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{'Nk2': 18144, 'analytic_conductor': 80.83344518574224, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [504, 1, [127, 253, 281, 73], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 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': [[5, [-64, 1]], [11, [-54, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197492257272, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '504.6.a.h', 'level': 504, '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, 3, 7], 'level_radical': 42, 'minimal_twist': '168.6.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{6}q^{5}+7^{2}q^{7}+54q^{11}+738q^{13}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '504.6.a', 'trace_display': [0, 0, 64, 49], 'trace_hash': 1933140254285370911, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.018', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.056', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'ALdims': [4, 4, 6, 5, 4, 4, 5, 6], 'Nk2': 18144, 'analytic_conductor': 80.83344518574224, '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': [504, 1, [127, 253, 281, 73], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 464, 'dim': 38, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100663800, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '504.6.a', 'level': 504, '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, 3, 7], 'level_radical': 42, 'mf_dim': 496, 'mf_new_dim': 38, 'num_forms': 23, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 38, 'sturm_bound': 576, 'trace_bound': 7, 'trace_display': [0, 0, 98, 0], 'traces': [38, 0, 0, 0, 98, 0, 0, 0, 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0, 25446092, 0, 90364740, 0, 0, 0, 94045494, 0, 78843224, 0, 0, 0, -32777672, 0, 4528384, 0, 0, 0, 47704888, 0, -48841370, 0, 0, 0, -94648664, 0, -7679328, 0, 0, 0, -98194580, 0, 34916720, 0, 0, 0, 70387216, 0, -68657618, 0, 0, 0, -1651888, 0, -40573648, 0, 0, 0, -169163508, 0, 10325514, 0, 0, 0, 21631022, 0, -46259920, 0, 0, 0, -26197152, 0, -109161414, 0, 0, 0, -24097344, 0, 86106114, 0, 0, 0, 52981536, 0, 40717828, 0, 0, 0, -83910368, 0, -26438360, 0, 0, 0, 20695836, 0, 7453520, 0, 0, 0, 140743916, 0, -157888744, 0, 0, 0, 36020044, 0, -20884976, 0, 0, 0, 125078648, 0, 84516872, 0, 0, 0, -42072248, 0, 84678656, 0, 0, 0, -106987236, 0, -17822552, 0, 0, 0, 105819464, 0, -181779056, 0, 0, 0, -19598334, 0, -62275872, 0, 0, 0, -145272224, 0, -1367032, 0, 0, 0, -65831552, 0, 2146494, 0, 0, 0, -102903120, 0, 27702292, 0, 0, 0, 25736370, 0, 31033280, 0, 0, 0, 115303948, 0, -165207628, 0, 0, 0, -82789036, 0, -41944848, 0, 0, 0, 40315240, 0, 123095862, 0, 0, 0, 141821476, 0, -166583656, 0, 0, 0, 102346754, 0, 43420370, 0, 0, 0, -6508820, 0, 10031880, 0, 0, 0, -120697284, 0, -31029612, 0, 0, 0, -76477696, 0, -54882112, 0, 0, 0, 102002960, 0, 19754918, 0, 0, 0], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 357190
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '504.6.a.h', 'source_level': 504, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '168.6.a.d', 'target_level': 168, 'twist_class_label': '168.6.a.d', 'twist_class_level': 168, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 357191
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '504.6.a.h', 'source_level': 504, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '336.6.a.c', 'target_level': 336, 'twist_class_label': '168.6.a.d', 'twist_class_level': 168, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 357192
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '504.6.a.h', 'source_level': 504, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '504.6.a.h', 'target_level': 504, 'twist_class_label': '168.6.a.d', 'twist_class_level': 168, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 357193
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '504.6.a.h', 'source_level': 504, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '1008.6.a.z', 'target_level': 1008, 'twist_class_label': '168.6.a.d', 'twist_class_level': 168, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 976800
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 2}
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id: 976801
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 3}
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id: 976802
{'charpoly_factorization': [[[-64, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 5}
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id: 976803
{'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 7}
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id: 976804
{'charpoly_factorization': [[[-54, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 11}
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id: 976805
{'charpoly_factorization': [[[-738, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 13}
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id: 976806
{'charpoly_factorization': [[[-848, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 17}
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id: 976807
{'charpoly_factorization': [[[1604, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 19}
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id: 976808
{'charpoly_factorization': [[[-3670, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 23}
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id: 976809
{'charpoly_factorization': [[[-4330, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 29}
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id: 976810
{'charpoly_factorization': [[[4760, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 31}
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id: 976811
{'charpoly_factorization': [[[2094, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 37}
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id: 976812
