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{'Nk2': 37800, 'analytic_conductor': 75.45862991010996, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, 1], [7, -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': [9450, 1, [9101, 6427, 6751], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 40, 'field_disc_factorization': [[2, 3], [5, 1]], 'field_poly': [-10, 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': [[11, [-2, 1]], [13, [-9, -2, 1]], [17, [-39, -2, 1]], [19, [-3, 1]]], 'hecke_orbit': 128, 'hecke_orbit_code': 571957152709616874, 'hecke_ring_generator_nbound': 13, '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': '9450.2.a.ex', 'level': 9450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'minimal_twist': '9450.2.a.ee', 'nf_label': '2.2.40.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{4}+q^{7}+q^{8}+2q^{11}+(1+\\cdots)q^{13}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9450.2.a', 'trace_display': [2, 0, 0, 2], 'trace_hash': 523715663926322909, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.050', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.462', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '74.231', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.019', 'prec': 17}, 'traces': [2, 2, 0, 2, 0, 0, 2, 2, 0, 0, 4, 0, 2, 2, 0, 2, 2, 0, 6, 0, 0, 4, -4, 0, 0, 2, 0, 2, 10, 0, 0, 2, 0, 2, 0, 0, -4, 6, 0, 0, 8, 0, 0, 4, 0, -4, -2, 0, 2, 0, 0, 2, 6, 0, 0, 2, 0, 10, 12, 0, -14, 0, 0, 2, 0, 0, 12, 2, 0, 0, -8, 0, 4, -4, 0, 6, 4, 0, -10, 0, 0, 8, 0, 0, 0, 0, 0, 4, 10, 0, 2, -4, 0, -2, 0, 0, -4, 2, 0, 0, 12, 0, 0, 2, 0, 6, 4, 0, 12, 0, 0, 2, -4, 0, 0, 10, 0, 12, 2, 0, -14, -14, 0, 0, 0, 0, 10, 2, 0, 0, 8, 0, 6, 12, 0, 2, -24, 0, 12, 0, 0, -8, 4, 0, 0, 4, 0, -4, 18, 0, -10, 6, 0, 4, 0, 0, 42, -10, 0, 0, -4, 0, -12, 8, 0, 0, -24, 0, -4, 0, 0, 0, 32, 0, 0, 4, 0, 10, 38, 0, -26, 2, 0, -4, 0, 0, 4, -2, 0, 0, 0, 0, -42, -4, 0, 2, 6, 0, -4, 0, 0, 12, 10, 0, 0, 0, 0, 2, 12, 0, -12, 6, 0, 4, 0, 0, 0, 12, 0, 0, 42, 0, 8, 2, 0, -4, 12, 0, 42, 0, 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mf_hecke_nf • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [7, -1]], 8, 7], [[[2, -1], [3, 1], [5, 1], [7, -1]], 7, 6], [[[2, 1], [3, 1], [5, -1], [7, -1]], 10, 8], [[[2, -1], [3, 1], [5, -1], [7, -1]], 12, 10], [[[2, 1], [3, 1], [5, 1], [7, -1]], 10, 8], [[[2, 1], [3, -1], [5, -1], [7, -1]], 10, 9], [[[2, 1], [3, -1], [5, 1], [7, -1]], 8, 7], [[[2, -1], [3, -1], [5, 1], [7, 1]], 7, 6], [[[2, -1], [3, -1], [5, -1], [7, 1]], 12, 9], [[[2, 1], [3, -1], [5, -1], [7, 1]], 10, 7], [[[2, 1], [3, -1], [5, 1], [7, 1]], 10, 9], [[[2, -1], [3, 1], [5, 1], [7, 1]], 11, 11], [[[2, -1], [3, -1], [5, 1], [7, -1]], 11, 9], [[[2, 1], [3, 1], [5, 1], [7, 1]], 8, 8], [[[2, -1], [3, 1], [5, -1], [7, 1]], 8, 6], [[[2, 1], [3, 1], [5, -1], [7, 1]], 10, 8]], 'ALdims': [8, 10, 10, 10, 10, 8, 10, 10, 11, 7, 8, 12, 7, 11, 12, 8], 'Nk2': 37800, 'analytic_conductor': 75.45862991010996, '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': [9450, 1, [9101, 6427, 6751], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 2089, 'dim': 152, 'eis_dim': 143, 'eis_new_dim': 0, 'hecke_cutter_primes': [11, 13, 17, 19], 'hecke_orbit_code': 33563882, '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, 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, 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, 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], 'label': '9450.2.a', 'level': 9450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 2232, 'mf_new_dim': 152, 'num_forms': 128, 'plus_dim': 66, 'prim_orbit_index': 1, 'relative_dim': 152, 'sturm_bound': 4320, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 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mf_twists_nf • Show schema
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id: 1433860
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 128, 'source_is_minimal': True, 'source_label': '9450.2.a.ex', 'source_level': 9450, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 109, 'target_is_minimal': True, 'target_label': '9450.2.a.ee', 'target_level': 9450, 'twist_class_label': '9450.2.a.ee', 'twist_class_level': 9450, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1433861
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 128, 'source_is_minimal': True, 'source_label': '9450.2.a.ex', 'source_level': 9450, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 112, 'target_is_minimal': True, 'target_label': '9450.2.a.eh', 'target_level': 9450, 'twist_class_label': '9450.2.a.ee', 'twist_class_level': 9450, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1433862
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 128, 'source_is_minimal': True, 'source_label': '9450.2.a.ex', 'source_level': 9450, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 117, 'target_is_minimal': True, 'target_label': '9450.2.a.em', 'target_level': 9450, 'twist_class_label': '9450.2.a.ee', 'twist_class_level': 9450, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1433863
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 128, 'source_is_minimal': True, 'source_label': '9450.2.a.ex', 'source_level': 9450, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 128, 'target_is_minimal': True, 'target_label': '9450.2.a.ex', 'target_level': 9450, 'twist_class_label': '9450.2.a.ee', 'twist_class_level': 9450, '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: 4946400
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 571957152709616874, 'p': 2}
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id: 4946401
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 571957152709616874, 'p': 3}
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id: 4946402
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 571957152709616874, 'p': 5}
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id: 4946403
