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{'Nk2': 37752, 'analytic_conductor': 75.36280942768443, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [11, -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': [9438, 1, [6293, 3511, 4357], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 41, 'field_disc_factorization': [[41, 1]], 'field_poly': [-10, -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': [[5, [-2, 1]], [7, [0, 1]], [17, [-40, 2, 1]], [19, [-40, 2, 1]], [29, [2, 1]]], 'hecke_orbit': 45, 'hecke_orbit_code': 198158383637865694, 'hecke_ring_generator_nbound': 17, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '9438.2.a.bs', 'level': 9438, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 11, 13], 'level_radical': 858, 'minimal_twist': '858.2.a.q', 'nf_label': '2.2.41.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{3}+q^{4}+2q^{5}-q^{6}-q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9438.2.a', 'trace_display': [-2, 2, 4, 0], 'trace_hash': 93774637124891935, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.981', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.613', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.198', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.598', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.025', 'prec': 17}, 'traces': [2, -2, 2, 2, 4, -2, 0, -2, 2, -4, 0, 2, -2, 0, 4, 2, -2, -2, -2, 4, 0, 0, -6, -2, -2, 2, 2, 0, -4, -4, -2, -2, 0, 2, 0, 2, 2, 2, -2, -4, -4, 0, 0, 0, 4, 6, -16, 2, -14, 2, -2, -2, 6, -2, 0, 0, -2, 4, -8, 4, 0, 2, 0, 2, -4, 0, 0, -2, -6, 0, -4, -2, -14, -2, -2, -2, 0, 2, -4, 4, 2, 4, 8, 0, -4, 0, -4, 0, -20, -4, 0, -6, -2, 16, -4, -2, 20, 14, 0, -2, 12, 2, -12, 2, 0, -6, -2, 2, -28, 0, 2, 0, -16, 2, -12, -4, -2, 8, 0, -4, 0, 0, -4, -2, -24, 0, 12, -2, 0, 4, 18, 0, 0, 0, 4, 2, 0, 6, -12, 0, -16, 4, 0, 2, -8, 14, -14, 2, 0, 2, -16, 2, -2, 0, -4, -2, -16, 4, 6, -4, 0, -2, 4, -4, 0, -8, 32, 0, 2, 4, -2, 0, -16, 4, 0, 0, -8, 20, -40, 4, -8, 0, 0, 6, 4, 2, 0, -16, 0, 4, -38, 2, 22, -20, -4, -14, 0, 0, 32, 2, 0, -12, 0, -2, -8, 12, -6, -2, 0, 0, 12, 6, -4, 2, 0, -2, 0, 28, -14, 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mf_hecke_nf • Show schema
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'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [1, 1]], 'hecke_ring_numerators': [[1, 0], [-1, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '9438.2.a.bs', 'level': 9438, 'maxp': 3697, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [11, -1], [13, -1]], 10, 5], [[[2, 1], [3, 1], [11, -1], [13, -1]], 10, 5], [[[2, -1], [3, 1], [11, -1], [13, 1]], 15, 5], [[[2, -1], [3, 1], [11, 1], [13, 1]], 13, 5], [[[2, -1], [3, 1], [11, -1], [13, -1]], 15, 6], [[[2, 1], [3, -1], [11, -1], [13, -1]], 15, 9], [[[2, 1], [3, 1], [11, 1], [13, 1]], 12, 3], [[[2, -1], [3, -1], [11, 1], [13, -1]], 17, 4], [[[2, 1], [3, -1], [11, 1], [13, 1]], 13, 4], [[[2, -1], [3, -1], [11, 1], [13, 1]], 12, 5], [[[2, -1], [3, 1], [11, 1], [13, -1]], 12, 5], [[[2, 1], [3, -1], [11, -1], [13, 1]], 15, 6], [[[2, -1], [3, -1], [11, -1], [13, 1]], 15, 8], [[[2, 1], [3, 1], [11, -1], [13, 1]], 15, 9], [[[2, 1], [3, 1], [11, 1], [13, -1]], 17, 5], [[[2, 1], [3, -1], [11, 1], [13, -1]], 12, 4]], 'ALdims': [12, 17, 15, 10, 13, 12, 15, 15, 13, 12, 15, 15, 12, 17, 15, 10], 'Nk2': 37752, 'analytic_conductor': 75.36280942768443, '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': [9438, 1, [6293, 3511, 4357], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1801, 'dim': 218, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 17, 19, 29], 'hecke_orbit_code': 33563870, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 8, 8], 'label': '9438.2.a', 'level': 9438, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 11, 13], 'level_radical': 858, 'mf_dim': 1896, 'mf_new_dim': 218, 'num_forms': 88, 'plus_dim': 98, 'prim_orbit_index': 1, 'relative_dim': 218, 'sturm_bound': 3696, 'trace_bound': 7, 'trace_display': [0, 0, -8, -12], 'traces': [218, 0, 0, 218, -8, -2, -12, 0, 218, -4, 0, 0, -2, -4, -4, 218, 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1416, -144, -152, -16, 32, -440, 200, 0, 140], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 1432982
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 45, 'source_is_minimal': False, 'source_label': '9438.2.a.bs', 'source_level': 9438, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': True, 'target_label': '858.2.a.q', 'target_level': 858, 'twist_class_label': '858.2.a.q', 'twist_class_level': 858, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1432983
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 45, 'source_is_minimal': False, 'source_label': '9438.2.a.bs', 'source_level': 9438, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '2574.2.a.z', 'target_level': 2574, 'twist_class_label': '858.2.a.q', 'twist_class_level': 858, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1432984
{'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 45, 'source_is_minimal': False, 'source_label': '9438.2.a.bs', 'source_level': 9438, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 32, 'target_is_minimal': False, 'target_label': '6864.2.a.bf', 'target_level': 6864, 'twist_class_label': '858.2.a.q', 'twist_class_level': 858, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1432985
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 45, 'source_is_minimal': False, 'source_label': '9438.2.a.bs', 'source_level': 9438, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 45, 'target_is_minimal': False, 'target_label': '9438.2.a.bs', 'target_level': 9438, 'twist_class_label': '858.2.a.q', 'twist_class_level': 858, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 5028400
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 2}
