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{'Nk2': 18392, 'analytic_conductor': 36.71521484938472, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [11, 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': [4598, 1, [3269, 3631], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 8, 'field_disc': 39116960000, 'field_disc_factorization': [[2, 8], [5, 4], [244481, 1]], 'field_poly': [-4, 20, -16, -32, 26, 16, -10, -2, 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': [[3, [-44, 332, -332, -108, 154, 8, -22, 0, 1]], [5, [209, 224, -256, -152, 107, 32, -18, -2, 1]], [7, [1189, -4152, 4018, -902, -501, 246, -12, -8, 1]], [13, [-33344, -46080, 34048, 608, -3496, 472, 68, -18, 1]]], 'hecke_orbit': 53, 'hecke_orbit_code': 234187180656824822, 'hecke_ring_generator_nbound': 5, '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': '4598.2.a.ca', 'level': 4598, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11, 19], 'level_radical': 418, 'minimal_twist': '418.2.f.f', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+(\\beta _{2}+\\beta _{4}-\\beta _{6})q^{3}+q^{4}-\\beta _{3}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4598.2.a', 'trace_display': [8, 0, 2, 8], 'trace_hash': 888487696695775996, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.127', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.353', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.615', 'prec': 17}, {'__RealLiteral__': 0, 'data': '161.587', 'prec': 24}, {'__RealLiteral__': 0, 'data': '109.025', 'prec': 24}, {'__RealLiteral__': 0, 'data': '5770.654', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, 'traces': [8, 8, 0, 8, 2, 0, 8, 8, 20, 2, 0, 0, 18, 8, 10, 8, 4, 20, -8, 2, 14, 0, 12, 0, 0, 18, -24, 8, 14, 10, -2, 8, 0, 4, 40, 20, -22, -8, -4, 2, 8, 14, 28, 0, -28, 12, 6, 0, 32, 0, -12, 18, -24, -24, 0, 8, 0, 14, 46, 10, -24, -2, 30, 8, -16, 0, -22, 4, -38, 40, 8, 20, 16, -22, 6, -8, 0, -4, 4, 2, 28, 8, 12, 14, 48, 28, 42, 0, -28, -28, -12, 12, 22, 6, -2, 0, -22, 32, 0, 0, -20, -12, -6, 18, -14, -24, 22, -24, -14, 0, -14, 8, -16, 0, 6, 14, 30, 46, 42, 10, 0, -24, 56, -2, 0, 30, 0, 8, 56, -16, 2, 0, -8, -22, 14, 4, -12, -38, 20, 40, -80, 8, 0, 20, -4, 16, 22, -22, 18, 6, 26, -8, -28, 0, -14, 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{'AL_dims': [[[[2, 1], [11, 1], [19, -1]], 23, 5], [[[2, -1], [11, -1], [19, -1]], 26, 9], [[[2, 1], [11, -1], [19, -1]], 19, 7], [[[2, 1], [11, -1], [19, 1]], 24, 14], [[[2, -1], [11, 1], [19, 1]], 25, 6], [[[2, 1], [11, 1], [19, 1]], 16, 3], [[[2, -1], [11, 1], [19, -1]], 14, 6], [[[2, -1], [11, -1], [19, 1]], 16, 6]], 'ALdims': [16, 23, 24, 19, 25, 14, 16, 26], 'Nk2': 18392, 'analytic_conductor': 36.71521484938472, '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': [4598, 1, [3269, 3631], [1, 1]], 'conrey_index': 1, 'cusp_dim': 637, 'dim': 163, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 7, 13], 'hecke_orbit_code': 33559030, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 8, 8, 8, 8, 8, 8, 10, 10], 'label': '4598.2.a', 'level': 4598, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11, 19], 'level_radical': 418, 'mf_dim': 684, 'mf_new_dim': 163, 'num_forms': 56, 'plus_dim': 65, 'prim_orbit_index': 1, 'relative_dim': 163, 'sturm_bound': 1320, 'trace_bound': 13, 'trace_display': [-1, 4, 2, 6], 'traces': [163, -1, 4, 163, 2, -2, 6, -1, 169, -2, 0, 4, -2, -4, 20, 163, 8, 3, 1, 2, 20, 0, 22, -2, 173, -4, 16, 6, -10, -12, 28, -1, 0, -2, 20, 169, 26, -3, 38, -2, 6, -10, 8, 0, 30, -12, 20, 4, 177, -15, 32, -2, 30, -14, 0, -4, 2, -4, -4, 20, 2, 4, 40, 163, -16, 0, 20, 8, 4, 36, 36, 3, 12, -6, 28, 1, 0, 44, 36, 2, 219, 6, -8, 20, -40, 24, 14, 0, 66, 2, 40, 22, 12, -8, 2, -2, -14, 15, 0, 173, 14, 42, 48, -4, -36, -24, -12, 16, 22, 0, 4, 6, -14, -4, 20, -10, -22, -10, -34, -12, 0, -70, 0, 28, -72, 8, 4, -1, -12, -116, -16, 0, 8, -2, 132, -2, -84, 38, 40, 20, -8, 24, 0, 169, 0, -126, 28, 26, -14, 66, 56, -3, -10, 0, 48, 38, -70, 24, 30, -2, -78, 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id: 49055540
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 234187180656824822, 'source_is_minimal': False, 'source_label': '4598.2.a.ca.1.4', 'source_level': 4598, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 234187180656824822, 'target_is_minimal': False, 'target_label': '4598.2.a.ca.1.4', 'target_level': 4598, 'twist_class_label': '418.2.f.f.115.3', 'twist_class_level': 418, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 49055541
