915673543, 'n': 23, 'trace_an': -2}
-
id: 132015023
{'hecke_orbit_code': 13510798915673543, 'n': 24, 'trace_an': 0}
-
id: 132015024
{'hecke_orbit_code': 13510798915673543, 'n': 25, 'trace_an': 4}
-
id: 132015025
{'hecke_orbit_code': 13510798915673543, 'n': 26, 'trace_an': -4}
-
id: 132015026
{'hecke_orbit_code': 13510798915673543, 'n': 27, 'trace_an': 0}
-
id: 132015027
{'hecke_orbit_code': 13510798915673543, 'n': 28, 'trace_an': -2}
-
id: 132015028
{'hecke_orbit_code': 13510798915673543, 'n': 29, 'trace_an': -8}
-
id: 132015029
{'hecke_orbit_code': 13510798915673543, 'n': 30, 'trace_an': 0}
-
id: 132015030
{'hecke_orbit_code': 13510798915673543, 'n': 31, 'trace_an': 2}
-
id: 132015031
{'hecke_orbit_code': 13510798915673543, 'n': 32, 'trace_an': 8}
-
id: 132015032
{'hecke_orbit_code': 13510798915673543, 'n': 33, 'trace_an': 0}
-
id: 132015033
{'hecke_orbit_code': 13510798915673543, 'n': 34, 'trace_an': 6}
-
id: 132015034
{'hecke_orbit_code': 13510798915673543, 'n': 35, 'trace_an': -3}
-
id: 132015035
{'hecke_orbit_code': 13510798915673543, 'n': 36, 'trace_an': 0}
-
id: 132015036
{'hecke_orbit_code': 13510798915673543, 'n': 37, 'trace_an': 10}
-
id: 132015037
{'hecke_orbit_code': 13510798915673543, 'n': 38, 'trace_an': 8}
-
id: 132015038
{'hecke_orbit_code': 13510798915673543, 'n': 39, 'trace_an': 0}
-
id: 132015039
{'hecke_orbit_code': 13510798915673543, 'n': 40, 'trace_an': 0}
-
id: 132015040
{'hecke_orbit_code': 13510798915673543, 'n': 41, 'trace_an': -2}
-
id: 132015041
{'hecke_orbit_code': 13510798915673543, 'n': 42, 'trace_an': 0}
-
id: 132015042
{'hecke_orbit_code': 13510798915673543, 'n': 43, 'trace_an': 9}
-
id: 132015043
{'hecke_orbit_code': 13510798915673543, 'n': 44, 'trace_an': 0}
-
id: 132015044
{'hecke_orbit_code': 13510798915673543, 'n': 45, 'trace_an': 0}
-
id: 132015045
{'hecke_orbit_code': 13510798915673543, 'n': 46, 'trace_an': 4}
-
id: 132015046
{'hecke_orbit_code': 13510798915673543, 'n': 47, 'trace_an': -9}
-
id: 132015047
{'hecke_orbit_code': 13510798915673543, 'n': 48, 'trace_an': 0}
-
id: 132015048
{'hecke_orbit_code': 13510798915673543, 'n': 49, 'trace_an': 1}
-
id: 132015049
{'hecke_orbit_code': 13510798915673543, 'n': 50, 'trace_an': -8}
-
id: 132015050
{'hecke_orbit_code': 13510798915673543, 'n': 51, 'trace_an': 0}
-
id: 132015051
{'hecke_orbit_code': 13510798915673543, 'n': 52, 'trace_an': 4}
-
id: 132015052
{'hecke_orbit_code': 13510798915673543, 'n': 53, 'trace_an': 8}
-
id: 132015053
{'hecke_orbit_code': 13510798915673543, 'n': 54, 'trace_an': 0}
-
id: 132015054
{'hecke_orbit_code': 13510798915673543, 'n': 55, 'trace_an': 0}
-
id: 132015055
{'hecke_orbit_code': 13510798915673543, 'n': 56, 'trace_an': 0}
-
id: 132015056
{'hecke_orbit_code': 13510798915673543, 'n': 57, 'trace_an': 0}
-
id: 132015057
{'hecke_orbit_code': 13510798915673543, 'n': 58, 'trace_an': 16}
-
id: 132015058
{'hecke_orbit_code': 13510798915673543, 'n': 59, 'trace_an': 3}
-
id: 132015059
{'hecke_orbit_code': 13510798915673543, 'n': 60, 'trace_an': 0}
-
id: 132015060
{'hecke_orbit_code': 13510798915673543, 'n': 61, 'trace_an': -10}
-
id: 132015061
{'hecke_orbit_code': 13510798915673543, 'n': 62, 'trace_an': -4}
-
id: 132015062
{'hecke_orbit_code': 13510798915673543, 'n': 63, 'trace_an': 0}
-
id: 132015063
{'hecke_orbit_code': 13510798915673543, 'n': 64, 'trace_an': -8}
-
id: 132015064
{'hecke_orbit_code': 13510798915673543, 'n': 65, 'trace_an': 6}
-
id: 132015065
{'hecke_orbit_code': 13510798915673543, 'n': 66, 'trace_an': 0}
-
id: 132015066
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