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mf_newforms • Show schema
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{'Nk2': 2420, 'analytic_conductor': 12.707145053474482, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 20, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [20, 2, [11, 17], [1, 1]], 'cm_discs': [], 'conrey_index': 19, 'dim': 24, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [20712001879922408790530457600, 0, -4296719597795414433792000, 0, 283487924231943782400, 0, -7756847217446400, 0, 93360281616, 0, -503592, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511005225091092, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0], [1, 1, 5, 2, 1, 2, 0], [1, 1, 20, 4, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '20.11.d.d', 'level': 20, '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, 5], 'level_radical': 10, 'minimal_twist': '20.11.d.d', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 24, 'rm_discs': [], 'sato_tate_group': '10.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '20.11.d', 'trace_display': [0, 0, 8280, 0], 'traces': [24, 0, 0, 608, 8280, -19584, 0, 0, 597192, 223600, 0, 0, 0, -1706016, 0, -4733376, 0, 0, 0, 1631520, -13030368, 0, 0, 10190784, 8826200, -9454368, 0, 0, 121656816, 103616160, 0, 0, 0, -335231168, 0, -276632160, 0, 0, 0, -559048000, 892843248, 0, 0, 766329600, -248162040, 433181216, 0, 0, -738102008, 765396000, 0, 0, 0, 139387968, 0, -2629032384, 0, 0, 0, 296160000, 228563248, 0, 0, -1875284992, -2069145600, -1440259200, 0, 0, -943422432, 3242642240, 0, 0, 0, 21045467232, 0, 828422400, 0, 0, 0, 11736799680, -5619065544, 0, 0, -28069573632, -18119744000, 8163556416, 0, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 2420, 'analytic_conductor': 12.707145053474482, 'char_conductor': 20, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [20, 2, [11, 17], [1, 1]], 'conrey_index': 19, 'cusp_dim': 28, 'dim': 28, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 206342979604, 'hecke_orbit_dims': [1, 1, 2, 24], 'label': '20.11.d', 'level': 20, '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, 5], 'level_radical': 10, 'mf_dim': 32, 'mf_new_dim': 32, 'num_forms': 4, 'prim_orbit_index': 4, 'relative_dim': 28, 'sturm_bound': 33, 'trace_bound': 2, 'trace_display': [0, 0, 1556, 0], 'traces': [28, 0, 0, 608, 1556, -4480, 0, 0, 472388, 24176, 0, 0, 0, 429280, 0, -539072, 0, 0, 0, -4283104, 2717440, 0, 0, 25657280, 9050876, 9191136, 0, 0, -19342184, 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mf_twists_cc • Show schema
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id: 43163642
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 24, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511005225091092, 'source_is_minimal': True, 'source_label': '20.11.d.d.19.2', 'source_level': 20, 'target_conrey_index': 19, 'target_dim': 24, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511005225091092, 'target_is_minimal': True, 'target_label': '20.11.d.d.19.2', 'target_level': 20, 'twist_class_label': '20.11.d.d.19.1', 'twist_class_level': 20, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 11}
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id: 43163643
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 24, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511005225091092, 'source_is_minimal': True, 'source_label': '20.11.d.d.19.2', 'source_level': 20, 'target_conrey_index': 19, 'target_dim': 24, 'target_embedding_index': 24, 'target_hecke_orbit_code': 13511005225091092, 'target_is_minimal': True, 'target_label': '20.11.d.d.19.24', 'target_level': 20, 'twist_class_label': '20.11.d.d.19.1', 'twist_class_level': 20, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 11}
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id: 43163644
