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mf_newforms • Show schema
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{'Nk2': 28800, 'analytic_conductor': 119.08219747258866, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [1152, 2, [127, 901, 641], [1, 1, 2]], 'cm_discs': [], 'conrey_index': 703, 'conrey_indexes': [703], 'dim': 8, 'field_disc': 49787136, 'field_disc_factorization': [[2, 8], [3, 4], [7, 4]], 'field_poly': [16, 0, 12, 0, 5, 0, 3, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [891136, 0, 2144, 0, 1]], [17, [-34236, 348, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45036065077068928, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 3131031158784, 'hecke_ring_index_factorization': [[2, 32], [3, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 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mf_hecke_cc • Show schema
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{'Nk2': 28800, 'analytic_conductor': 119.08219747258866, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [1152, 2, [127, 901, 641], [1, 1, 2]], 'conrey_index': 703, 'cusp_dim': 736, 'dim': 80, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 17], 'hecke_orbit_code': 68803363968, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 8, 8, 16, 16], 'label': '1152.5.b', 'level': 1152, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 800, 'mf_new_dim': 80, 'num_forms': 14, 'prim_orbit_index': 4, 'relative_dim': 80, 'sturm_bound': 960, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 'traces': [80, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -480, 0, 0, 0, 0, 0, 0, 0, -10672, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5856, 0, 0, 0, 0, 0, 0, 0, -33456, 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mf_twists_cc • Show schema
Hide schema
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id: 47160768
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 703, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 45036065077068928, 'source_is_minimal': False, 'source_label': '1152.5.b.k.703.7', 'source_level': 1152, 'target_conrey_index': 703, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 45036065077068928, 'target_is_minimal': False, 'target_label': '1152.5.b.k.703.7', 'target_level': 1152, 'twist_class_label': '384.5.b.c.319.1', 'twist_class_level': 384, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 5}
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id: 47160769
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 703, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 45036065077068928, 'source_is_minimal': False, 'source_label': '1152.5.b.k.703.7', 'source_level': 1152, 'target_conrey_index': 319, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007268058104192, 'target_is_minimal': True, 'target_label': '384.5.b.c.319.1', 'target_level': 384, 'twist_class_label': '384.5.b.c.319.1', 'twist_class_level': 384, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 5}
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id: 47160770
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 703, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 45036065077068928, 'source_is_minimal': False, 'source_label': '1152.5.b.k.703.7', 'source_level': 1152, 'target_conrey_index': 703, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 45036065077068928, 'target_is_minimal': False, 'target_label': '1152.5.b.k.703.8', 'target_level': 1152, 'twist_class_label': '384.5.b.c.319.1', 'twist_class_level': 384, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 5}
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id: 47160771
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 703, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 45036065077068928, 'source_is_minimal': False, 'source_label': '1152.5.b.k.703.7', 'source_level': 1152, 'target_conrey_index': 703, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45036065077068928, 'target_is_minimal': False, 'target_label': '1152.5.b.k.703.2', 'target_level': 1152, 'twist_class_label': '384.5.b.c.319.1', 'twist_class_level': 384, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 5}
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id: 47160772
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 703, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 45036065077068928, 'source_is_minimal': False, 'source_label': '1152.5.b.k.703.7', 'source_level': 1152, 'target_conrey_index': 703, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036065077068928, 'target_is_minimal': False, 'target_label': '1152.5.b.k.703.1', 'target_level': 1152, 'twist_class_label': '384.5.b.c.319.1', 'twist_class_level': 384, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 5}
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id: 47160773
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 703, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 45036065077068928, 'source_is_minimal': False, 'source_label': '1152.5.b.k.703.7', 'source_level': 1152, 'target_conrey_index': 319, 'target_dim': 8, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007268058104192, 'target_is_minimal': True, 'target_label': '384.5.b.c.319.5', 'target_level': 384, 'twist_class_label': '384.5.b.c.319.1', 'twist_class_level': 384, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 5}
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id: 47160774
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 703, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 45036065077068928, 'source_is_minimal': False, 'source_label': '1152.5.b.k.703.7', 'source_level': 1152, 'target_conrey_index': 319, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 9007268058104192, 'target_is_minimal': True, 'target_label': '384.5.b.c.319.8', 'target_level': 384, 'twist_class_label': '384.5.b.c.319.1', 'twist_class_level': 384, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 5}
