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mf_newforms • Show schema
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{'Nk2': 1813, 'analytic_conductor': 8.512001093934487, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 37, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 4, 'char_parity': -1, 'char_values': [37, 4, [2], [3]], 'cm_discs': [], 'conrey_index': 6, 'dim': 36, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206275870757, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 37, 4, -1, 4, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '37.7.d.a', 'level': 37, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'minimal_twist': '37.7.d.a', 'prim_orbit_index': 4, 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mf_hecke_cc • Show schema
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{'Nk2': 1813, 'analytic_conductor': 8.512001093934487, 'char_conductor': 37, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 4, 'char_parity': -1, 'char_values': [37, 4, [2], [3]], 'conrey_index': 6, 'cusp_dim': 36, 'dim': 36, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206275870757, 'hecke_orbit_dims': [36], 'label': '37.7.d', 'level': 37, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'mf_dim': 40, 'mf_new_dim': 40, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 18, 'sturm_bound': 22, 'trace_bound': 0, 'trace_display': [-4, 0, -256, -4], 'traces': [36, -4, 0, 0, -256, 126, -4, 168, -7140, -1876, 0, 11104, -2904, -7678, 4288, -44824, 2064, 6222, -4954, -43084, 0, -39810, 21966, 79188, 0, 66604, 0, 0, 69500, 0, -32418, -141992, 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mf_twists_cc • Show schema
Hide schema
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id: 2234249
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 6, 'source_dim': 36, 'source_embedding_index': 12, 'source_hecke_orbit_code': 206275870757, 'source_is_minimal': True, 'source_label': '37.7.d.a.6.12', 'source_level': 37, 'target_conrey_index': 6, 'target_dim': 36, 'target_embedding_index': 12, 'target_hecke_orbit_code': 206275870757, 'target_is_minimal': True, 'target_label': '37.7.d.a.6.12', 'target_level': 37, 'twist_class_label': '37.7.d.a.6.12', 'twist_class_level': 37, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
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id: 2234250
{'conductor': 37, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 6, 'source_dim': 36, 'source_embedding_index': 12, 'source_hecke_orbit_code': 206275870757, 'source_is_minimal': True, 'source_label': '37.7.d.a.6.12', 'source_level': 37, 'target_conrey_index': 31, 'target_dim': 36, 'target_embedding_index': 12, 'target_hecke_orbit_code': 206275870757, 'target_is_minimal': True, 'target_label': '37.7.d.a.31.12', 'target_level': 37, 'twist_class_label': '37.7.d.a.6.12', 'twist_class_level': 37, 'twisting_char_label': '37.31', 'twisting_conrey_index': 31, 'weight': 7}
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hecke_orbit_code 206275870757 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '37.7.d.a', 'level': 37, 'portrait': 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', 'weight': 7}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 7052754
{'hecke_orbit_code': 206275870757, 'n': 1, 'trace_an': 36}
-
id: 7052755
{'hecke_orbit_code': 206275870757, 'n': 2, 'trace_an': -4}
-
id: 7052756
{'hecke_orbit_code': 206275870757, 'n': 3, 'trace_an': 0}
-
id: 7052757
{'hecke_orbit_code': 206275870757, 'n': 4, 'trace_an': 0}
-
id: 7052758
{'hecke_orbit_code': 206275870757, 'n': 5, 'trace_an': -256}
-
id: 7052759
{'hecke_orbit_code': 206275870757, 'n': 6, 'trace_an': 126}
-
id: 7052760
{'hecke_orbit_code': 206275870757, 'n': 7, 'trace_an': -4}
-
id: 7052761
{'hecke_orbit_code': 206275870757, 'n': 8, 'trace_an': 168}
-
id: 7052762
{'hecke_orbit_code': 206275870757, 'n': 9, 'trace_an': -7140}
-
id: 7052763
{'hecke_orbit_code': 206275870757, 'n': 10, 'trace_an': -1876}
-