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 24, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511005225091092, 'source_is_minimal': True, 'source_label': '20.11.d.d.19.2', 'source_level': 20, 'target_conrey_index': 51, 'target_dim': 24, 'target_embedding_index': 11, 'target_hecke_orbit_code': 31525266295619684, 'target_is_minimal': False, 'target_label': '100.11.b.h.51.11', 'target_level': 100, 'twist_class_label': '20.11.d.d.19.1', 'twist_class_level': 20, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 11}
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id: 43163645
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 24, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511005225091092, 'source_is_minimal': True, 'source_label': '20.11.d.d.19.2', 'source_level': 20, 'target_conrey_index': 51, 'target_dim': 24, 'target_embedding_index': 14, 'target_hecke_orbit_code': 31525266295619684, 'target_is_minimal': False, 'target_label': '100.11.b.h.51.14', 'target_level': 100, 'twist_class_label': '20.11.d.d.19.1', 'twist_class_level': 20, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 11}
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id: 43163646
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 24, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511005225091092, 'source_is_minimal': True, 'source_label': '20.11.d.d.19.2', 'source_level': 20, 'target_conrey_index': 19, 'target_dim': 24, 'target_embedding_index': 23, 'target_hecke_orbit_code': 13511005225091092, 'target_is_minimal': True, 'target_label': '20.11.d.d.19.23', 'target_level': 20, 'twist_class_label': '20.11.d.d.19.1', 'twist_class_level': 20, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 11}
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id: 43163647
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 24, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511005225091092, 'source_is_minimal': True, 'source_label': '20.11.d.d.19.2', 'source_level': 20, 'target_conrey_index': 51, 'target_dim': 24, 'target_embedding_index': 13, 'target_hecke_orbit_code': 31525266295619684, 'target_is_minimal': False, 'target_label': '100.11.b.h.51.13', 'target_level': 100, 'twist_class_label': '20.11.d.d.19.1', 'twist_class_level': 20, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 11}
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id: 43163648
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 24, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511005225091092, 'source_is_minimal': True, 'source_label': '20.11.d.d.19.2', 'source_level': 20, 'target_conrey_index': 51, 'target_dim': 24, 'target_embedding_index': 12, 'target_hecke_orbit_code': 31525266295619684, 'target_is_minimal': False, 'target_label': '100.11.b.h.51.12', 'target_level': 100, 'twist_class_label': '20.11.d.d.19.1', 'twist_class_level': 20, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 11}
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id: 43163649
{'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 24, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511005225091092, 'source_is_minimal': True, 'source_label': '20.11.d.d.19.2', 'source_level': 20, 'target_conrey_index': 19, 'target_dim': 24, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511005225091092, 'target_is_minimal': True, 'target_label': '20.11.d.d.19.1', 'target_level': 20, 'twist_class_label': '20.11.d.d.19.1', 'twist_class_level': 20, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 11}
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hecke_orbit_code 13511005225091092 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 4, 'hecke_orbit': 4, 'label': '20.11.d.d', 'level': 20, 'portrait': 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', 'weight': 11}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 36376687
