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{'Nk2': 12768, 'analytic_conductor': 47.08352418458101, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [7, 1], [19, 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': [798, 1, [533, 115, 211], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 2002281580, 'field_disc_factorization': [[2, 2], [5, 1], [13, 2], [592391, 1]], 'field_poly': [-1712, -1444, -310, 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, [-1712, -1444, -310, 0, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996340814622, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '798.4.a.k', 'level': 798, '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': True, 'level_primes': [2, 3, 7, 19], 'level_radical': 798, 'minimal_twist': '798.4.a.k', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}-3q^{3}+4q^{4}+\\beta _{1}q^{5}+6q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '798.4.a', 'trace_display': [-8, -12, 0, -28], 'trace_hash': 543269414326859546, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.056', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.861', 'prec': 17}, {'__RealLiteral__': 0, 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'hecke_orbit_code': 45035996340814622, 'label': '798.4.a.k.1.3', 'level': 798, 'weight': 4}
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mf_newspaces • Show schema
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{'ALdims': [4, 3, 3, 5, 4, 4, 4, 3, 4, 3, 4, 2, 3, 3, 2, 5], 'Nk2': 12768, 'analytic_conductor': 47.08352418458101, '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': [798, 1, [533, 115, 211], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 472, 'dim': 56, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109662, 'hecke_orbit_dims': [1, 1, 1, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 5], 'label': '798.4.a', 'level': 798, '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': True, 'level_primes': [2, 3, 7, 19], 'level_radical': 798, 'mf_dim': 488, 'mf_new_dim': 56, 'num_forms': 18, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 56, 'sturm_bound': 640, 'trace_bound': 7, 'trace_display': [-8, 0, -40, 0], 'traces': [56, -8, 0, 224, -40, 0, 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mf_twists_cc • Show schema
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id: 47133721
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 45035996340814622, 'source_is_minimal': True, 'source_label': '798.4.a.k.1.3', 'source_level': 798, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 45035996340814622, 'target_is_minimal': True, 'target_label': '798.4.a.k.1.3', 'target_level': 798, 'twist_class_label': '798.4.a.k.1.3', 'twist_class_level': 798, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 47133722
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 45035996340814622, 'source_is_minimal': True, 'source_label': '798.4.a.k.1.3', 'source_level': 798, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 103582791496632666, 'target_is_minimal': False, 'target_label': '2394.4.a.x.1.2', 'target_level': 2394, 'twist_class_label': '798.4.a.k.1.3', 'twist_class_level': 798, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1341925
{'charpoly_factorization': [[[2, 1], 4]], 'hecke_orbit_code': 45035996340814622, 'p': 2}
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id: 1341926
{'charpoly_factorization': [[[3, 1], 4]], 'hecke_orbit_code': 45035996340814622, 'p': 3}
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id: 1341927
{'charpoly_factorization': [[[-1712, -1444, -310, 0, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 5}
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id: 1341928
{'charpoly_factorization': [[[7, 1], 4]], 'hecke_orbit_code': 45035996340814622, 'p': 7}
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id: 1341929
{'charpoly_factorization': [[[2890368, -111968, -2344, 66, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 11}
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id: 1341930
{'charpoly_factorization': [[[-142784, -36720, -2328, -10, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 13}
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id: 1341931
{'charpoly_factorization': [[[16113232, -106740, -12670, 8, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 17}
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id: 1341932
{'charpoly_factorization': [[[19, 1], 4]], 'hecke_orbit_code': 45035996340814622, 'p': 19}
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id: 1341933
{'charpoly_factorization': [[[-47310976, -2431392, -136, 250, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 23}
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id: 1341934
{'charpoly_factorization': [[[-8975720, -3278560, -36118, 66, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 29}
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id: 1341935
{'charpoly_factorization': [[[17593664, -1597920, -25084, 52, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 31}
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id: 1341936
{'charpoly_factorization': [[[-48733168, 9877504, -41672, -288, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 37}
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id: 1341937
{'charpoly_factorization': [[[10624565808, -52636688, -281104, 196, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 41}
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id: 1341938
{'charpoly_factorization': [[[4071975168, -62627728, -232940, 280, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 43}
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id: 1341939
{'charpoly_factorization': [[[26000594272, 91020304, -280162, -498, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 47}
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id: 1341940
{'charpoly_factorization': [[[4988930584, 13875808, -316326, 250, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 53}
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id: 1341941
{'charpoly_factorization': [[[-29703974400, -170559360, -55536, 872, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 59}
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id: 1341942
{'charpoly_factorization': [[[-58773525616, 371736352, -473096, -600, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 61}
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id: 1341943
{'charpoly_factorization': [[[-332230224448, 1158131888, -632104, -1174, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 67}
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id: 1341944
{'charpoly_factorization': [[[-29250994688, 74288208, 900902, 1766, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 71}
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id: 1341945
{'charpoly_factorization': [[[-19075973488, 249100112, -418168, -556, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 73}
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id: 1341946
{'charpoly_factorization': [[[177158677760, 401096320, -1474936, -26, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 79}
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id: 1341947
{'charpoly_factorization': [[[-3506323104, 45982544, 4686, -674, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 83}
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id: 1341948
{'charpoly_factorization': [[[1900008394800, -413102480, -2772688, 324, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 89}
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id: 1341949
{'charpoly_factorization': [[[-106797711936, -204486056, 2121612, -2902, 1], 1]], 'hecke_orbit_code': 45035996340814622, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 11, 'label': '798.4.a.k', 'level': 798, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 55174309
{'hecke_orbit_code': 45035996340814622, 'n': 1, 'trace_an': 4}
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id: 55174310
{'hecke_orbit_code': 45035996340814622, 'n': 2, 'trace_an': -8}
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id: 55174311
{'hecke_orbit_code': 45035996340814622, 'n': 3, 'trace_an': -12}
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id: 55174312
{'hecke_orbit_code': 45035996340814622, 'n': 4, 'trace_an': 16}
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id: 55174313
{'hecke_orbit_code': 45035996340814622, 'n': 5, 'trace_an': 0}
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id: 55174314
{'hecke_orbit_code': 45035996340814622, 'n': 6, 'trace_an': 24}
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id: 55174315
{'hecke_orbit_code': 45035996340814622, 'n': 7, 'trace_an': -28}
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id: 55174316
{'hecke_orbit_code': 45035996340814622, 'n': 8, 'trace_an': -32}
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id: 55174317
{'hecke_orbit_code': 45035996340814622, 'n': 9, 'trace_an': 36}
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id: 55174318
{'hecke_orbit_code': 45035996340814622, 'n': 10, 'trace_an': 0}
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id: 55174319
{'hecke_orbit_code': 45035996340814622, 'n': 11, 'trace_an': -66}
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id: 55174320
{'hecke_orbit_code': 45035996340814622, 'n': 12, 'trace_an': -48}
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id: 55174321
{'hecke_orbit_code': 45035996340814622, 'n': 13, 'trace_an': 10}
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id: 55174322
{'hecke_orbit_code': 45035996340814622, 'n': 14, 'trace_an': 56}
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id: 55174323
{'hecke_orbit_code': 45035996340814622, 'n': 15, 'trace_an': 0}
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id: 55174324
{'hecke_orbit_code': 45035996340814622, 'n': 16, 'trace_an': 64}
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id: 55174325
{'hecke_orbit_code': 45035996340814622, 'n': 17, 'trace_an': -8}
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