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 571957152709616874, 'p': 7}
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id: 4946404
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 571957152709616874, 'p': 11}
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id: 4946405
{'charpoly_factorization': [[[-9, -2, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 13}
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id: 4946406
{'charpoly_factorization': [[[-39, -2, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 17}
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id: 4946407
{'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 571957152709616874, 'p': 19}
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id: 4946408
{'charpoly_factorization': [[[-6, 4, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 23}
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id: 4946409
{'charpoly_factorization': [[[15, -10, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 29}
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id: 4946410
{'charpoly_factorization': [[[-40, 0, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 31}
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id: 4946411
{'charpoly_factorization': [[[-86, 4, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 37}
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id: 4946412
{'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 571957152709616874, 'p': 41}
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id: 4946413
{'charpoly_factorization': [[[-10, 0, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 43}
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id: 4946414
{'charpoly_factorization': [[[-89, 2, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 47}
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id: 4946415
{'charpoly_factorization': [[[-1, -6, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 53}
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id: 4946416
{'charpoly_factorization': [[[-4, -12, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 59}
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id: 4946417
{'charpoly_factorization': [[[39, 14, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 61}
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id: 4946418
{'charpoly_factorization': [[[-54, -12, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 67}
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id: 4946419
{'charpoly_factorization': [[[-24, 8, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 71}
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id: 4946420
{'charpoly_factorization': [[[-36, -4, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 73}
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id: 4946421
{'charpoly_factorization': [[[-65, 10, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 79}
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id: 4946422
{'charpoly_factorization': [[[-10, 0, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 83}
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id: 4946423
{'charpoly_factorization': [[[-5, 1], 2]], 'hecke_orbit_code': 571957152709616874, 'p': 89}
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id: 4946424
{'charpoly_factorization': [[[-86, 4, 1], 1]], 'hecke_orbit_code': 571957152709616874, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 128, 'label': '9450.2.a.ex', 'level': 9450, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 281218000
{'hecke_orbit_code': 571957152709616874, 'n': 1, 'trace_an': 2}
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id: 281218001
{'hecke_orbit_code': 571957152709616874, 'n': 2, 'trace_an': 2}
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id: 281218002
{'hecke_orbit_code': 571957152709616874, 'n': 3, 'trace_an': 0}
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id: 281218003
{'hecke_orbit_code': 571957152709616874, 'n': 4, 'trace_an': 2}
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id: 281218004
{'hecke_orbit_code': 571957152709616874, 'n': 5, 'trace_an': 0}
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id: 281218005
{'hecke_orbit_code': 571957152709616874, 'n': 6, 'trace_an': 0}
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id: 281218006
{'hecke_orbit_code': 571957152709616874, 'n': 7, 'trace_an': 2}
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id: 281218007
{'hecke_orbit_code': 571957152709616874, 'n': 8, 'trace_an': 2}
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id: 281218008
{'hecke_orbit_code': 571957152709616874, 'n': 9, 'trace_an': 0}
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id: 281218009
{'hecke_orbit_code': 571957152709616874, 'n': 10, 'trace_an': 0}
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id: 281218010
{'hecke_orbit_code': 571957152709616874, 'n': 11, 'trace_an': 4}
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id: 281218011
{'hecke_orbit_code': 571957152709616874, 'n': 12, 'trace_an': 0}
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id: 281218012
{'hecke_orbit_code': 571957152709616874, 'n': 13, 'trace_an': 2}
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id: 281218013
{'hecke_orbit_code': 571957152709616874, 'n': 14, 'trace_an': 2}
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id: 281218014
{'hecke_orbit_code': 571957152709616874, 'n': 15, 'trace_an': 0}
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id: 281218015
{'hecke_orbit_code': 571957152709616874, 'n': 16, 'trace_an': 2}
-
id: 281218016
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id: 281218998
{'hecke_orbit_code': 571957152709616874, 'n': 999, 'trace_an': 0}
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id: 281218999
{'hecke_orbit_code': 571957152709616874, 'n': 1000, 'trace_an': 0}