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mf_newforms • Show schema
{'Nk2': 4312, 'analytic_conductor': 8.607873337894025, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -1], [11, -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': [1078, 1, [199, 981], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-1, -2, 1]], [5, [2, -4, 1]], [13, [-7, -2, 1]]], 'hecke_orbit': 24, 'hecke_orbit_code': 103582791463076918, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1078.2.a.x', 'level': 1078, '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': False, 'level_primes': [2, 7, 11], 'level_radical': 154, 'minimal_twist': '154.2.e.e', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+(1+\\beta )q^{3}+q^{4}+(2-\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1078.2.a', 'trace_display': [2, 2, 4, 0], 'trace_hash': 1977003477644407508, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.020', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.935', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.414', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.344', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.803', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.023', 'prec': 17}, 'traces': [2, 2, 2, 2, 4, 2, 0, 2, 0, 4, 2, 2, 2, 0, 0, 2, 4, 0, 4, 4, 0, 2, -4, 2, 2, 2, 2, 0, -6, 0, 8, 2, 2, 4, 0, 0, -16, 4, 10, 4, 8, 0, 0, 2, -8, -4, 4, 2, 0, 2, -12, 2, -4, 2, 4, 0, 0, -6, 14, 0, -18, 8, 0, 2, -4, 2, 14, 4, -16, 0, -8, 0, 16, -16, -14, 4, 0, 10, -18, 4, -2, 8, -4, 0, 24, 0, 10, 2, -8, -8, 0, -4, 8, 4, 12, 2, 2, 0, 0, 2, -18, -12, -24, 2, 0, -4, 8, 2, 16, 4, -20, 0, -22, 0, 4, -6, 16, 14, 0, 0, 2, -18, 12, 8, 0, 0, 6, 2, -16, -4, 4, 2, 0, 14, 8, 4, -22, -16, 0, 0, 28, -8, 2, 0, -28, 16, 0, -16, 24, -14, -6, 4, -32, 0, 16, 10, -24, -18, 24, 4, 0, -2, -6, 8, 0, -4, -2, 0, -8, 24, -8, 0, 14, 10, 0, 2, 10, -8, -18, -8, 4, 0, -26, -4, -28, 8, 4, 4, 0, 12, -20, 2, 24, 2, 8, 0, -18, 0, -20, 2, 2, -18, 0, -12, 12, -24, -24, 2, 4, 0, 12, -4, -28, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'ALdims': [4, 4, 5, 5, 6, 2, 3, 6], 'Nk2': 4312, 'analytic_conductor': 8.607873337894025, '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': [1078, 1, [199, 981], [1, 1]], 'conrey_index': 1, 'cusp_dim': 153, 'dim': 35, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 13], 'hecke_orbit_code': 33555510, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '1078.2.a', 'level': 1078, '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': False, 'level_primes': [2, 7, 11], 'level_radical': 154, 'mf_dim': 184, 'mf_new_dim': 35, 'num_forms': 24, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 35, 'sturm_bound': 336, 'trace_bound': 23, 'trace_display': [-1, 0, -2, 0], 'traces': [35, -1, 0, 35, -2, 4, 0, -1, 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mf_twists_cc • Show schema
-
id: 48478120
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 103582791463076918, 'target_is_minimal': False, 'target_label': '1078.2.a.x.1.2', 'target_level': 1078, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2} -
id: 48478121
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 265712378048423398, 'target_is_minimal': False, 'target_label': '9702.2.a.ch.1.2', 'target_level': 9702, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2} -
id: 48478122
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 148618787736789424, 'target_is_minimal': False, 'target_label': '8624.2.a.bh.1.1', 'target_level': 8624, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 2} -
id: 48478123
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043470439908406, 'target_is_minimal': False, 'target_label': '1078.2.e.m.67.1', 'target_level': 1078, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 2} -
id: 48478124
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 23, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014673420943514, 'target_is_minimal': True, 'target_label': '154.2.e.e.23.2', 'target_level': 154, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 2} -
id: 48478125
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 177, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043470439908406, 'target_is_minimal': False, 'target_label': '1078.2.e.m.177.1', 'target_level': 1078, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 2} -
id: 48478126
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014673420943514, 'target_is_minimal': True, 'target_label': '154.2.e.e.67.2', 'target_level': 154, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 2} -
id: 48478127
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 85568392953594934, 'target_is_minimal': False, 'target_label': '1078.2.a.t.1.1', 'target_level': 1078, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 2} -
id: 48478128
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 991, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 85569080148362602, 'target_is_minimal': False, 'target_label': '1386.2.k.t.991.2', 'target_level': 1386, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 2} -
id: 48478129
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 793, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 85569080148362602, 'target_is_minimal': False, 'target_label': '1386.2.k.t.793.2', 'target_level': 1386, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 2} -
id: 48478130
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 337769972086351334, 'target_is_minimal': False, 'target_label': '9702.2.a.cx.1.1', 'target_level': 9702, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 2} -
id: 48478131