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id: 47160775
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 703, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 45036065077068928, 'source_is_minimal': False, 'source_label': '1152.5.b.k.703.7', 'source_level': 1152, 'target_conrey_index': 319, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007268058104192, 'target_is_minimal': True, 'target_label': '384.5.b.c.319.4', 'target_level': 384, 'twist_class_label': '384.5.b.c.319.1', 'twist_class_level': 384, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 5}
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id: 47160776
{'conductor': 48, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 703, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 45036065077068928, 'source_is_minimal': False, 'source_label': '1152.5.b.k.703.7', 'source_level': 1152, 'target_conrey_index': 511, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 27022010164970240, 'target_is_minimal': False, 'target_label': '768.5.g.g.511.4', 'target_level': 768, 'twist_class_label': '384.5.b.c.319.1', 'twist_class_level': 384, 'twisting_char_label': '48.5', 'twisting_conrey_index': 5, 'weight': 5}
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id: 47160777
{'conductor': 48, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 703, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 45036065077068928, 'source_is_minimal': False, 'source_label': '1152.5.b.k.703.7', 'source_level': 1152, 'target_conrey_index': 511, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27022010164970240, 'target_is_minimal': False, 'target_label': '768.5.g.g.511.2', 'target_level': 768, 'twist_class_label': '384.5.b.c.319.1', 'twist_class_level': 384, 'twisting_char_label': '48.11', 'twisting_conrey_index': 11, 'weight': 5}
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id: 47160778
{'conductor': 48, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 703, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 45036065077068928, 'source_is_minimal': False, 'source_label': '1152.5.b.k.703.7', 'source_level': 1152, 'target_conrey_index': 511, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007611655488256, 'target_is_minimal': False, 'target_label': '768.5.g.c.511.1', 'target_level': 768, 'twist_class_label': '384.5.b.c.319.1', 'twist_class_level': 384, 'twisting_char_label': '48.29', 'twisting_conrey_index': 29, 'weight': 5}
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id: 47160779
{'conductor': 48, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 703, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 45036065077068928, 'source_is_minimal': False, 'source_label': '1152.5.b.k.703.7', 'source_level': 1152, 'target_conrey_index': 511, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007611655488256, 'target_is_minimal': False, 'target_label': '768.5.g.c.511.3', 'target_level': 768, 'twist_class_label': '384.5.b.c.319.1', 'twist_class_level': 384, 'twisting_char_label': '48.35', 'twisting_conrey_index': 35, 'weight': 5}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1726400
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 45036065077068928, 'p': 2}
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id: 1726401
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 45036065077068928, 'p': 3}
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id: 1726402
{'charpoly_factorization': [[[891136, 0, 2144, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 5}
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id: 1726403
{'charpoly_factorization': [[[186624, 0, 2208, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 7}
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id: 1726404
{'charpoly_factorization': [[[412252416, 0, -45408, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 11}
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id: 1726405
{'charpoly_factorization': [[[107495424, 0, 36864, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 13}
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id: 1726406
{'charpoly_factorization': [[[-34236, 348, 1], 4]], 'hecke_orbit_code': 45036065077068928, 'p': 17}
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id: 1726407
{'charpoly_factorization': [[[19955517696, 0, -491616, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 19}
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id: 1726408
{'charpoly_factorization': [[[36790308864, 0, 825984, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 23}
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id: 1726409
{'charpoly_factorization': [[[247876528384, 0, 1032032, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 29}
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id: 1726410
{'charpoly_factorization': [[[189245880576, 0, 1389216, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 31}
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id: 1726411
{'charpoly_factorization': [[[140607000576, 0, 862848, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 37}
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id: 1726412
{'charpoly_factorization': [[[-5209596, -252, 1], 4]], 'hecke_orbit_code': 45036065077068928, 'p': 41}
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id: 1726413
{'charpoly_factorization': [[[1176686901504, 0, -4797792, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 43}
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id: 1726414
{'charpoly_factorization': [[[54724012314624, 0, 17165952, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 47}