id: 7052764
{'hecke_orbit_code': 206275870757, 'n': 11, 'trace_an': 0}
-
id: 7052765
{'hecke_orbit_code': 206275870757, 'n': 12, 'trace_an': 11104}
-
id: 7052766
{'hecke_orbit_code': 206275870757, 'n': 13, 'trace_an': -2904}
-
id: 7052767
{'hecke_orbit_code': 206275870757, 'n': 14, 'trace_an': -7678}
-
id: 7052768
{'hecke_orbit_code': 206275870757, 'n': 15, 'trace_an': 4288}
-
id: 7052769
{'hecke_orbit_code': 206275870757, 'n': 16, 'trace_an': -44824}
-
id: 7052770
{'hecke_orbit_code': 206275870757, 'n': 17, 'trace_an': 2064}
-
id: 7052771
{'hecke_orbit_code': 206275870757, 'n': 18, 'trace_an': 6222}
-
id: 7052772
{'hecke_orbit_code': 206275870757, 'n': 19, 'trace_an': -4954}
-
id: 7052773
{'hecke_orbit_code': 206275870757, 'n': 20, 'trace_an': -43084}
-
id: 7052774
{'hecke_orbit_code': 206275870757, 'n': 21, 'trace_an': 0}
-
id: 7052775
{'hecke_orbit_code': 206275870757, 'n': 22, 'trace_an': -39810}
-
id: 7052776
{'hecke_orbit_code': 206275870757, 'n': 23, 'trace_an': 21966}
-
id: 7052777
{'hecke_orbit_code': 206275870757, 'n': 24, 'trace_an': 79188}
-
id: 7052778
{'hecke_orbit_code': 206275870757, 'n': 25, 'trace_an': 0}
-
id: 7052779
{'hecke_orbit_code': 206275870757, 'n': 26, 'trace_an': 66604}
-
id: 7052780
{'hecke_orbit_code': 206275870757, 'n': 27, 'trace_an': 0}
-
id: 7052781
{'hecke_orbit_code': 206275870757, 'n': 28, 'trace_an': 0}
-
id: 7052782
{'hecke_orbit_code': 206275870757, 'n': 29, 'trace_an': 69500}
-
id: 7052783
{'hecke_orbit_code': 206275870757, 'n': 30, 'trace_an': 0}
-
id: 7052784
{'hecke_orbit_code': 206275870757, 'n': 31, 'trace_an': -32418}
-
id: 7052785
{'hecke_orbit_code': 206275870757, 'n': 32, 'trace_an': -141992}
-
id: 7052786
{'hecke_orbit_code': 206275870757, 'n': 33, 'trace_an': 54752}
-
id: 7052787
{'hecke_orbit_code': 206275870757, 'n': 34, 'trace_an': 256508}
-
id: 7052788
{'hecke_orbit_code': 206275870757, 'n': 35, 'trace_an': -26164}
-
id: 7052789
{'hecke_orbit_code': 206275870757, 'n': 36, 'trace_an': 0}
-
id: 7052790
{'hecke_orbit_code': 206275870757, 'n': 37, 'trace_an': 180242}
-
id: 7052791
{'hecke_orbit_code': 206275870757, 'n': 38, 'trace_an': 329032}
-
id: 7052792
{'hecke_orbit_code': 206275870757, 'n': 39, 'trace_an': -60088}
-
id: 7052793
{'hecke_orbit_code': 206275870757, 'n': 40, 'trace_an': 0}
-
id: 7052794
{'hecke_orbit_code': 206275870757, 'n': 41, 'trace_an': 0}
-
id: 7052795
{'hecke_orbit_code': 206275870757, 'n': 42, 'trace_an': -346014}
-
id: 7052796
{'hecke_orbit_code': 206275870757, 'n': 43, 'trace_an': -144514}
-
id: 7052797
{'hecke_orbit_code': 206275870757, 'n': 44, 'trace_an': -294896}
-
id: 7052798
{'hecke_orbit_code': 206275870757, 'n': 45, 'trace_an': 842152}
-
id: 7052799
{'hecke_orbit_code': 206275870757, 'n': 46, 'trace_an': -522736}
-
id: 7052800
{'hecke_orbit_code': 206275870757, 'n': 47, 'trace_an': -157076}
-
id: 7052801
{'hecke_orbit_code': 206275870757, 'n': 48, 'trace_an': 0}
-
id: 7052802
{'hecke_orbit_code': 206275870757, 'n': 49, 'trace_an': 405652}
-
id: 7052803
{'hecke_orbit_code': 206275870757, 'n': 50, 'trace_an': 46176}
-
id: 7052804
{'hecke_orbit_code': 206275870757, 'n': 51, 'trace_an': -624984}
-
id: 7052805
{'hecke_orbit_code': 206275870757, 'n': 52, 'trace_an': -161884}
-
id: 7052806
{'hecke_orbit_code': 206275870757, 'n': 53, 'trace_an': -512988}
-
id: 7052807
{'hecke_orbit_code': 206275870757, 'n': 54, 'trace_an': 541150}
-
id: 7052808
{'hecke_orbit_code': 206275870757, 'n': 55, 'trace_an': 824640}
-
id: 7052809
{'hecke_orbit_code': 206275870757, 'n': 56, 'trace_an': -608488}
-
id: 7052810
{'hecke_orbit_code': 206275870757, 'n': 57, 'trace_an': -311992}
-
id: 7052811
{'hecke_orbit_code': 206275870757, 'n': 58, 'trace_an': 0}
-
id: 7052812
{'hecke_orbit_code': 206275870757, 'n': 59, 'trace_an': 187582}
-
id: 7052813
{'hecke_orbit_code': 206275870757, 'n': 60, 'trace_an': -1156764}
-
id: 7052814
{'hecke_orbit_code': 206275870757, 'n': 61, 'trace_an': -1321908}
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