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id: 5028401
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 3}
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id: 5028402
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 5}
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id: 5028403
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 7}
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id: 5028404
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 11}
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id: 5028405
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 13}
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id: 5028406
{'charpoly_factorization': [[[-40, 2, 1], 1]], 'hecke_orbit_code': 198158383637865694, 'p': 17}
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id: 5028407
{'charpoly_factorization': [[[-40, 2, 1], 1]], 'hecke_orbit_code': 198158383637865694, 'p': 19}
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id: 5028408
{'charpoly_factorization': [[[-32, 6, 1], 1]], 'hecke_orbit_code': 198158383637865694, 'p': 23}
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id: 5028409
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 29}
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id: 5028410
{'charpoly_factorization': [[[-40, 2, 1], 1]], 'hecke_orbit_code': 198158383637865694, 'p': 31}
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id: 5028411
{'charpoly_factorization': [[[-40, -2, 1], 1]], 'hecke_orbit_code': 198158383637865694, 'p': 37}
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id: 5028412
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 41}
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id: 5028413
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 43}
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id: 5028414
{'charpoly_factorization': [[[8, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 47}
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id: 5028415
{'charpoly_factorization': [[[-32, -6, 1], 1]], 'hecke_orbit_code': 198158383637865694, 'p': 53}
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id: 5028416
{'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 59}
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id: 5028417
{'charpoly_factorization': [[[-164, 0, 1], 1]], 'hecke_orbit_code': 198158383637865694, 'p': 61}
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id: 5028418
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 67}
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id: 5028419
{'charpoly_factorization': [[[-160, 4, 1], 1]], 'hecke_orbit_code': 198158383637865694, 'p': 71}
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id: 5028420
{'charpoly_factorization': [[[8, 14, 1], 1]], 'hecke_orbit_code': 198158383637865694, 'p': 73}
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id: 5028421
{'charpoly_factorization': [[[-160, 4, 1], 1]], 'hecke_orbit_code': 198158383637865694, 'p': 79}
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id: 5028422
{'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 83}
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id: 5028423
{'charpoly_factorization': [[[10, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 89}
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id: 5028424
{'charpoly_factorization': [[[-10, 1], 2]], 'hecke_orbit_code': 198158383637865694, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 45, 'label': '9438.2.a.bs', 'level': 9438, 'portrait': 'data:image/png;base64,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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 275662000
{'hecke_orbit_code': 198158383637865694, 'n': 1, 'trace_an': 2}
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id: 275662001
{'hecke_orbit_code': 198158383637865694, 'n': 2, 'trace_an': -2}
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id: 275662002
{'hecke_orbit_code': 198158383637865694, 'n': 3, 'trace_an': 2}
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id: 275662003
{'hecke_orbit_code': 198158383637865694, 'n': 4, 'trace_an': 2}
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id: 275662004
{'hecke_orbit_code': 198158383637865694, 'n': 5, 'trace_an': 4}
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id: 275662005
{'hecke_orbit_code': 198158383637865694, 'n': 6, 'trace_an': -2}
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id: 275662006
{'hecke_orbit_code': 198158383637865694, 'n': 7, 'trace_an': 0}
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id: 275662007
{'hecke_orbit_code': 198158383637865694, 'n': 8, 'trace_an': -2}
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id: 275662008
{'hecke_orbit_code': 198158383637865694, 'n': 9, 'trace_an': 2}
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id: 275662009
{'hecke_orbit_code': 198158383637865694, 'n': 10, 'trace_an': -4}
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id: 275662010
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id: 275662992
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id: 275662994
{'hecke_orbit_code': 198158383637865694, 'n': 995, 'trace_an': 64}
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{'hecke_orbit_code': 198158383637865694, 'n': 996, 'trace_an': 8}
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id: 275662996
{'hecke_orbit_code': 198158383637865694, 'n': 997, 'trace_an': -24}
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id: 275662997
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id: 275662998
{'hecke_orbit_code': 198158383637865694, 'n': 999, 'trace_an': 2}
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id: 275662999
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