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 234187180656824822, 'source_is_minimal': False, 'source_label': '4598.2.a.ca.1.4', 'source_level': 4598, 'target_conrey_index': 229, 'target_dim': 16, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22518341767791010, 'target_is_minimal': True, 'target_label': '418.2.f.f.229.3', 'target_level': 418, 'twist_class_label': '418.2.f.f.115.3', 'twist_class_level': 418, 'twisting_char_label': '11.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 49055542
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 234187180656824822, 'source_is_minimal': False, 'source_label': '4598.2.a.ca.1.4', 'source_level': 4598, 'target_conrey_index': 115, 'target_dim': 16, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22518341767791010, 'target_is_minimal': True, 'target_label': '418.2.f.f.115.3', 'target_level': 418, 'twist_class_label': '418.2.f.f.115.3', 'twist_class_level': 418, 'twisting_char_label': '11.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 49055543
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 234187180656824822, 'source_is_minimal': False, 'source_label': '4598.2.a.ca.1.4', 'source_level': 4598, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 220676381774713334, 'target_is_minimal': False, 'target_label': '4598.2.a.bx.1.4', 'target_level': 4598, 'twist_class_label': '418.2.f.f.115.3', 'twist_class_level': 418, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 3645425
{'charpoly_factorization': [[[-1, 1], 8]], 'hecke_orbit_code': 234187180656824822, 'p': 2}
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id: 3645426
{'charpoly_factorization': [[[-44, 332, -332, -108, 154, 8, -22, 0, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 3}
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id: 3645427
{'charpoly_factorization': [[[209, 224, -256, -152, 107, 32, -18, -2, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 5}
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id: 3645428
{'charpoly_factorization': [[[1189, -4152, 4018, -902, -501, 246, -12, -8, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 7}
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id: 3645429
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 234187180656824822, 'p': 11}
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id: 3645430
{'charpoly_factorization': [[[-33344, -46080, 34048, 608, -3496, 472, 68, -18, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 13}
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id: 3645431
{'charpoly_factorization': [[[-4259, -49400, -34414, -404, 2971, 188, -90, -4, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 17}
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id: 3645432
{'charpoly_factorization': [[[1, 1], 8]], 'hecke_orbit_code': 234187180656824822, 'p': 19}
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id: 3645433
{'charpoly_factorization': [[[-96331, 43890, 23340, -11876, -729, 740, -34, -12, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 23}
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id: 3645434
{'charpoly_factorization': [[[1900, 8940, 6256, -5008, -918, 508, 6, -14, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 29}
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id: 3645435
{'charpoly_factorization': [[[-5036, 2116, 21492, 16396, 2878, -424, -116, 2, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 31}
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id: 3645436
{'charpoly_factorization': [[[-810644, 313412, 380768, 49720, -12078, -2424, 14, 22, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 37}
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id: 3645437
{'charpoly_factorization': [[[2695396, 506044, -352068, -50032, 12602, 1172, -186, -8, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 41}
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id: 3645438
{'charpoly_factorization': [[[51869, 108260, -173278, 81194, -15057, 426, 222, -28, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 43}
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id: 3645439
{'charpoly_factorization': [[[59921, 119698, -91308, -10442, 8627, 630, -170, -6, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 47}
