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{'Nk2': 36864, 'analytic_conductor': 179.93377467885412, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [576, 1, [127, 325, 65], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 60, 'field_disc_factorization': [[2, 2], [3, 1], [5, 1]], 'field_poly': [-15, 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': 1, 'hecke_cutters': [[5, [-70, 1]], [7, [-1244160, 0, 1]], [11, [-52565760, 0, 1]]], 'hecke_orbit': 37, 'hecke_orbit_code': 162129586719556160, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 144, 'hecke_ring_index_factorization': [[2, 4], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '576.8.a.bk', 'level': 576, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '32.8.a.c', 'nf_label': '2.2.60.1', 'prim_orbit_index': 1, 'qexp_display': 'q+70q^{5}+2\\beta q^{7}-13\\beta q^{11}-13758q^{13}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '576.8.a', 'trace_display': [0, 0, 140, 0], 'trace_hash': 312063383263309393, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.068', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.954', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.419', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.320', 'prec': 20}, {'__RealLiteral__': 0, 'data': '4.355', 'prec': 17}, {'__RealLiteral__': 0, 'data': '149.163', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [2, 0, 0, 0, 140, 0, 0, 0, 0, 0, 0, 0, -27516, 0, 0, 0, -33988, 0, 0, 0, 0, 0, 0, 0, -146450, 0, 0, 0, 68380, 0, 0, 0, 0, 0, 0, 0, -70412, 0, 0, 0, 969100, 0, 0, 0, 0, 0, 0, 0, 841234, 0, 0, 0, 1703404, 0, 0, 0, 0, 0, 0, 0, -143260, 0, 0, 0, -1926120, 0, 0, 0, 0, 0, 0, 0, 7824084, 0, 0, 0, -16174080, 0, 0, 0, 0, 0, 0, 0, -2379160, 0, 0, 0, 5021260, 0, 0, 0, 0, 0, 0, 0, -100188, 0, 0, 0, 30070796, 0, 0, 0, 0, 0, 0, 0, -35613948, 0, 0, 0, 37699804, 0, 0, 0, 0, 0, 0, 0, 66157178, 0, 0, 0, -21189000, 0, 0, 0, 0, 0, 0, 0, -75893760, 0, 0, 0, 37749068, 0, 0, 0, 0, 0, 0, 0, 4786600, 0, 0, 0, -68892308, 0, 0, 0, 0, 0, 0, 0, 40917412, 0, 0, 0, 72161280, 0, 0, 0, 0, 0, 0, 0, 253068094, 0, 0, 0, -17884996, 0, 0, 0, 0, 0, 0, 0, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'ALdims': [15, 20, 13, 21], 'Nk2': 36864, 'analytic_conductor': 179.93377467885412, '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': [576, 1, [127, 325, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 648, 'dim': 69, 'eis_dim': 48, 'eis_new_dim': 2, 'hecke_cutter_primes': [5, 7, 11], 'hecke_orbit_code': 134218304, '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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4], 'label': '576.8.a', 'level': 576, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 696, 'mf_new_dim': 71, 'num_forms': 46, 'plus_dim': 36, 'prim_orbit_index': 1, 'relative_dim': 69, 'sturm_bound': 768, 'trace_bound': 11, 'trace_display': 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mf_twists_nf • Show schema
Hide schema
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id: 396915
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 37, 'source_is_minimal': False, 'source_label': '576.8.a.bk', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '32.8.a.c', 'target_level': 32, 'twist_class_label': '32.8.a.c', 'twist_class_level': 32, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
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id: 396916
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 37, 'source_is_minimal': False, 'source_label': '576.8.a.bk', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '32.8.a.c', 'target_level': 32, 'twist_class_label': '32.8.a.c', 'twist_class_level': 32, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
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id: 396917
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 37, 'source_is_minimal': False, 'source_label': '576.8.a.bk', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '64.8.a.i', 'target_level': 64, 'twist_class_label': '32.8.a.c', 'twist_class_level': 32, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 396918
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 37, 'source_is_minimal': False, 'source_label': '576.8.a.bk', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '64.8.a.i', 'target_level': 64, 'twist_class_label': '32.8.a.c', 'twist_class_level': 32, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 396919
{'conductor': 48, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 37, 'source_is_minimal': False, 'source_label': '576.8.a.bk', 'source_level': 576, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '256.8.b.i', 'target_level': 256, 'twist_class_label': '32.8.a.c', 'twist_class_level': 32, 'twisting_char_label': '48.i', 'twisting_char_orbit': 9, 'weight': 8}
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id: 396920
{'conductor': 48, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 37, 'source_is_minimal': False, 'source_label': '576.8.a.bk', 'source_level': 576, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '256.8.b.i', 'target_level': 256, 'twist_class_label': '32.8.a.c', 'twist_class_level': 32, 'twisting_char_label': '48.k', 'twisting_char_orbit': 11, 'weight': 8}
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id: 396921
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 37, 'source_is_minimal': False, 'source_label': '576.8.a.bk', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '288.8.a.k', 'target_level': 288, 'twist_class_label': '32.8.a.c', 'twist_class_level': 32, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 396922
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 37, 'source_is_minimal': False, 'source_label': '576.8.a.bk', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '288.8.a.k', 'target_level': 288, 'twist_class_label': '32.8.a.c', 'twist_class_level': 32, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
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id: 396923
