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mf_newforms • Show schema
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{'Nk2': 1600, 'analytic_conductor': 5.900191000574061, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 20, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [100, 4, [51, 77], [2, 1]], 'cm_discs': [-20], 'conrey_index': 7, 'conrey_indexes': [7, 43], 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [98, 14, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007474199756900, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 20, 4, -1, 2, -20], [1, 1, 5, 3, -1, 4, 0], [1, 1, 20, 5, 1, 4, 0]], 'is_cm': True, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [2, -2], [-7, -7], [0, -8], [0, 0], [-28, 0], [9, -9], [-16, -16], [0, 71], [0, 0], [0, 0], [-56, 56], [0, 0], [0, -36], [0, 0], [-64, 0], [0, 0], [142, 142], [0, 0], [0, 0], [-126, 0], [0, 0], [-67, -67], [0, 224], [0, 0], [0, 0], [308, -308], [-72, -72], [0, -306], [0, 0], [0, 0], [-128, 128], [0, 0], [0, 0], [0, 0], [568, 0], [0, 0], [0, 0], [0, 0], [0, 0], [252, 0], [-252, 252], [-297, -297], [0, 0], [0, 0], [-268, 0], [-301, 301], [448, 448], [0, 181], [0, 0], [0, 0], [0, 0], [0, 0], [0, -1232], [0, 0], [-288, 0], [0, 0], [-612, -612], [0, 0], [0, 0], [952, 0], [0, 0], [639, 639], [0, 512], [0, 0], [0, 0], [549, -549], [0, 0], [0, 938], [0, 0], [0, 0], [1136, -1136], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-2395, 0], [504, -504], [-77, -77], [0, 1008], [0, 0], [-1188, 0], [-2142, 2142], [0, 0], [0, -1386], [0, 0], [0, 0], [-536, 536], [0, 0], [0, 1204], [0, 0], [1792, 0], [0, 0], [362, 362], [0, 0], [0, 0]], 'ap': [[2, -2], [-7, -7], [0, 0], [9, -9], [0, 0], [0, 0], [0, 0], [0, 0], [-67, -67], [0, -306], [0, 0], [0, 0], [252, 0], [-297, -297], [-301, 301], [0, 0], [0, 0], [952, 0], [549, -549], [0, 0], [0, 0], [0, 0], [-77, -77], [0, -1386], [0, 0], [-378, 0], [1323, 1323], [-221, 221], [0, -1136], [0, 0], [1089, -1089], [0, 0], [0, 0], [0, 0], [0, -3096], [0, 0], [0, 0], [2943, 2943], [1309, -1309], [0, 0], [0, 0], [-1078, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [4473, 4473], [-4081, 4081], [0, 6874], [0, 0], [0, 0], [-1708, 0], [0, 0], [0, 0], [-6017, -6017], [0, 5544], [0, 0], [0, 0], [-8388, 0], [693, 693], [0, 0], [2709, -2709], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-7871, 7871], [0, -9646], [0, 0], [0, 0], [9639, -9639], [0, 0], [0, 0], [8113, 8113], [0, 14184], [0, 0], [15822, 0], [0, 4844], [0, 0], [9592, 0], [0, 0], [0, 0], [0, 0], [-10237, -10237], [0, -1836], [0, 0], [16002, 0], [11043, 11043], [7889, -7889], [0, 0], [-81, 81], [0, 0], [0, 0], [12803, 12803], [0, -8946], [8442, 0], [-14427, -14427], [6802, 0], [-17721, 17721], [0, 0], [-1687, -1687], [0, -14796], [0, 0], [0, 0], [-11641, 11641], [0, 0], [0, 0], [28532, 0], [-11781, 11781], [0, 0], [0, 0], [0, 0], [0, 0], [-21348, 0], [-21987, -21987], [20839, -20839], [0, 0], [0, 0], [-30688, 0], [0, 0], [0, 0], [-3937, -3937], [0, 0], [-9648, 0], [0, -506], [0, 0], [6489, -6489], [0, 0], [0, 0], [28633, 28633], [0, 0], [0, 0], [-21798, 0], [0, 29554], [0, 0], [-24381, 24381], [0, 0], [0, -26406], [0, 0], [7632, 0], [-22347, -22347], [32729, -32729], [0, 36344], [0, 0], [0, 0], [0, 0], [0, 0], [31693, 31693], [0, 0], [-29988, 0], [-15327, -15327], [2849, -2849], [8109, -8109], [0, 0], [0, 0], [0, -53676], [0, 0], [-44478, 0], [-36851, 36851], [0, 0], [23859, -23859], [0, 0], [0, 0], [36743, 36743], [0, 0], [0, 0]], 'char_orbit_index': 5, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 9007474199756900, 'hecke_ring_character_values': [[51, [-1, 0]], [77, [0, 1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '100.4.e.c', 'level': 100, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'Nk2': 1600, 'analytic_conductor': 5.900191000574061, 'char_conductor': 20, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [100, 4, [51, 77], [2, 1]], 'conrey_index': 7, 'cusp_dim': 78, 'dim': 50, 'eis_dim': 24, 'eis_new_dim': 8, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 274945015908, 'hecke_orbit_dims': [2, 2, 2, 8, 12, 24], 'label': '100.4.e', 'level': 100, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 102, 'mf_new_dim': 58, 'num_forms': 6, 'prim_orbit_index': 5, 'relative_dim': 25, 'sturm_bound': 60, 'trace_bound': 3, 'trace_display': [2, 0, 0, 0], 'traces': [50, 2, 0, 0, 0, -28, 0, 44, 0, 0, 0, 80, -42, 0, 0, -380, 134, -306, 0, 0, 264, -360, 0, 0, 0, 908, 0, 880, 0, 0, 0, 632, -80, 0, 0, -1028, -326, -1600, 0, 0, -600, -1160, 0, 0, 0, 632, 0, 2720, 0, 0, 0, 1524, 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mf_twists_nf • Show schema