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id: 3645440
{'charpoly_factorization': [[[815956, 770720, 191660, -16776, -12488, -1120, 124, 24, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 53}
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id: 3645441
{'charpoly_factorization': [[[-3488320, 3036480, -917696, 64160, 26712, -7504, 844, -46, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 59}
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id: 3645442
{'charpoly_factorization': [[[-4721299, -540274, 646262, 105108, -15305, -3208, 12, 24, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 61}
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id: 3645443
{'charpoly_factorization': [[[10564, 726568, 875888, 161648, -12356, -3864, -62, 22, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 67}
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id: 3645444
{'charpoly_factorization': [[[1691036, 1846860, -236676, -138832, 17102, 1976, -248, -8, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 71}
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id: 3645445
{'charpoly_factorization': [[[1356976, -2131600, 1051360, -148096, -11708, 3960, -156, -16, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 73}
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id: 3645446
{'charpoly_factorization': [[[-7215500, 5599200, -127556, -321656, 35684, 2360, -368, -4, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 79}
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id: 3645447
{'charpoly_factorization': [[[47849, 8960, -27390, -9266, 1711, 630, -54, -12, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 83}
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id: 3645448
{'charpoly_factorization': [[[-31782080, -4265280, 1705536, 247360, -25328, -4632, 36, 28, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 89}
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id: 3645449
{'charpoly_factorization': [[[19644956, 17320052, 5063348, 451400, -32778, -7124, -166, 22, 1], 1]], 'hecke_orbit_code': 234187180656824822, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 53, 'label': '4598.2.a.ca', 'level': 4598, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 277936000
{'hecke_orbit_code': 234187180656824822, 'n': 1, 'trace_an': 8}
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id: 277936001
{'hecke_orbit_code': 234187180656824822, 'n': 2, 'trace_an': 8}
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id: 277936002
{'hecke_orbit_code': 234187180656824822, 'n': 3, 'trace_an': 0}
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id: 277936003
{'hecke_orbit_code': 234187180656824822, 'n': 4, 'trace_an': 8}
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id: 277936004
{'hecke_orbit_code': 234187180656824822, 'n': 5, 'trace_an': 2}
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id: 277936005
{'hecke_orbit_code': 234187180656824822, 'n': 6, 'trace_an': 0}
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id: 277936006
{'hecke_orbit_code': 234187180656824822, 'n': 7, 'trace_an': 8}
-
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id: 277936984
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id: 277936985
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id: 277936986
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id: 277936987
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id: 277936988
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id: 277936989
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id: 277936990
{'hecke_orbit_code': 234187180656824822, 'n': 991, 'trace_an': 74}
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id: 277936991
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id: 277936992
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id: 277936993
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id: 277936994
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id: 277936995
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id: 277936996
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id: 277936997
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id: 277936998
{'hecke_orbit_code': 234187180656824822, 'n': 999, 'trace_an': 240}
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id: 277936999
{'hecke_orbit_code': 234187180656824822, 'n': 1000, 'trace_an': 0}