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id: 1726415
{'charpoly_factorization': [[[394886560000, 0, 1263200, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 53}
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id: 1726416
{'charpoly_factorization': [[[-1714608, 0, 1], 4]], 'hecke_orbit_code': 45036065077068928, 'p': 59}
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id: 1726417
{'charpoly_factorization': [[[14729384300544, 0, 23548032, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 61}
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id: 1726418
{'charpoly_factorization': [[[4145361152256, 0, -16458336, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 67}
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id: 1726419
{'charpoly_factorization': [[[424196534145024, 0, 94718592, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 71}
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id: 1726420
{'charpoly_factorization': [[[611332, 2564, 1], 4]], 'hecke_orbit_code': 45036065077068928, 'p': 73}
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id: 1726421
{'charpoly_factorization': [[[3797136795711744, 0, 147736224, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 79}
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id: 1726422
{'charpoly_factorization': [[[470880972843264, 0, -61970016, 0, 1], 2]], 'hecke_orbit_code': 45036065077068928, 'p': 83}
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id: 1726423
{'charpoly_factorization': [[[9182916, -7908, 1], 4]], 'hecke_orbit_code': 45036065077068928, 'p': 89}
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id: 1726424
{'charpoly_factorization': [[[25471300, 11300, 1], 4]], 'hecke_orbit_code': 45036065077068928, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 11, 'label': '1152.5.b.k', 'level': 1152, 'portrait': 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', 'weight': 5}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 214734000
{'hecke_orbit_code': 45036065077068928, 'n': 1, 'trace_an': 8}
-
id: 214734001
{'hecke_orbit_code': 45036065077068928, 'n': 2, 'trace_an': 0}
-
id: 214734002
{'hecke_orbit_code': 45036065077068928, 'n': 3, 'trace_an': 0}
-
id: 214734003
{'hecke_orbit_code': 45036065077068928, 'n': 4, 'trace_an': 0}
-
id: 214734004
{'hecke_orbit_code': 45036065077068928, 'n': 5, 'trace_an': 0}
-
id: 214734005
{'hecke_orbit_code': 45036065077068928, 'n': 6, 'trace_an': 0}
-
id: 214734006
{'hecke_orbit_code': 45036065077068928, 'n': 7, 'trace_an': 0}
-
id: 214734007
{'hecke_orbit_code': 45036065077068928, 'n': 8, 'trace_an': 0}
-
id: 214734008
{'hecke_orbit_code': 45036065077068928, 'n': 9, 'trace_an': 0}
-
id: 214734009
{'hecke_orbit_code': 45036065077068928, 'n': 10, 'trace_an': 0}
-
id: 214734010
{'hecke_orbit_code': 45036065077068928, 'n': 11, 'trace_an': 0}
-
id: 214734011
{'hecke_orbit_code': 45036065077068928, 'n': 12, 'trace_an': 0}
-
id: 214734012
{'hecke_orbit_code': 45036065077068928, 'n': 13, 'trace_an': 0}
-
id: 214734013
{'hecke_orbit_code': 45036065077068928, 'n': 14, 'trace_an': 0}
-
id: 214734014
{'hecke_orbit_code': 45036065077068928, 'n': 15, 'trace_an': 0}
-
id: 214734015
{'hecke_orbit_code': 45036065077068928, 'n': 16, 'trace_an': 0}
-
id: 214734016
{'hecke_orbit_code': 45036065077068928, 'n': 17, 'trace_an': -1392}
-
id: 214734017
{'hecke_orbit_code': 45036065077068928, 'n': 18, 'trace_an': 0}
-
id: 214734018
{'hecke_orbit_code': 45036065077068928, 'n': 19, 'trace_an': 0}
-
id: 214734019
{'hecke_orbit_code': 45036065077068928, 'n': 20, 'trace_an': 0}
-
id: 214734020
{'hecke_orbit_code': 45036065077068928, 'n': 21, 'trace_an': 0}
-
id: 214734021
{'hecke_orbit_code': 45036065077068928, 'n': 22, 'trace_an': 0}
-
id: 214734022
{'hecke_orbit_code': 45036065077068928, 'n': 23, 'trace_an': 0}
-
id: 214734023
{'hecke_orbit_code': 45036065077068928, 'n': 24, 'trace_an': 0}
-
id: 214734024
{'hecke_orbit_code': 45036065077068928, 'n': 25, 'trace_an': -3576}
-
id: 214734025
{'hecke_orbit_code': 45036065077068928, 'n': 26, 'trace_an': 0}
-
id: 214734026
{'hecke_orbit_code': 45036065077068928, 'n': 27, 'trace_an': 0}
-
id: 214734027
{'hecke_orbit_code': 45036065077068928, 'n': 28, 'trace_an': 0}
-
id: 214734028
{'hecke_orbit_code': 45036065077068928, 'n': 29, 'trace_an': 0}
-
id: 214734029
{'hecke_orbit_code': 45036065077068928, 'n': 30, 'trace_an': 0}
-
id: 214734030
{'hecke_orbit_code': 45036065077068928, 'n': 31, 'trace_an': 0}
-
id: 214734031
{'hecke_orbit_code': 45036065077068928, 'n': 32, 'trace_an': 0}
-
id: 214734032
{'hecke_orbit_code': 45036065077068928, 'n': 33, 'trace_an': 0}
-
id: 214734033
{'hecke_orbit_code': 45036065077068928, 'n': 34, 'trace_an': 0}
-
id: 214734034
{'hecke_orbit_code': 45036065077068928, 'n': 35, 'trace_an': 0}
-
id: 214734035
{'hecke_orbit_code': 45036065077068928, 'n': 36, 'trace_an': 0}
-
id: 214734036
{'hecke_orbit_code': 45036065077068928, 'n': 37, 'trace_an': 0}
-
id: 214734037
{'hecke_orbit_code': 45036065077068928, 'n': 38, 'trace_an': 0}
-
id: 214734038
{'hecke_orbit_code': 45036065077068928, 'n': 39, 'trace_an': 0}
-
id: 214734039
{'hecke_orbit_code': 45036065077068928, 'n': 40, 'trace_an': 0}
-
id: 214734040
{'hecke_orbit_code': 45036065077068928, 'n': 41, 'trace_an': 1008}
-
id: 214734041
{'hecke_orbit_code': 45036065077068928, 'n': 42, 'trace_an': 0}
-
id: 214734042
{'hecke_orbit_code': 45036065077068928, 'n': 43, 'trace_an': 0}
-
id: 214734043
{'hecke_orbit_code': 45036065077068928, 'n': 44, 'trace_an': 0}
-
id: 214734044
{'hecke_orbit_code': 45036065077068928, 'n': 45, 'trace_an': 0}
-
id: 214734045
{'hecke_orbit_code': 45036065077068928, 'n': 46, 'trace_an': 0}
-
id: 214734046
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