{'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 177, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22519097682035920, 'target_is_minimal': False, 'target_label': '1232.2.q.f.177.1', 'target_level': 1232, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 2} -
id: 48478132
{'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 529, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22519097682035920, 'target_is_minimal': False, 'target_label': '1232.2.q.f.529.1', 'target_level': 1232, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '28.19', 'twisting_conrey_index': 19, 'weight': 2} -
id: 48478133
{'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791463076918, 'source_is_minimal': False, 'source_label': '1078.2.a.x.1.2', 'source_level': 1078, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 243194379911569840, 'target_is_minimal': False, 'target_label': '8624.2.a.cc.1.2', 'target_level': 8624, 'twist_class_label': '154.2.e.e.23.2', 'twist_class_level': 154, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 2}
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id: 48478120
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mf_hecke_charpolys • Show schema
-
id: 1656750
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 103582791463076918, 'p': 2} -
id: 1656751
{'charpoly_factorization': [[[-1, -2, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 3} -
id: 1656752
{'charpoly_factorization': [[[2, -4, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 5} -
id: 1656753
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 103582791463076918, 'p': 7} -
id: 1656754
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 103582791463076918, 'p': 11} -
id: 1656755
{'charpoly_factorization': [[[-7, -2, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 13} -
id: 1656756
{'charpoly_factorization': [[[-28, -4, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 17} -
id: 1656757
{'charpoly_factorization': [[[2, -4, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 19} -
id: 1656758
{'charpoly_factorization': [[[-14, 4, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 23} -
id: 1656759
{'charpoly_factorization': [[[-23, 6, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 29} -
id: 1656760
{'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 103582791463076918, 'p': 31} -
id: 1656761
{'charpoly_factorization': [[[62, 16, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 37} -
id: 1656762
{'charpoly_factorization': [[[14, -8, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 41} -
id: 1656763
{'charpoly_factorization': [[[-32, 0, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 43} -
id: 1656764
{'charpoly_factorization': [[[-68, -4, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 47} -
id: 1656765
{'charpoly_factorization': [[[-94, 4, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 53} -
id: 1656766
{'charpoly_factorization': [[[47, -14, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 59} -
id: 1656767
{'charpoly_factorization': [[[73, 18, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 61} -
id: 1656768
{'charpoly_factorization': [[[31, -14, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 67} -
id: 1656769
{'charpoly_factorization': [[[-34, 8, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 71} -
id: 1656770
{'charpoly_factorization': [[[62, -16, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 73} -
id: 1656771
{'charpoly_factorization': [[[63, 18, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 79} -
id: 1656772
{'charpoly_factorization': [[[-196, 4, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 83} -
id: 1656773
{'charpoly_factorization': [[[-56, 8, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 89} -
id: 1656774
{'charpoly_factorization': [[[-7, -2, 1], 1]], 'hecke_orbit_code': 103582791463076918, 'p': 97}
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id: 1656750
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 24, 'label': '1078.2.a.x', 'level': 1078, 'portrait': 'data:image/png;base64,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', 'weight': 2} -
mf_hecke_traces • Show schema
-
id: 65820163
{'hecke_orbit_code': 103582791463076918, 'n': 1, 'trace_an': 2} -
id: 65820164
{'hecke_orbit_code': 103582791463076918, 'n': 2, 'trace_an': 2} -
id: 65820165
{'hecke_orbit_code': 103582791463076918, 'n': 3, 'trace_an': 2} -
id: 65820166
{'hecke_orbit_code': 103582791463076918, 'n': 4, 'trace_an': 2} -
id: 65820167
{'hecke_orbit_code': 103582791463076918, 'n': 5, 'trace_an': 4} -
id: 65820168
{'hecke_orbit_code': 103582791463076918, 'n': 6, 'trace_an': 2} -
id: 65820169
{'hecke_orbit_code': 103582791463076918, 'n': 7, 'trace_an': 0} -
id: 65820170
{'hecke_orbit_code': 103582791463076918, 'n': 8, 'trace_an': 2} -
id: 65820171
{'hecke_orbit_code': 103582791463076918, 'n': 9, 'trace_an': 0} -
id: 65820172
{'hecke_orbit_code': 103582791463076918, 'n': 10, 'trace_an': 4} -
id: 65820173
{'hecke_orbit_code': 103582791463076918, 'n': 11, 'trace_an': 2} -
id: 65820174
{'hecke_orbit_code': 103582791463076918, 'n': 12, 'trace_an': 2} -
id: 65820175
{'hecke_orbit_code': 103582791463076918, 'n': 13, 'trace_an': 2} -
id: 65820176
{'hecke_orbit_code': 103582791463076918, 'n': 14, 'trace_an': 0} -
id: 65820177
{'hecke_orbit_code': 103582791463076918, 'n': 15, 'trace_an': 0} -
id: 65820178
{'hecke_orbit_code': 103582791463076918, 'n': 16, 'trace_an': 2} -
id: 65820179
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id: 65820180
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-
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Embedded newform data - 1078.2.a.x.1.2