{'charpoly_factorization': [[[-6116, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 41}
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id: 976813
{'charpoly_factorization': [[[-7916, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 43}
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id: 976814
{'charpoly_factorization': [[[6572, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 47}
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id: 976815
{'charpoly_factorization': [[[-7894, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 53}
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id: 976816
{'charpoly_factorization': [[[-41664, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 59}
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id: 976817
{'charpoly_factorization': [[[26570, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 61}
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id: 976818
{'charpoly_factorization': [[[41736, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 67}
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id: 976819
{'charpoly_factorization': [[[83574, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 71}
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id: 976820
{'charpoly_factorization': [[[42314, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 73}
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id: 976821
{'charpoly_factorization': [[[-508, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 79}
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id: 976822
{'charpoly_factorization': [[[-8364, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 83}
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id: 976823
{'charpoly_factorization': [[[-49220, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 89}
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id: 976824
{'charpoly_factorization': [[[-159670, 1], 1]], 'hecke_orbit_code': 31525197492257272, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '504.6.a.h', 'level': 504, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 49479733
{'hecke_orbit_code': 31525197492257272, 'n': 1, 'trace_an': 1}
-
id: 49479734
{'hecke_orbit_code': 31525197492257272, 'n': 2, 'trace_an': 0}
-
id: 49479735
{'hecke_orbit_code': 31525197492257272, 'n': 3, 'trace_an': 0}
-
id: 49479736
{'hecke_orbit_code': 31525197492257272, 'n': 4, 'trace_an': 0}
-
id: 49479737
{'hecke_orbit_code': 31525197492257272, 'n': 5, 'trace_an': 64}
-
id: 49479738
{'hecke_orbit_code': 31525197492257272, 'n': 6, 'trace_an': 0}
-
id: 49479739
{'hecke_orbit_code': 31525197492257272, 'n': 7, 'trace_an': 49}
-
id: 49479740
{'hecke_orbit_code': 31525197492257272, 'n': 8, 'trace_an': 0}
-
id: 49479741
{'hecke_orbit_code': 31525197492257272, 'n': 9, 'trace_an': 0}
-
id: 49479742
{'hecke_orbit_code': 31525197492257272, 'n': 10, 'trace_an': 0}
-
id: 49479743
{'hecke_orbit_code': 31525197492257272, 'n': 11, 'trace_an': 54}
-
id: 49479744
{'hecke_orbit_code': 31525197492257272, 'n': 12, 'trace_an': 0}
-
id: 49479745
{'hecke_orbit_code': 31525197492257272, 'n': 13, 'trace_an': 738}
-
id: 49479746
{'hecke_orbit_code': 31525197492257272, 'n': 14, 'trace_an': 0}
-
id: 49479747
{'hecke_orbit_code': 31525197492257272, 'n': 15, 'trace_an': 0}
-
id: 49479748
{'hecke_orbit_code': 31525197492257272, 'n': 16, 'trace_an': 0}
-
id: 49479749
{'hecke_orbit_code': 31525197492257272, 'n': 17, 'trace_an': 848}
-
id: 49479750
{'hecke_orbit_code': 31525197492257272, 'n': 18, 'trace_an': 0}
-
id: 49479751
{'hecke_orbit_code': 31525197492257272, 'n': 19, 'trace_an': -1604}
-
id: 49479752
{'hecke_orbit_code': 31525197492257272, 'n': 20, 'trace_an': 0}
-
id: 49479753
{'hecke_orbit_code': 31525197492257272, 'n': 21, 'trace_an': 0}
-
id: 49479754
{'hecke_orbit_code': 31525197492257272, 'n': 22, 'trace_an': 0}
-
id: 49479755
{'hecke_orbit_code': 31525197492257272, 'n': 23, 'trace_an': 3670}
-
id: 49479756
{'hecke_orbit_code': 31525197492257272, 'n': 24, 'trace_an': 0}
-
id: 49479757
{'hecke_orbit_code': 31525197492257272, 'n': 25, 'trace_an': 971}
-
id: 49479758
{'hecke_orbit_code': 31525197492257272, 'n': 26, 'trace_an': 0}
-
id: 49479759
{'hecke_orbit_code': 31525197492257272, 'n': 27, 'trace_an': 0}
-
id: 49479760
{'hecke_orbit_code': 31525197492257272, 'n': 28, 'trace_an': 0}
-
id: 49479761
{'hecke_orbit_code': 31525197492257272, 'n': 29, 'trace_an': 4330}
-
id: 49479762
{'hecke_orbit_code': 31525197492257272, 'n': 30, 'trace_an': 0}
-
id: 49479763
{'hecke_orbit_code': 31525197492257272, 'n': 31, 'trace_an': -4760}
-
id: 49479764
{'hecke_orbit_code': 31525197492257272, 'n': 32, 'trace_an': 0}
-
id: 49479765
{'hecke_orbit_code': 31525197492257272, 'n': 33, 'trace_an': 0}
-
id: 49479766
{'hecke_orbit_code': 31525197492257272, 'n': 34, 'trace_an': 0}
-
id: 49479767
{'hecke_orbit_code': 31525197492257272, 'n': 35, 'trace_an': 3136}
-
id: 49479768
{'hecke_orbit_code': 31525197492257272, 'n': 36, 'trace_an': 0}
-
id: 49479769
{'hecke_orbit_code': 31525197492257272, 'n': 37, 'trace_an': -2094}
-
id: 49479770
{'hecke_orbit_code': 31525197492257272, 'n': 38, 'trace_an': 0}
-
id: 49479771
{'hecke_orbit_code': 31525197492257272, 'n': 39, 'trace_an': 0}
-
id: 49479772
{'hecke_orbit_code': 31525197492257272, 'n': 40, 'trace_an': 0}
-
id: 49479773
{'hecke_orbit_code': 31525197492257272, 'n': 41, 'trace_an': 6116}
-
id: 49479774
{'hecke_orbit_code': 31525197492257272, 'n': 42, 'trace_an': 0}
-
id: 49479775
{'hecke_orbit_code': 31525197492257272, 'n': 43, 'trace_an': 7916}
-
id: 49479776
{'hecke_orbit_code': 31525197492257272, 'n': 44, 'trace_an': 0}
-
id: 49479777
{'hecke_orbit_code': 31525197492257272, 'n': 45, 'trace_an': 0}
-
id: 49479778
{'hecke_orbit_code': 31525197492257272, 'n': 46, 'trace_an': 0}
-
id: 49479779
{'hecke_orbit_code': 31525197492257272, 'n': 47, 'trace_an': -6572}
-
id: 49479780
{'hecke_orbit_code': 31525197492257272, 'n': 48, 'trace_an': 0}
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