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{'Nk2': 21060, 'analytic_conductor': 42.04123666420412, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -1], [13, 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': [5265, 1, [326, 2107, 2836], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [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': [[2, [-1, 1]], [7, [-2, 1]], [11, [-1, 1]], [17, [2, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195562005649, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '5265.2.a.m', 'level': 5265, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'minimal_twist': '585.2.i.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-q^{4}+q^{5}+2q^{7}-3q^{8}+q^{10}+\\cdots', 'related_objects': ['EllipticCurve/Q/5265/m'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5265.2.a', 'trace_display': [1, 0, 1, 2], 'trace_hash': 1170918984482919818, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.000', 'prec': 17}, 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{'AL_dims': [[[[3, -1], [5, -1], [13, -1]], 29, 2], [[[3, -1], [5, -1], [13, 1]], 21, 6], [[[3, 1], [5, 1], [13, 1]], 25, 7], [[[3, 1], [5, 1], [13, -1]], 25, 6], [[[3, 1], [5, -1], [13, -1]], 19, 7], [[[3, -1], [5, 1], [13, 1]], 23, 3], [[[3, 1], [5, -1], [13, 1]], 27, 4], [[[3, -1], [5, 1], [13, -1]], 23, 3]], 'ALdims': [25, 25, 27, 19, 23, 23, 21, 29], 'Nk2': 21060, 'analytic_conductor': 42.04123666420412, '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': [5265, 1, [326, 2107, 2836], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 733, 'dim': 192, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7, 11, 17], 'hecke_orbit_code': 33559697, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 3, 3, 4, 4, 6, 6, 7, 7, 8, 8, 8, 8, 8, 8, 13, 13, 14, 14, 15, 15], 'label': '5265.2.a', 'level': 5265, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'mf_dim': 780, 'mf_new_dim': 192, 'num_forms': 38, 'plus_dim': 88, 'prim_orbit_index': 1, 'relative_dim': 192, 'sturm_bound': 1512, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [192, 0, 0, 192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 24, 0, 0, -24, 0, 0, 192, 0, 0, -48, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 24, 0, 0, 24, 0, 0, 0, 0, 0, 216, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 24, 0, 0, 120, 0, 0, -72, 0, 0, 24, 0, 0, 72, 0, 0, 96, 0, 0, -96, 0, 0, 24, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 24, 0, 0, 72, 0, 0, 192, 0, 0, 0, 0, 0, 96, 0, 0, 24, 0, 0, 24, 0, 0, 0, 0, 0, 96, 0, 0, 216, 0, 0, 24, 0, 0, -96, 0, 0, 0, 0, 0, -48, 0, 0, 240, 0, 0, 72, 0, 0, -144, 0, 0, 24, 0, 0, -24, 0, 0, 0, 0, 0, -96, 0, 0, -48, 0, 0, 48, 0, 0, -288, 0, 0, -144, 0, 0, 192, 0, 0, -72, 0, 0, 0, 0, 0, -24, 0, 0, -24, 0, 0, -72, 0, 0, -48, 0, 0, 24, 0, 0, 96, 0, 0, 384, 0, 0, 120, 0, 0, 0, 0, 0, 72, 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mf_twists_cc • Show schema
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id: 47493590
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 54043195562005649, 'source_is_minimal': False, 'source_label': '5265.2.a.m.1.1', 'source_level': 5265, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043195562005649, 'target_is_minimal': False, 'target_label': '5265.2.a.m.1.1', 'target_level': 5265, 'twist_class_label': '585.2.i.b.196.1', 'twist_class_level': 585, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 47493591
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 54043195562005649, 'source_is_minimal': False, 'source_label': '5265.2.a.m.1.1', 'source_level': 5265, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398543041681, 'target_is_minimal': False, 'target_label': '5265.2.a.e.1.1', 'target_level': 5265, 'twist_class_label': '585.2.i.b.196.1', 'twist_class_level': 585, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 47493592
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 54043195562005649, 'source_is_minimal': False, 'source_label': '5265.2.a.m.1.1', 'source_level': 5265, 'target_conrey_index': 391, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504149416739401, 'target_is_minimal': True, 'target_label': '585.2.i.b.391.1', 'target_level': 585, 'twist_class_label': '585.2.i.b.196.1', 'twist_class_level': 585, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 47493593
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 54043195562005649, 'source_is_minimal': False, 'source_label': '5265.2.a.m.1.1', 'source_level': 5265, 'target_conrey_index': 586, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504149416740571, 'target_is_minimal': False, 'target_label': '1755.2.i.b.586.1', 'target_level': 1755, 'twist_class_label': '585.2.i.b.196.1', 'twist_class_level': 585, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 47493594
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 54043195562005649, 'source_is_minimal': False, 'source_label': '5265.2.a.m.1.1', 'source_level': 5265, 'target_conrey_index': 196, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504149416739401, 'target_is_minimal': True, 'target_label': '585.2.i.b.196.1', 'target_level': 585, 'twist_class_label': '585.2.i.b.196.1', 'twist_class_level': 585, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 47493595
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 54043195562005649, 'source_is_minimal': False, 'source_label': '5265.2.a.m.1.1', 'source_level': 5265, 'target_conrey_index': 1171, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504149416740571, 'target_is_minimal': False, 'target_label': '1755.2.i.b.1171.1', 'target_level': 1755, 'twist_class_label': '585.2.i.b.196.1', 'twist_class_level': 585, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 3846150
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 2}
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id: 3846151
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 3}
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id: 3846152
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 5}
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id: 3846153
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 7}
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id: 3846154
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 11}
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id: 3846155
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 13}
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id: 3846156
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 17}
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id: 3846157
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 19}
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id: 3846158
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 23}
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id: 3846159
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 29}
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id: 3846160
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 31}
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id: 3846161
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 37}
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id: 3846162
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 41}
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id: 3846163
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 43}
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id: 3846164
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 47}
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id: 3846165
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 53}
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id: 3846166
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 59}
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id: 3846167
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 61}
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id: 3846168
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 67}
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id: 3846169
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 71}
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id: 3846170
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 73}
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id: 3846171
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 79}
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id: 3846172
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 83}
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id: 3846173
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 89}
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id: 3846174
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 54043195562005649, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '5265.2.a.m', 'level': 5265, 'portrait': 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'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 222606000
{'hecke_orbit_code': 54043195562005649, 'n': 1, 'trace_an': 1}
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id: 222606001
{'hecke_orbit_code': 54043195562005649, 'n': 2, 'trace_an': 1}
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