{'hecke_orbit_code': 13511005225091092, 'n': 1, 'trace_an': 24}
-
id: 36376688
{'hecke_orbit_code': 13511005225091092, 'n': 2, 'trace_an': 0}
-
id: 36376689
{'hecke_orbit_code': 13511005225091092, 'n': 3, 'trace_an': 0}
-
id: 36376690
{'hecke_orbit_code': 13511005225091092, 'n': 4, 'trace_an': 608}
-
id: 36376691
{'hecke_orbit_code': 13511005225091092, 'n': 5, 'trace_an': 8280}
-
id: 36376692
{'hecke_orbit_code': 13511005225091092, 'n': 6, 'trace_an': -19584}
-
id: 36376693
{'hecke_orbit_code': 13511005225091092, 'n': 7, 'trace_an': 0}
-
id: 36376694
{'hecke_orbit_code': 13511005225091092, 'n': 8, 'trace_an': 0}
-
id: 36376695
{'hecke_orbit_code': 13511005225091092, 'n': 9, 'trace_an': 597192}
-
id: 36376696
{'hecke_orbit_code': 13511005225091092, 'n': 10, 'trace_an': 223600}
-
id: 36376697
{'hecke_orbit_code': 13511005225091092, 'n': 11, 'trace_an': 0}
-
id: 36376698
{'hecke_orbit_code': 13511005225091092, 'n': 12, 'trace_an': 0}
-
id: 36376699
{'hecke_orbit_code': 13511005225091092, 'n': 13, 'trace_an': 0}
-
id: 36376700
{'hecke_orbit_code': 13511005225091092, 'n': 14, 'trace_an': -1706016}
-
id: 36376701
{'hecke_orbit_code': 13511005225091092, 'n': 15, 'trace_an': 0}
-
id: 36376702
{'hecke_orbit_code': 13511005225091092, 'n': 16, 'trace_an': -4733376}
-
id: 36376703
{'hecke_orbit_code': 13511005225091092, 'n': 17, 'trace_an': 0}
-
id: 36376704
{'hecke_orbit_code': 13511005225091092, 'n': 18, 'trace_an': 0}
-
id: 36376705
{'hecke_orbit_code': 13511005225091092, 'n': 19, 'trace_an': 0}
-
id: 36376706
{'hecke_orbit_code': 13511005225091092, 'n': 20, 'trace_an': 1631520}
-
id: 36376707
{'hecke_orbit_code': 13511005225091092, 'n': 21, 'trace_an': -13030368}
-
id: 36376708
{'hecke_orbit_code': 13511005225091092, 'n': 22, 'trace_an': 0}
-
id: 36376709
{'hecke_orbit_code': 13511005225091092, 'n': 23, 'trace_an': 0}
-
id: 36376710
{'hecke_orbit_code': 13511005225091092, 'n': 24, 'trace_an': 10190784}
-
id: 36376711
{'hecke_orbit_code': 13511005225091092, 'n': 25, 'trace_an': 8826200}
-
id: 36376712
{'hecke_orbit_code': 13511005225091092, 'n': 26, 'trace_an': -9454368}
-
id: 36376713
{'hecke_orbit_code': 13511005225091092, 'n': 27, 'trace_an': 0}
-
id: 36376714
{'hecke_orbit_code': 13511005225091092, 'n': 28, 'trace_an': 0}
-
id: 36376715
{'hecke_orbit_code': 13511005225091092, 'n': 29, 'trace_an': 121656816}
-
id: 36376716
{'hecke_orbit_code': 13511005225091092, 'n': 30, 'trace_an': 103616160}
-
id: 36376717
{'hecke_orbit_code': 13511005225091092, 'n': 31, 'trace_an': 0}
-
id: 36376718
{'hecke_orbit_code': 13511005225091092, 'n': 32, 'trace_an': 0}
-
id: 36376719
{'hecke_orbit_code': 13511005225091092, 'n': 33, 'trace_an': 0}
-
id: 36376720
{'hecke_orbit_code': 13511005225091092, 'n': 34, 'trace_an': -335231168}
-
id: 36376721
{'hecke_orbit_code': 13511005225091092, 'n': 35, 'trace_an': 0}
-
id: 36376722
{'hecke_orbit_code': 13511005225091092, 'n': 36, 'trace_an': -276632160}
-
id: 36376723
{'hecke_orbit_code': 13511005225091092, 'n': 37, 'trace_an': 0}
-
id: 36376724
{'hecke_orbit_code': 13511005225091092, 'n': 38, 'trace_an': 0}
-
id: 36376725
{'hecke_orbit_code': 13511005225091092, 'n': 39, 'trace_an': 0}
-
id: 36376726
{'hecke_orbit_code': 13511005225091092, 'n': 40, 'trace_an': -559048000}
-
id: 36376727
{'hecke_orbit_code': 13511005225091092, 'n': 41, 'trace_an': 892843248}
-
id: 36376728
{'hecke_orbit_code': 13511005225091092, 'n': 42, 'trace_an': 0}
-
id: 36376729
{'hecke_orbit_code': 13511005225091092, 'n': 43, 'trace_an': 0}
-
id: 36376730
{'hecke_orbit_code': 13511005225091092, 'n': 44, 'trace_an': 766329600}
-
id: 36376731
{'hecke_orbit_code': 13511005225091092, 'n': 45, 'trace_an': -248162040}
-
id: 36376732
{'hecke_orbit_code': 13511005225091092, 'n': 46, 'trace_an': 433181216}
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