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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': 4, 'field_disc': 33452, 'field_disc_factorization': [[2, 2], [8363, 1]], 'field_poly': [-1, 7, -8, -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, [-1, 7, -8, -1, 1]], [5, [-4, 36, -13, -3, 1]], [7, [-7, 19, -10, -1, 1]], [13, [-13, 15, 14, -9, 1]]], 'hecke_orbit': 44, 'hecke_orbit_code': 193654784010490358, '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': True, 'label': '4598.2.a.br', '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': '4598.2.a.br', 'nf_label': '4.4.33452.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+\\beta _{1}q^{3}+q^{4}+(1+\\beta _{2}+\\beta _{3})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4598.2.a', 'trace_display': [-4, 1, 3, 1], 'trace_hash': 360909476615187807, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.081', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.848', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.274', 'prec': 17}, {'__RealLiteral__': 0, 'data': '41.772', 'prec': 20}, {'__RealLiteral__': 0, 'data': '34.110', 'prec': 20}, {'__RealLiteral__': 0, 'data': '710.083', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, 'traces': [4, -4, 1, 4, 3, -1, 1, -4, 5, -3, 0, 1, 9, -1, 5, 4, 2, -5, 4, 3, -2, 0, -2, -1, 15, -9, -2, 1, -5, -5, 27, -4, 0, -2, -12, 5, 6, -4, -2, -3, 5, 2, -1, 0, 11, 2, 22, 1, -7, -15, -12, 9, 0, 2, 0, -1, 1, 5, 0, 5, -6, -27, 30, 4, -26, 0, 17, 2, 14, 12, -19, -5, -20, -6, 23, 4, 0, 2, -12, 3, 20, -5, 23, -2, 30, 1, -45, 0, 16, -11, 15, -2, -12, -22, 3, -1, 8, 7, 0, 15, -22, 12, 9, -9, 7, 0, 12, -2, 26, 0, -28, 1, 30, -1, -10, -5, 4, 0, -10, -5, 0, 6, -18, 27, 6, -30, -16, -4, 33, 26, -15, 0, 1, -17, 27, -2, -19, -14, 13, -12, 14, 19, 0, 5, 29, 20, -12, 6, 44, -23, 20, -4, 10, 0, -4, -2, 25, 12, -50, -3, 18, -20, 20, 5, 0, -23, -4, 2, 1, -30, 5, -1, 11, 45, -48, 0, 46, -16, 11, 11, -12, -15, -6, 2, 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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: 48975148
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 193654784010490358, 'source_is_minimal': True, 'source_label': '4598.2.a.br.1.4', 'source_level': 4598, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 193654784010490358, 'target_is_minimal': True, 'target_label': '4598.2.a.br.1.4', 'target_level': 4598, 'twist_class_label': '4598.2.a.br.1.4', 'twist_class_level': 4598, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 48975149
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 193654784010490358, 'source_is_minimal': True, 'source_label': '4598.2.a.br.1.4', 'source_level': 4598, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 207165582892601846, 'target_is_minimal': True, 'target_label': '4598.2.a.bu.1.4', 'target_level': 4598, 'twist_class_label': '4598.2.a.br.1.4', 'twist_class_level': 4598, '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: 3645175
{'charpoly_factorization': [[[1, 1], 4]], 'hecke_orbit_code': 193654784010490358, 'p': 2}
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id: 3645176
{'charpoly_factorization': [[[-1, 7, -8, -1, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 3}
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id: 3645177
{'charpoly_factorization': [[[-4, 36, -13, -3, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 5}
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id: 3645178
{'charpoly_factorization': [[[-7, 19, -10, -1, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 7}
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id: 3645179
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 193654784010490358, 'p': 11}
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id: 3645180
{'charpoly_factorization': [[[-13, 15, 14, -9, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 13}
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id: 3645181
{'charpoly_factorization': [[[28, 38, -19, -2, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 17}
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id: 3645182
{'charpoly_factorization': [[[-1, 1], 4]], 'hecke_orbit_code': 193654784010490358, 'p': 19}
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id: 3645183
{'charpoly_factorization': [[[4, -20, -15, 2, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 23}
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id: 3645184
{'charpoly_factorization': [[[2023, -219, -86, 5, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 29}
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id: 3645185
{'charpoly_factorization': [[[644, -856, 249, -27, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 31}
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id: 3645186
{'charpoly_factorization': [[[-128, 224, -68, -6, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 37}
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id: 3645187
{'charpoly_factorization': [[[796, 152, -73, -5, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 41}
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id: 3645188
{'charpoly_factorization': [[[-392, -308, -65, 1, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 43}
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id: 3645189
{'charpoly_factorization': [[[-1408, 160, 116, -22, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 47}
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id: 3645190
{'charpoly_factorization': [[[-784, 564, -107, 0, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 53}
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id: 3645191
{'charpoly_factorization': [[[1088, 72, -79, 0, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 59}
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id: 3645192
{'charpoly_factorization': [[[32, 0, -28, 6, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 61}
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id: 3645193
{'charpoly_factorization': [[[-23, -33, 58, -17, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 67}
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id: 3645194
{'charpoly_factorization': [[[28, 120, 103, 19, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 71}
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id: 3645195
{'charpoly_factorization': [[[112, 212, 121, 20, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 73}
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id: 3645196
{'charpoly_factorization': [[[-2464, -1520, -108, 12, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 79}
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id: 3645197
{'charpoly_factorization': [[[-4048, 1136, 43, -23, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 83}
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id: 3645198
{'charpoly_factorization': [[[-736, 1456, -68, -16, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 89}
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id: 3645199
{'charpoly_factorization': [[[10624, 608, -216, -8, 1], 1]], 'hecke_orbit_code': 193654784010490358, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 44, 'label': '4598.2.a.br', 'level': 4598, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 274935000
{'hecke_orbit_code': 193654784010490358, 'n': 1, 'trace_an': 4}
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id: 274935001
{'hecke_orbit_code': 193654784010490358, 'n': 2, 'trace_an': -4}
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id: 274935002
{'hecke_orbit_code': 193654784010490358, 'n': 3, 'trace_an': 1}
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id: 274935003
{'hecke_orbit_code': 193654784010490358, 'n': 4, 'trace_an': 4}
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id: 274935004
{'hecke_orbit_code': 193654784010490358, 'n': 5, 'trace_an': 3}
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id: 274935005
{'hecke_orbit_code': 193654784010490358, 'n': 6, 'trace_an': -1}
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id: 274935006
{'hecke_orbit_code': 193654784010490358, 'n': 7, 'trace_an': 1}
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id: 274935007
{'hecke_orbit_code': 193654784010490358, 'n': 8, 'trace_an': -4}
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id: 274935008
{'hecke_orbit_code': 193654784010490358, 'n': 9, 'trace_an': 5}
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id: 274935009
{'hecke_orbit_code': 193654784010490358, 'n': 10, 'trace_an': -3}
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id: 274935010
{'hecke_orbit_code': 193654784010490358, 'n': 11, 'trace_an': 0}
-
id: 274935011
{'hecke_orbit_code': 193654784010490358, 'n': 12, 'trace_an': 1}
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id: 274935999
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