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mf_newforms • Show schema
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{'Nk2': 2704, 'analytic_conductor': 9.971322790970163, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[13, 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': [169, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -1, 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, 5, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998203961513, 'hecke_ring_generator_nbound': 2, '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': '169.4.a.f', 'level': 169, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.4.c.b', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2-\\beta )q^{2}+(1+3\\beta )q^{3}+5\\beta q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '169.4.a', 'trace_display': [-5, 5, -15, 15], 'trace_hash': 2040254217928352899, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.064', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.900', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.294', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.133', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.604', 'prec': 17}, {'__RealLiteral__': 0, 'data': '60.821', 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [-2, -1], [1, 3], [0, 5], [-10, 5], [-14, -10], [7, 1], [-4, -7], [10, 15], [0, -5], [1, 15], [60, 20], [0, 0], [-18, -10], [50, -10], [36, -15], [43, -16], [-80, -55], [-73, 5], [100, -25], [19, 25], [-62, -46], [89, -33], [-88, -40], [75, -75], [0, 0], [163, 9], [20, 40], [-13, 60], [-60, -20], [-120, 100], [20, 65], [181, 63], [-22, 5], [-50, 30], [300, 125], [-73, -44], [126, 58], [0, 0], [-100, 15], [259, 20], [-138, -94], [179, 97], [300, 80], [200, -25], [-46, 10], [100, -140], [-144, 48], [-290, 15], [150, 150], [-149, 65], [0, 0], [190, 165], [-362, -190], [290, -70], [-56, -60], [-13, -199], [-214, -167], [-377, -55], [-200, 200], [351, -200], [-160, -180], [130, 130], [-588, -95], [0, 0], [-614, -370], [-283, 91], [-320, 135], [-307, 135], [-20, -40], [11, 105], [-460, -235], [250, 85], [322, 205], [-825, -75], [100, -340], [67, 121], [0, 0], [140, -40], [-660, 255], [1, 120], [-598, -319], [180, -100], [500, 220], [-750, 295], [-746, -470], [707, 201], [-424, -172], [523, -125], [-300, -125], [0, 0], [-660, 280], [1080, 40], [360, 320], [830, -390], [800, 320], [27, -469], [520, 245], [910, 390], [-1500, 0]], 'ap': [[-2, -1], [1, 3], [-10, 5], [7, 1], [1, 15], [0, 0], [43, -16], [-73, 5], [89, -33], [-13, 60], [-120, 100], [-73, -44], [259, 20], [179, 97], [100, -140], [190, 165], [-377, -55], [351, -200], [-283, 91], [11, 105], [250, 85], [140, -40], [180, -100], [523, -125], [27, -469], [151, 320], [-1080, -320], [-367, -601], [-230, -260], [659, -388], [1853, -481], [820, -840], [663, -16], [-297, 245], [-1913, 40], [960, -540], [254, 417], [-781, -1103], [993, -1721], [1771, 223], [473, -445], [-970, 105], [2159, -335], [-1421, 352], [-1313, 1731], [-2157, 1325], [-111, -945], [-1111, -33], [1823, -1051], [330, 1700], [-4162, -276], [5576, -300], [-989, 2680], [5691, 45], [-1493, 116], [-3831, 1587], [-2553, -45], [3921, 695], [-5093, -804], [-7990, 725], [2601, 303], [3359, -3148], [-300, 2120], [5080, 1120], [-3450, -1980], [-630, -2355], [3299, -2815], [2690, -1295], [-4717, 349], [1323, 815], [3511, -3552], [5304, -1200], [-807, -3081], [-2069, 5088], [193, 5355], [-4729, 1653], [3890, -3135], [6287, -3189], [1139, -280], [5163, -1020], [11373, 395], [8862, 625], [-10251, 2455], [-2021, -2488], [7677, 975], [-11260, 2100], [-337, 4295], [3143, -7016], [5299, -5860], [14120, -1080], [-6920, 5220], [-3867, -2225], [7763, -1111], [-59, 1175], [-3220, 6500], [3951, -1027], [9287, 4540], [6738, -6575], [-6299, 5243], [-3110, 7785], [5860, -6020], [-15133, -3004], [12631, 3513], [-1253, -3645], [5620, -2880], [-3214, -4047], [11853, -5001], [6522, 81], [6380, -1600], [14291, -3080], [11363, -3351], [18799, 1492], [14607, 2876], [14420, -2840], [4619, -9175], [-16029, 4840], [-20949, 3973], [9997, 2011], [-2229, 3743], [14027, 5585], [16479, -6000], [-1081, 8612], [19210, 4580], [20711, -5967], [-12519, -8305], [-14150, 8220], [-6413, 1720], [-8753, -1575], [8920, -5860], [6890, -17855], [20157, -2225], [19709, -8193], [-3671, -3645], [3747, -5649], [-249, 5415], [-16833, 3255], [-1361, 13907], [-15053, 941], [-53, 7471], [-10573, 8660], [13968, -1700], [-33641, 2795], [-4621, 7197], [-9236, -13728], [5843, 7220], [-14293, -4055], [4590, -5755], [-18630, 8065], [-4820, 4480], [16192, 11516], [38583, -3176], [11691, 8140], [-11140, 15140], [46117, -2349], [-3143, -13149], [25760, 3420], [-11737, 13765], [-24973, 160], [-21350, 3605], [10390, 1760], [1033, 2499], [-1261, -8693], [-2160, 10040], [25699, -10135], [-7113, 15716], [-26640, 8500], [3069, 3695], [-7393, 1496]], 'char_orbit_index': 1, 'field_poly': [-4, -1, 1], 'hecke_orbit_code': 22517998203961513, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '169.4.a.f', 'level': 169, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'AL_dims': [[[[13, -1]], 15, 5], [[[13, 1]], 18, 7]], 'ALdims': [18, 15], 'Nk2': 2704, 'analytic_conductor': 9.971322790970163, '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': [169, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 39, 'dim': 33, 'eis_dim': 14, 'eis_new_dim': 11, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67109033, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 9, 9], 'label': '169.4.a', 'level': 169, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 53, 'mf_new_dim': 44, 'num_forms': 12, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 33, 'sturm_bound': 60, 'trace_bound': 3, 'trace_display': [4, 2, 10, 22], 'traces': [33, 4, 2, 110, 10, -12, 22, 48, 159, -78, -54, 150, 0, -186, -16, 274, -98, 220, 210, 100, 212, -136, -144, -588, 581, 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mf_twists_nf • Show schema
Hide schema
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id: 141357
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '169.4.a.f', 'source_level': 169, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '13.4.c.b', 'target_level': 13, 'twist_class_label': '13.4.c.b', 'twist_class_level': 13, 'twisting_char_label': '13.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 141358
{'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '169.4.a.f', 'source_level': 169, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '117.4.g.d', 'target_level': 117, 'twist_class_label': '13.4.c.b', 'twist_class_level': 13, 'twisting_char_label': '39.i', 'twisting_char_orbit': 9, 'weight': 4}
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id: 141359
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '169.4.a.f', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '169.4.a.f', 'target_level': 169, 'twist_class_label': '13.4.c.b', 'twist_class_level': 13, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 141360
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '169.4.a.f', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '169.4.a.j', 'target_level': 169, 'twist_class_label': '13.4.c.b', 'twist_class_level': 13, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 141361
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '169.4.a.f', 'source_level': 169, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '169.4.b.e', 'target_level': 169, 'twist_class_label': '13.4.c.b', 'twist_class_level': 13, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 141362
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '169.4.a.f', 'source_level': 169, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '169.4.c.f', 'target_level': 169, 'twist_class_label': '13.4.c.b', 'twist_class_level': 13, 'twisting_char_label': '13.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 141363
{'conductor': 13, 'degree': 4, 'multiplicity': 4, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '169.4.a.f', 'source_level': 169, 'target_char_orbit': 5, 'target_dim': 8, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '169.4.e.g', 'target_level': 169, 'twist_class_label': '13.4.c.b', 'twist_class_level': 13, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 141364
{'conductor': 52, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '169.4.a.f', 'source_level': 169, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '208.4.i.e', 'target_level': 208, 'twist_class_label': '13.4.c.b', 'twist_class_level': 13, 'twisting_char_label': '52.j', 'twisting_char_orbit': 10, 'weight': 4}
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id: 141365
{'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '169.4.a.f', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1521.4.a.l', 'target_level': 1521, 'twist_class_label': '13.4.c.b', 'twist_class_level': 13, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 141366
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '169.4.a.f', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '1521.4.a.t', 'target_level': 1521, 'twist_class_label': '13.4.c.b', 'twist_class_level': 13, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 435975
{'charpoly_factorization': [[[2, 5, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 2}
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id: 435976
{'charpoly_factorization': [[[-32, -5, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 3}
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id: 435977
{'charpoly_factorization': [[[-50, 15, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 5}
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id: 435978
{'charpoly_factorization': [[[52, -15, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 7}
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id: 435979
{'charpoly_factorization': [[[-884, -17, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 11}
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id: 435980
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22517998203961513, 'p': 13}
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id: 435981