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id: 89416
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '100.4.e.c', 'source_level': 100, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '100.4.e.b', 'target_level': 100, 'twist_class_label': '100.4.e.b', 'twist_class_level': 100, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 89417
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '100.4.e.c', 'source_level': 100, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '100.4.e.b', 'target_level': 100, 'twist_class_label': '100.4.e.b', 'twist_class_level': 100, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 89418
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '100.4.e.c', 'source_level': 100, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '100.4.e.b', 'target_level': 100, 'twist_class_label': '100.4.e.b', 'twist_class_level': 100, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 89419
{'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '100.4.e.c', 'source_level': 100, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '100.4.e.b', 'target_level': 100, 'twist_class_label': '100.4.e.b', 'twist_class_level': 100, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 89420
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '100.4.e.c', 'source_level': 100, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '100.4.e.c', 'target_level': 100, 'twist_class_label': '100.4.e.b', 'twist_class_level': 100, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 89421
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '100.4.e.c', 'source_level': 100, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '100.4.e.c', 'target_level': 100, 'twist_class_label': '100.4.e.b', 'twist_class_level': 100, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 89422
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -20, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '100.4.e.c', 'source_level': 100, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '100.4.e.c', 'target_level': 100, 'twist_class_label': '100.4.e.b', 'twist_class_level': 100, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 89423
{'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '100.4.e.c', 'source_level': 100, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '100.4.e.c', 'target_level': 100, 'twist_class_label': '100.4.e.b', 'twist_class_level': 100, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 299325
{'charpoly_factorization': [[[8, -4, 1], 1]], 'hecke_orbit_code': 9007474199756900, 'p': 2}
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id: 299326
{'charpoly_factorization': [[[98, 14, 1], 1]], 'hecke_orbit_code': 9007474199756900, 'p': 3}
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id: 299327
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 5}
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id: 299328
{'charpoly_factorization': [[[162, -18, 1], 1]], 'hecke_orbit_code': 9007474199756900, 'p': 7}
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id: 299329
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 11}
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id: 299330
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 13}
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id: 299331
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 17}
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id: 299332
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 19}
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id: 299333
{'charpoly_factorization': [[[8978, 134, 1], 1]], 'hecke_orbit_code': 9007474199756900, 'p': 23}
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id: 299334
{'charpoly_factorization': [[[93636, 0, 1], 1]], 'hecke_orbit_code': 9007474199756900, 'p': 29}
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id: 299335
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 31}
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id: 299336
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 37}
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id: 299337
{'charpoly_factorization': [[[-252, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 41}
