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{'Nk2': 5400, 'analytic_conductor': 27.81193515284915, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [54, 1, [29], [1]], 'cm_discs': [], 'conrey_index': 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': [[5, [-1176, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799049883702, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '54.10.a.d', 'level': 54, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '54.10.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{4}q^{2}+2^{8}q^{4}+1176q^{5}-11473q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '54.10.a', 'trace_display': [16, 0, 1176, -11473], 'trace_hash': 312428103847208693, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.036', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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mf_twists_cc • Show schema
Hide schema
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id: 42983313
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799049883702, 'source_is_minimal': True, 'source_label': '54.10.a.d.1.1', 'source_level': 54, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799049883702, 'target_is_minimal': True, 'target_label': '54.10.a.d.1.1', 'target_level': 54, 'twist_class_label': '54.10.a.a.1.1', 'twist_class_level': 54, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
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id: 42983314
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799049883702, 'source_is_minimal': True, 'source_label': '54.10.a.d.1.1', 'source_level': 54, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772214, 'target_is_minimal': True, 'target_label': '54.10.a.a.1.1', 'target_level': 54, 'twist_class_label': '54.10.a.a.1.1', 'twist_class_level': 54, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
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id: 42983315
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799049883702, 'source_is_minimal': True, 'source_label': '54.10.a.d.1.1', 'source_level': 54, 'target_conrey_index': 109, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532534253060258, 'target_is_minimal': False, 'target_label': '162.10.c.j.109.1', 'target_level': 162, 'twist_class_label': '54.10.a.a.1.1', 'twist_class_level': 54, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 10}
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id: 42983316
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799049883702, 'source_is_minimal': True, 'source_label': '54.10.a.d.1.1', 'source_level': 54, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137606725794, 'target_is_minimal': False, 'target_label': '162.10.c.a.55.1', 'target_level': 162, 'twist_class_label': '54.10.a.a.1.1', 'twist_class_level': 54, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 10}
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id: 42983317
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799049883702, 'source_is_minimal': True, 'source_label': '54.10.a.d.1.1', 'source_level': 54, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532534253060258, 'target_is_minimal': False, 'target_label': '162.10.c.j.55.1', 'target_level': 162, 'twist_class_label': '54.10.a.a.1.1', 'twist_class_level': 54, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 10}
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id: 42983318
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799049883702, 'source_is_minimal': True, 'source_label': '54.10.a.d.1.1', 'source_level': 54, 'target_conrey_index': 109, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137606725794, 'target_is_minimal': False, 'target_label': '162.10.c.a.109.1', 'target_level': 162, 'twist_class_label': '54.10.a.a.1.1', 'twist_class_level': 54, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 181400
{'charpoly_factorization': [[[-16, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 2}
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id: 181401
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 3}
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id: 181402
{'charpoly_factorization': [[[-1176, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 5}
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id: 181403
{'charpoly_factorization': [[[11473, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 7}
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id: 181404
{'charpoly_factorization': [[[58488, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 11}
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id: 181405
{'charpoly_factorization': [[[106171, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 13}
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id: 181406
{'charpoly_factorization': [[[-593352, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 17}
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id: 181407
{'charpoly_factorization': [[[210967, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 19}
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id: 181408
{'charpoly_factorization': [[[2087832, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 23}
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id: 181409
{'charpoly_factorization': [[[2399424, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 29}
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id: 181410