{'charpoly_factorization': [[[137, -70, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 17}
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id: 435982
{'charpoly_factorization': [[[4864, 141, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 19}
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id: 435983
{'charpoly_factorization': [[[628, -145, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 23}
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id: 435984
{'charpoly_factorization': [[[-15011, -34, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 29}
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id: 435985
{'charpoly_factorization': [[[-37600, 140, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 31}
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id: 435986
{'charpoly_factorization': [[[797, 190, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 37}
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id: 435987
{'charpoly_factorization': [[[70661, -538, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 41}
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id: 435988
{'charpoly_factorization': [[[11768, -455, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 43}
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id: 435989
{'charpoly_factorization': [[[-82400, -60, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 47}
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id: 435990
{'charpoly_factorization': [[[-41450, -545, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 53}
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id: 435991
{'charpoly_factorization': [[[150764, 809, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 59}
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id: 435992
{'charpoly_factorization': [[[-106999, -502, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 61}
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id: 435993
{'charpoly_factorization': [[[21212, 475, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 67}
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id: 435994
{'charpoly_factorization': [[[-42824, -127, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 71}
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id: 435995
{'charpoly_factorization': [[[54850, -585, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 73}
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id: 435996
{'charpoly_factorization': [[[7600, -240, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 79}
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id: 435997
{'charpoly_factorization': [[[-25600, -260, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 83}
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id: 435998
{'charpoly_factorization': [[[145654, -921, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 89}
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id: 435999
{'charpoly_factorization': [[[-891778, 415, 1], 1]], 'hecke_orbit_code': 22517998203961513, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '169.4.a.f', 'level': 169, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 168293000
{'hecke_orbit_code': 22517998203961513, 'n': 1, 'trace_an': 2}
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id: 168293001
{'hecke_orbit_code': 22517998203961513, 'n': 2, 'trace_an': -5}
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id: 168293002
{'hecke_orbit_code': 22517998203961513, 'n': 3, 'trace_an': 5}
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id: 168293003
{'hecke_orbit_code': 22517998203961513, 'n': 4, 'trace_an': 5}
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id: 168293004
{'hecke_orbit_code': 22517998203961513, 'n': 5, 'trace_an': -15}
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id: 168293005
{'hecke_orbit_code': 22517998203961513, 'n': 6, 'trace_an': -38}
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id: 168293006
{'hecke_orbit_code': 22517998203961513, 'n': 7, 'trace_an': 15}
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id: 168293007
{'hecke_orbit_code': 22517998203961513, 'n': 8, 'trace_an': -15}
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id: 168293008
{'hecke_orbit_code': 22517998203961513, 'n': 9, 'trace_an': 35}
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id: 168293009
{'hecke_orbit_code': 22517998203961513, 'n': 10, 'trace_an': -5}
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id: 168293010
{'hecke_orbit_code': 22517998203961513, 'n': 11, 'trace_an': 17}
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id: 168293011
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id: 168293991
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id: 168293992
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id: 168293997
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id: 168293998
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id: 168293999
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