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id: 299338
{'charpoly_factorization': [[[176418, 594, 1], 1]], 'hecke_orbit_code': 9007474199756900, 'p': 43}
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id: 299339
{'charpoly_factorization': [[[181202, 602, 1], 1]], 'hecke_orbit_code': 9007474199756900, 'p': 47}
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id: 299340
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 53}
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id: 299341
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 59}
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id: 299342
{'charpoly_factorization': [[[-952, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 61}
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id: 299343
{'charpoly_factorization': [[[602802, -1098, 1], 1]], 'hecke_orbit_code': 9007474199756900, 'p': 67}
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id: 299344
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 71}
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id: 299345
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 73}
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id: 299346
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 79}
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id: 299347
{'charpoly_factorization': [[[11858, 154, 1], 1]], 'hecke_orbit_code': 9007474199756900, 'p': 83}
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id: 299348
{'charpoly_factorization': [[[1920996, 0, 1], 1]], 'hecke_orbit_code': 9007474199756900, 'p': 89}
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id: 299349
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007474199756900, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 5, 'hecke_orbit': 3, 'label': '100.4.e.c', 'level': 100, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 118471000
{'hecke_orbit_code': 9007474199756900, 'n': 1, 'trace_an': 2}
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id: 118471001
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id: 118471982
{'hecke_orbit_code': 9007474199756900, 'n': 983, 'trace_an': 73486}
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id: 118471983
{'hecke_orbit_code': 9007474199756900, 'n': 984, 'trace_an': 0}
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id: 118471984
{'hecke_orbit_code': 9007474199756900, 'n': 985, 'trace_an': 0}
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id: 118471985
{'hecke_orbit_code': 9007474199756900, 'n': 986, 'trace_an': 0}
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id: 118471986
{'hecke_orbit_code': 9007474199756900, 'n': 987, 'trace_an': 75852}
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id: 118471987
{'hecke_orbit_code': 9007474199756900, 'n': 988, 'trace_an': 0}
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id: 118471988
{'hecke_orbit_code': 9007474199756900, 'n': 989, 'trace_an': 0}
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id: 118471989
{'hecke_orbit_code': 9007474199756900, 'n': 990, 'trace_an': 0}
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id: 118471990
{'hecke_orbit_code': 9007474199756900, 'n': 991, 'trace_an': 0}
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id: 118471991
{'hecke_orbit_code': 9007474199756900, 'n': 992, 'trace_an': 0}
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id: 118471992
{'hecke_orbit_code': 9007474199756900, 'n': 993, 'trace_an': 0}
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id: 118471993
{'hecke_orbit_code': 9007474199756900, 'n': 994, 'trace_an': 0}
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id: 118471994
{'hecke_orbit_code': 9007474199756900, 'n': 995, 'trace_an': 0}
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id: 118471995
{'hecke_orbit_code': 9007474199756900, 'n': 996, 'trace_an': 17248}
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id: 118471996
{'hecke_orbit_code': 9007474199756900, 'n': 997, 'trace_an': 0}
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id: 118471997
{'hecke_orbit_code': 9007474199756900, 'n': 998, 'trace_an': 0}
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id: 118471998
{'hecke_orbit_code': 9007474199756900, 'n': 999, 'trace_an': 0}
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id: 118471999
{'hecke_orbit_code': 9007474199756900, 'n': 1000, 'trace_an': 0}