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 37, 'source_is_minimal': False, 'source_label': '576.8.a.bk', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 37, 'target_is_minimal': False, 'target_label': '576.8.a.bk', 'target_level': 576, 'twist_class_label': '32.8.a.c', 'twist_class_level': 32, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 396924
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 37, 'source_is_minimal': False, 'source_label': '576.8.a.bk', 'source_level': 576, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 37, 'target_is_minimal': False, 'target_label': '576.8.a.bk', 'target_level': 576, 'twist_class_label': '32.8.a.c', 'twist_class_level': 32, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1073775
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 162129586719556160, 'p': 2}
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id: 1073776
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 162129586719556160, 'p': 3}
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id: 1073777
{'charpoly_factorization': [[[-70, 1], 2]], 'hecke_orbit_code': 162129586719556160, 'p': 5}
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id: 1073778
{'charpoly_factorization': [[[-1244160, 0, 1], 1]], 'hecke_orbit_code': 162129586719556160, 'p': 7}
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id: 1073779
{'charpoly_factorization': [[[-52565760, 0, 1], 1]], 'hecke_orbit_code': 162129586719556160, 'p': 11}
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id: 1073780
{'charpoly_factorization': [[[13758, 1], 2]], 'hecke_orbit_code': 162129586719556160, 'p': 13}
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id: 1073781
{'charpoly_factorization': [[[16994, 1], 2]], 'hecke_orbit_code': 162129586719556160, 'p': 17}
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id: 1073782
{'charpoly_factorization': [[[-1157379840, 0, 1], 1]], 'hecke_orbit_code': 162129586719556160, 'p': 19}
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id: 1073783
{'charpoly_factorization': [[[-1046338560, 0, 1], 1]], 'hecke_orbit_code': 162129586719556160, 'p': 23}
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id: 1073784
{'charpoly_factorization': [[[-34190, 1], 2]], 'hecke_orbit_code': 162129586719556160, 'p': 29}
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id: 1073785
{'charpoly_factorization': [[[-14511882240, 0, 1], 1]], 'hecke_orbit_code': 162129586719556160, 'p': 31}
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id: 1073786
{'charpoly_factorization': [[[35206, 1], 2]], 'hecke_orbit_code': 162129586719556160, 'p': 37}
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id: 1073787
{'charpoly_factorization': [[[-484550, 1], 2]], 'hecke_orbit_code': 162129586719556160, 'p': 41}
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id: 1073788
{'charpoly_factorization': [[[-451637856000, 0, 1], 1]], 'hecke_orbit_code': 162129586719556160, 'p': 43}
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id: 1073789
{'charpoly_factorization': [[[-1456567971840, 0, 1], 1]], 'hecke_orbit_code': 162129586719556160, 'p': 47}
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id: 1073790
{'charpoly_factorization': [[[-851702, 1], 2]], 'hecke_orbit_code': 162129586719556160, 'p': 53}
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id: 1073791
{'charpoly_factorization': [[[-483669999360, 0, 1], 1]], 'hecke_orbit_code': 162129586719556160, 'p': 59}
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id: 1073792
{'charpoly_factorization': [[[71630, 1], 2]], 'hecke_orbit_code': 162129586719556160, 'p': 61}
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id: 1073793
{'charpoly_factorization': [[[-94432055040, 0, 1], 1]], 'hecke_orbit_code': 162129586719556160, 'p': 67}
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id: 1073794
{'charpoly_factorization': [[[-573608770560, 0, 1], 1]], 'hecke_orbit_code': 162129586719556160, 'p': 71}
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id: 1073795
{'charpoly_factorization': [[[-3912042, 1], 2]], 'hecke_orbit_code': 162129586719556160, 'p': 73}
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id: 1073796
{'charpoly_factorization': [[[-98940579840, 0, 1], 1]], 'hecke_orbit_code': 162129586719556160, 'p': 79}
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id: 1073797
{'charpoly_factorization': [[[-2360801376000, 0, 1], 1]], 'hecke_orbit_code': 162129586719556160, 'p': 83}
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id: 1073798
{'charpoly_factorization': [[[-2510630, 1], 2]], 'hecke_orbit_code': 162129586719556160, 'p': 89}
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id: 1073799
{'charpoly_factorization': [[[50094, 1], 2]], 'hecke_orbit_code': 162129586719556160, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 37, 'label': '576.8.a.bk', 'level': 576, 'portrait': 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', 'weight': 8}
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mf_hecke_traces • Show schema
Hide schema
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id: 271570000
{'hecke_orbit_code': 162129586719556160, 'n': 1, 'trace_an': 2}
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id: 271570001
{'hecke_orbit_code': 162129586719556160, 'n': 2, 'trace_an': 0}
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id: 271570002
{'hecke_orbit_code': 162129586719556160, 'n': 3, 'trace_an': 0}
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id: 271570003
{'hecke_orbit_code': 162129586719556160, 'n': 4, 'trace_an': 0}
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id: 271570004
{'hecke_orbit_code': 162129586719556160, 'n': 5, 'trace_an': 140}
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id: 271570005
{'hecke_orbit_code': 162129586719556160, 'n': 6, 'trace_an': 0}
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id: 271570006
{'hecke_orbit_code': 162129586719556160, 'n': 7, 'trace_an': 0}
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