{'charpoly_factorization': [[[1188772, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 31}
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id: 181411
{'charpoly_factorization': [[[-11578187, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 37}
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id: 181412
{'charpoly_factorization': [[[23941632, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 41}
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id: 181413
{'charpoly_factorization': [[[10659832, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 43}
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id: 181414
{'charpoly_factorization': [[[34054008, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 47}
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id: 181415
{'charpoly_factorization': [[[-42741072, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 53}
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id: 181416
{'charpoly_factorization': [[[74207928, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 59}
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id: 181417
{'charpoly_factorization': [[[-81024095, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 61}
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id: 181418
{'charpoly_factorization': [[[19650859, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 67}
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id: 181419
{'charpoly_factorization': [[[-184185360, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 71}
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id: 181420
{'charpoly_factorization': [[[257037703, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 73}
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id: 181421
{'charpoly_factorization': [[[-651592289, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 79}
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id: 181422
{'charpoly_factorization': [[[-17638608, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 83}
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id: 181423
{'charpoly_factorization': [[[-516254760, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 89}
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id: 181424
{'charpoly_factorization': [[[434232691, 1], 1]], 'hecke_orbit_code': 13510799049883702, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '54.10.a.d', 'level': 54, 'portrait': 'data:image/png;base64,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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 35453305
{'hecke_orbit_code': 13510799049883702, 'n': 1, 'trace_an': 1}
-
id: 35453306
{'hecke_orbit_code': 13510799049883702, 'n': 2, 'trace_an': 16}
-
id: 35453307
{'hecke_orbit_code': 13510799049883702, 'n': 3, 'trace_an': 0}
-
id: 35453308
{'hecke_orbit_code': 13510799049883702, 'n': 4, 'trace_an': 256}
-
id: 35453309
{'hecke_orbit_code': 13510799049883702, 'n': 5, 'trace_an': 1176}
-
id: 35453310
{'hecke_orbit_code': 13510799049883702, 'n': 6, 'trace_an': 0}
-
id: 35453311
{'hecke_orbit_code': 13510799049883702, 'n': 7, 'trace_an': -11473}
-
id: 35453312
{'hecke_orbit_code': 13510799049883702, 'n': 8, 'trace_an': 4096}
-
id: 35453313
{'hecke_orbit_code': 13510799049883702, 'n': 9, 'trace_an': 0}
-
id: 35453314
{'hecke_orbit_code': 13510799049883702, 'n': 10, 'trace_an': 18816}
-
id: 35453315
{'hecke_orbit_code': 13510799049883702, 'n': 11, 'trace_an': -58488}
-
id: 35453316
{'hecke_orbit_code': 13510799049883702, 'n': 12, 'trace_an': 0}
-
id: 35453317
{'hecke_orbit_code': 13510799049883702, 'n': 13, 'trace_an': -106171}
-
id: 35453318
{'hecke_orbit_code': 13510799049883702, 'n': 14, 'trace_an': -183568}
-
id: 35453319
{'hecke_orbit_code': 13510799049883702, 'n': 15, 'trace_an': 0}
-
id: 35453320
{'hecke_orbit_code': 13510799049883702, 'n': 16, 'trace_an': 65536}
-
id: 35453321
{'hecke_orbit_code': 13510799049883702, 'n': 17, 'trace_an': 593352}
-
id: 35453322
{'hecke_orbit_code': 13510799049883702, 'n': 18, 'trace_an': 0}
-
id: 35453323
{'hecke_orbit_code': 13510799049883702, 'n': 19, 'trace_an': -210967}
-
id: 35453324
{'hecke_orbit_code': 13510799049883702, 'n': 20, 'trace_an': 301056}
-
id: 35453325
{'hecke_orbit_code': 13510799049883702, 'n': 21, 'trace_an': 0}
-
id: 35453326
{'hecke_orbit_code': 13510799049883702, 'n': 22, 'trace_an': -935808}
-
id: 35453327
{'hecke_orbit_code': 13510799049883702, 'n': 23, 'trace_an': -2087832}
-
id: 35453328
{'hecke_orbit_code': 13510799049883702, 'n': 24, 'trace_an': 0}
-
id: 35453329
{'hecke_orbit_code': 13510799049883702, 'n': 25, 'trace_an': -570149}
-
id: 35453330
{'hecke_orbit_code': 13510799049883702, 'n': 26, 'trace_an': -1698736}
-
id: 35453331
{'hecke_orbit_code': 13510799049883702, 'n': 27, 'trace_an': 0}
-
id: 35453332
{'hecke_orbit_code': 13510799049883702, 'n': 28, 'trace_an': -2937088}
-
id: 35453333
{'hecke_orbit_code': 13510799049883702, 'n': 29, 'trace_an': -2399424}
-
id: 35453334
{'hecke_orbit_code': 13510799049883702, 'n': 30, 'trace_an': 0}
-
id: 35453335
{'hecke_orbit_code': 13510799049883702, 'n': 31, 'trace_an': -1188772}
-
id: 35453336
{'hecke_orbit_code': 13510799049883702, 'n': 32, 'trace_an': 1048576}
-
id: 35453337
{'hecke_orbit_code': 13510799049883702, 'n': 33, 'trace_an': 0}
-
id: 35453338
{'hecke_orbit_code': 13510799049883702, 'n': 34, 'trace_an': 9493632}
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