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{'Nk2': 18392, 'analytic_conductor': 36.71521484938472, 'analytic_rank': 1, '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_indexes': [1], 'dim': 3, 'field_disc': 469, 'field_disc_factorization': [[7, 1], [67, 1]], 'field_poly': [4, -5, -1, 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, [4, -5, -1, 1]], [5, [2, 3, -5, 1]], [7, [4, -7, 1, 1]], [13, [-14, 1, 5, 1]]], 'hecke_orbit': 39, 'hecke_orbit_code': 171136785873637878, 'hecke_ring_generator_nbound': 3, '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.bm', '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.a.h', 'nf_label': '3.3.469.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+\\beta _{1}q^{3}+q^{4}+(2-\\beta _{1})q^{5}-\\beta _{1}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4598.2.a', 'trace_display': [-3, 1, 5, -1], 'trace_hash': 238118782482632393, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.895', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.309', 'prec': 20}, {'__RealLiteral__': 0, 'data': '5.445', 'prec': 17}, {'__RealLiteral__': 0, 'data': '250.521', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, 'traces': [3, -3, 1, 3, 5, -1, -1, -3, 2, -5, 0, 1, -5, 1, -9, 3, -4, -2, 3, 5, 0, 0, 2, -1, 4, 5, -2, -1, -7, 9, -3, -3, 0, 4, -2, 2, -14, -3, -2, -5, 3, 0, 5, 0, 3, -2, 0, 1, -6, -4, -2, -5, -16, 2, 0, 1, 1, 7, -12, -9, -6, 3, 14, 3, -8, 0, 1, -4, 0, 2, -3, -2, -4, 14, -41, 3, 0, 2, -2, 5, -17, -3, -7, 0, -6, -5, 9, 0, 16, -3, -13, 2, -22, 0, 5, -1, -14, 6, 0, 4, -8, 2, -27, 5, -11, 16, -8, -2, -18, 0, 16, -1, -2, -1, 4, -7, -18, 12, -28, 9, 0, 6, -20, -3, 24, -14, -22, -3, 33, 8, 1, 0, -1, -1, 7, 4, 41, 0, 15, -2, -22, 3, 0, 2, -23, 4, 8, -14, -34, 41, 44, -3, -32, 0, 16, -2, -13, 2, 16, -5, -30, 17, 2, 3, 0, 7, -20, 0, -16, 6, 2, 5, -1, -9, 12, 0, 40, -16, 3, 3, 4, 13, -2, -2, -44, 22, 0, 0, 15, -5, 28, 1, -7, 14, 29, -6, -50, 0, 6, -4, 0, 8, 32, -2, 26, 27, -28, -5, 0, 11, 6, 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mf_hecke_nf • Show schema
Hide schema
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[48, 4, 2], [4, -18, -2], [2, -26, -18], [2, -10, -6], [16, -4, -15], [-18, 8, 6], [-20, 18, -16], [8, -29, -24]], 'char_orbit_index': 1, 'field_poly': [4, -5, -1, 1], 'hecke_orbit_code': 171136785873637878, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [4, 0, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-4, 0, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '4598.2.a.bm', 'level': 4598, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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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]], '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_indexes': [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': 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mf_twists_nf • Show schema
Hide schema
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id: 1212446
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '4598.2.a.bm', 'source_level': 4598, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '418.2.a.h', 'target_level': 418, 'twist_class_label': '418.2.a.h', 'twist_class_level': 418, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1212447
{'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '4598.2.a.bm', 'source_level': 4598, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '3344.2.a.p', 'target_level': 3344, 'twist_class_label': '418.2.a.h', 'twist_class_level': 418, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1212448
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '4598.2.a.bm', 'source_level': 4598, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 30, 'target_is_minimal': False, 'target_label': '3762.2.a.bd', 'target_level': 3762, 'twist_class_label': '418.2.a.h', 'twist_class_level': 418, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1212449
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '4598.2.a.bm', 'source_level': 4598, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 39, 'target_is_minimal': False, 'target_label': '4598.2.a.bm', 'target_level': 4598, 'twist_class_label': '418.2.a.h', 'twist_class_level': 418, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1212450
{'conductor': 209, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 39, 'source_is_minimal': False, 'source_label': '4598.2.a.bm', 'source_level': 4598, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 29, 'target_is_minimal': False, 'target_label': '7942.2.a.bc', 'target_level': 7942, 'twist_class_label': '418.2.a.h', 'twist_class_level': 418, 'twisting_char_label': '209.d', 'twisting_char_orbit': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 3645050
{'charpoly_factorization': [[[1, 1], 3]], 'hecke_orbit_code': 171136785873637878, 'p': 2}
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id: 3645051
{'charpoly_factorization': [[[4, -5, -1, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 3}
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id: 3645052
{'charpoly_factorization': [[[2, 3, -5, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 5}
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id: 3645053
{'charpoly_factorization': [[[4, -7, 1, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 7}
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id: 3645054
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 171136785873637878, 'p': 11}
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id: 3645055
{'charpoly_factorization': [[[-14, 1, 5, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 13}
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id: 3645056
{'charpoly_factorization': [[[-88, -24, 4, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 17}
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id: 3645057
{'charpoly_factorization': [[[-1, 1], 3]], 'hecke_orbit_code': 171136785873637878, 'p': 19}
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id: 3645058
{'charpoly_factorization': [[[-32, -28, -2, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 23}
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id: 3645059
{'charpoly_factorization': [[[-86, -19, 7, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 29}
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id: 3645060
{'charpoly_factorization': [[[-76, -25, 3, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 31}
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id: 3645061
{'charpoly_factorization': [[[-128, 16, 14, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 37}
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id: 3645062
{'charpoly_factorization': [[[-22, -25, -3, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 41}
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id: 3645063
{'charpoly_factorization': [[[268, -67, -5, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 43}
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id: 3645064
{'charpoly_factorization': [[[128, -52, 0, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 47}
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id: 3645065
{'charpoly_factorization': [[[56, 64, 16, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 53}
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id: 3645066
{'charpoly_factorization': [[[-1792, -160, 12, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 59}
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id: 3645067
{'charpoly_factorization': [[[2, 1], 3]], 'hecke_orbit_code': 171136785873637878, 'p': 61}
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id: 3645068
{'charpoly_factorization': [[[-4, -7, -1, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 67}
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id: 3645069
{'charpoly_factorization': [[[28, -31, 3, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 71}
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id: 3645070
{'charpoly_factorization': [[[-56, -136, 4, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 73}
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id: 3645071
{'charpoly_factorization': [[[352, -116, 2, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 79}
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id: 3645072
{'charpoly_factorization': [[[-1108, -143, 7, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 83}
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id: 3645073
{'charpoly_factorization': [[[4424, -280, -16, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 89}
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id: 3645074
{'charpoly_factorization': [[[-128, 16, 14, 1], 1]], 'hecke_orbit_code': 171136785873637878, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 39, 'label': '4598.2.a.bm', '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: 272323000
{'hecke_orbit_code': 171136785873637878, 'n': 1, 'trace_an': 3}
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id: 272323001
{'hecke_orbit_code': 171136785873637878, 'n': 2, 'trace_an': -3}
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id: 272323002
{'hecke_orbit_code': 171136785873637878, 'n': 3, 'trace_an': 1}
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id: 272323003
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