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{'Nk2': 17248, 'analytic_conductor': 63.604058986188384, '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, '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': [[3, [-2, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597831332918, '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': '1078.4.a.g', 'level': 1078, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 11], 'level_radical': 154, 'minimal_twist': '154.4.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+2q^{3}+4q^{4}-18q^{5}+4q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1078.4.a', 'trace_display': [2, 2, -18, 0], 'trace_hash': 1094486125832424628, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.975', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.022', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.903', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.086', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_cc • Show schema
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'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 7, 'hecke_orbit_code': 27021597831332918, 'label': '1078.4.a.g.1.1', 'level': 1078, 'weight': 4}
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{'AL_dims': [[[[2, 1], [7, -1], [11, 1]], 13, 5], [[[2, -1], [7, -1], [11, -1]], 11, 4], [[[2, 1], [7, 1], [11, 1]], 13, 2], [[[2, 1], [7, -1], [11, -1]], 13, 5], [[[2, -1], [7, -1], [11, 1]], 14, 6], [[[2, -1], [7, 1], [11, 1]], 11, 4], [[[2, 1], [7, 1], [11, -1]], 13, 2], [[[2, -1], [7, 1], [11, -1]], 15, 2]], 'ALdims': [13, 13, 13, 13, 11, 15, 14, 11], 'Nk2': 17248, 'analytic_conductor': 63.604058986188384, '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': 488, 'dim': 103, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67109942, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 5, 5, 5, 5, 5, 5, 5, 5, 8, 8, 10], 'label': '1078.4.a', 'level': 1078, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': 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mf_twists_cc • Show schema
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id: 45661112
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597831332918, 'source_is_minimal': False, 'source_label': '1078.4.a.g.1.1', 'source_level': 1078, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597831332918, 'target_is_minimal': False, 'target_label': '1078.4.a.g.1.1', 'target_level': 1078, 'twist_class_label': '154.4.a.d.1.1', 'twist_class_level': 154, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 45661113
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597831332918, 'source_is_minimal': False, 'source_label': '1078.4.a.g.1.1', 'source_level': 1078, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220506, 'target_is_minimal': True, 'target_label': '154.4.a.d.1.1', 'target_level': 154, 'twist_class_label': '154.4.a.d.1.1', 'twist_class_level': 154, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
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id: 45661114
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597831332918, 'source_is_minimal': False, 'source_label': '1078.4.a.g.1.1', 'source_level': 1078, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67110250, 'target_is_minimal': False, 'target_label': '1386.4.a.a.1.1', 'target_level': 1386, 'twist_class_label': '154.4.a.d.1.1', 'twist_class_level': 154, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
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id: 45661115
{'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597831332918, 'source_is_minimal': False, 'source_label': '1078.4.a.g.1.1', 'source_level': 1078, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203962576, 'target_is_minimal': False, 'target_label': '1232.4.a.f.1.1', 'target_level': 1232, 'twist_class_label': '154.4.a.d.1.1', 'twist_class_level': 154, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 4}
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id: 45661116
{'conductor': 77, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597831332918, 'source_is_minimal': False, 'source_label': '1078.4.a.g.1.1', 'source_level': 1078, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321851550, 'target_is_minimal': False, 'target_label': '1694.4.a.c.1.1', 'target_level': 1694, 'twist_class_label': '154.4.a.d.1.1', 'twist_class_level': 154, 'twisting_char_label': '77.76', 'twisting_conrey_index': 76, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1659400
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 2}
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id: 1659401
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 3}
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id: 1659402
{'charpoly_factorization': [[[18, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 5}
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id: 1659403
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 7}
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id: 1659404
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 11}
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id: 1659405
{'charpoly_factorization': [[[56, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 13}
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id: 1659406
{'charpoly_factorization': [[[36, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 17}
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id: 1659407
{'charpoly_factorization': [[[-28, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 19}
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id: 1659408
{'charpoly_factorization': [[[-180, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 23}
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id: 1659409
{'charpoly_factorization': [[[54, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 29}
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id: 1659410
{'charpoly_factorization': [[[-334, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 31}
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id: 1659411
{'charpoly_factorization': [[[-386, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 37}
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id: 1659412
{'charpoly_factorization': [[[-444, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 41}
-
id: 1659413
{'charpoly_factorization': [[[316, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 43}
-
id: 1659414
{'charpoly_factorization': [[[-402, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 47}
-
id: 1659415
{'charpoly_factorization': [[[486, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 53}
-
id: 1659416
{'charpoly_factorization': [[[-282, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 59}
-
id: 1659417
{'charpoly_factorization': [[[380, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 61}
-
id: 1659418
{'charpoly_factorization': [[[-176, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 67}
-
id: 1659419
{'charpoly_factorization': [[[324, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 71}
-
id: 1659420
{'charpoly_factorization': [[[800, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 73}
-
id: 1659421
{'charpoly_factorization': [[[1144, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 79}
-
id: 1659422
{'charpoly_factorization': [[[468, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 83}
-
id: 1659423
{'charpoly_factorization': [[[-870, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 89}
-
id: 1659424
{'charpoly_factorization': [[[-1330, 1], 1]], 'hecke_orbit_code': 27021597831332918, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '1078.4.a.g', 'level': 1078, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 180617000
{'hecke_orbit_code': 27021597831332918, 'n': 1, 'trace_an': 1}
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id: 180617001
{'hecke_orbit_code': 27021597831332918, 'n': 2, 'trace_an': 2}
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id: 180617002
{'hecke_orbit_code': 27021597831332918, 'n': 3, 'trace_an': 2}
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id: 180617003
{'hecke_orbit_code': 27021597831332918, 'n': 4, 'trace_an': 4}
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id: 180617004
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