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mf_newforms • Show schema
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{'Nk2': 2124, 'analytic_conductor': 4.240056347329989, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 59, 'char_degree': 28, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 29, 'char_parity': 1, 'char_values': [531, 29, [119, 415], [29, 19]], 'cm_discs': [], 'conrey_index': 19, 'dim': 112, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [3481, 67201, 2979147, 61344920, 3454433969, 28162041119, 77178817410, 363662418323, -5799539154279, -24027338089852, 708433902846713, -6617102815542711, 42922691052002081, -202633506982058586, 666665420811071899, -1436787716200864063, 1713560216619630670, -207188045132511262, -1659364313396495772, -3143514727496884348, 18865591772172076784, -28692516316481545785, 2570590152974923222, 50456772635601282573, -65051518526478792554, 10591580774630866682, 28195386502676164810, 64972853558932220573, -280590630378879505278, 450558178277980943445, -401940891826925489560, 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mf_hecke_cc • Show schema
Hide schema
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'embedding_m': 98, 'hecke_orbit': 1, 'hecke_orbit_code': 549789368851, 'label': '531.2.i.a.433.2', 'level': 531, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 2124, 'analytic_conductor': 4.240056347329989, 'char_conductor': 59, 'char_degree': 28, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 29, 'char_parity': 1, 'char_values': [531, 29, [119, 415], [29, 19]], 'conrey_index': 19, 'cusp_dim': 1568, 'dim': 672, 'eis_dim': 224, 'eis_new_dim': 56, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 549789368851, 'hecke_orbit_dims': [112, 140, 140, 280], 'label': '531.2.i', 'level': 531, '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': [3, 59], 'level_radical': 177, 'mf_dim': 1792, 'mf_new_dim': 728, 'num_forms': 4, 'prim_orbit_index': 3, 'relative_dim': 24, 'sturm_bound': 120, 'trace_bound': 2, 'trace_display': [26, 0, 25, -31], 'traces': [672, 26, 0, -50, 25, 0, -31, 20, 0, -27, 27, 0, -23, 31, 0, -44, 26, 0, -15, 21, 0, -25, 13, 0, -49, 39, 0, -27, 41, 0, -21, 8, 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mf_twists_cc • Show schema
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id: 6404305
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 433, 'source_dim': 112, 'source_embedding_index': 2, 'source_hecke_orbit_code': 549789368851, 'source_is_minimal': False, 'source_label': '531.2.i.a.433.2', 'source_level': 531, 'target_conrey_index': 433, 'target_dim': 112, 'target_embedding_index': 2, 'target_hecke_orbit_code': 549789368851, 'target_is_minimal': False, 'target_label': '531.2.i.a.433.2', 'target_level': 531, 'twist_class_label': '59.2.c.a.3.3', 'twist_class_level': 59, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 6404306
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 433, 'source_dim': 112, 'source_embedding_index': 2, 'source_hecke_orbit_code': 549789368851, 'source_is_minimal': False, 'source_label': '531.2.i.a.433.2', 'source_level': 531, 'target_conrey_index': 20, 'target_dim': 112, 'target_embedding_index': 3, 'target_hecke_orbit_code': 137472507963, 'target_is_minimal': True, 'target_label': '59.2.c.a.20.3', 'target_level': 59, 'twist_class_label': '59.2.c.a.3.3', 'twist_class_level': 59, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 6404307
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 433, 'source_dim': 112, 'source_embedding_index': 2, 'source_hecke_orbit_code': 549789368851, 'source_is_minimal': False, 'source_label': '531.2.i.a.433.2', 'source_level': 531, 'target_conrey_index': 433, 'target_dim': 112, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008023922017200, 'target_is_minimal': False, 'target_label': '944.2.m.c.433.1', 'target_level': 944, 'twist_class_label': '59.2.c.a.3.3', 'twist_class_level': 59, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 2}
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id: 6404308
{'conductor': 59, 'degree': 28, 'order': 29, 'parity': 1, 'source_conrey_index': 433, 'source_dim': 112, 'source_embedding_index': 2, 'source_hecke_orbit_code': 549789368851, 'source_is_minimal': False, 'source_label': '531.2.i.a.433.2', 'source_level': 531, 'target_conrey_index': 298, 'target_dim': 112, 'target_embedding_index': 2, 'target_hecke_orbit_code': 549789368851, 'target_is_minimal': False, 'target_label': '531.2.i.a.298.2', 'target_level': 531, 'twist_class_label': '59.2.c.a.3.3', 'twist_class_level': 59, 'twisting_char_label': '59.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 6404309
{'conductor': 177, 'degree': 28, 'order': 58, 'parity': 1, 'source_conrey_index': 433, 'source_dim': 112, 'source_embedding_index': 2, 'source_hecke_orbit_code': 549789368851, 'source_is_minimal': False, 'source_label': '531.2.i.a.433.2', 'source_level': 531, 'target_conrey_index': 1, 'target_dim': 56, 'target_embedding_index': 30, 'target_hecke_orbit_code': 72057594071485849, 'target_is_minimal': False, 'target_label': '3481.2.a.q.1.30', 'target_level': 3481, 'twist_class_label': '59.2.c.a.3.3', 'twist_class_level': 59, 'twisting_char_label': '177.11', 'twisting_conrey_index': 11, 'weight': 2}
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id: 6404310
{'conductor': 177, 'degree': 28, 'order': 58, 'parity': -1, 'source_conrey_index': 433, 'source_dim': 112, 'source_embedding_index': 2, 'source_hecke_orbit_code': 549789368851, 'source_is_minimal': False, 'source_label': '531.2.i.a.433.2', 'source_level': 531, 'target_conrey_index': 3, 'target_dim': 112, 'target_embedding_index': 3, 'target_hecke_orbit_code': 137472507963, 'target_is_minimal': True, 'target_label': '59.2.c.a.3.3', 'target_level': 59, 'twist_class_label': '59.2.c.a.3.3', 'twist_class_level': 59, 'twisting_char_label': '177.62', 'twisting_conrey_index': 62, 'weight': 2}
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id: 6404311
{'conductor': 177, 'degree': 28, 'order': 58, 'parity': -1, 'source_conrey_index': 433, 'source_dim': 112, 'source_embedding_index': 2, 'source_hecke_orbit_code': 549789368851, 'source_is_minimal': False, 'source_label': '531.2.i.a.433.2', 'source_level': 531, 'target_conrey_index': 1, 'target_dim': 56, 'target_embedding_index': 27, 'target_hecke_orbit_code': 67553994444115353, 'target_is_minimal': False, 'target_label': '3481.2.a.p.1.27', 'target_level': 3481, 'twist_class_label': '59.2.c.a.3.3', 'twist_class_level': 59, 'twisting_char_label': '177.107', 'twisting_conrey_index': 107, 'weight': 2}
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id: 6404312
{'conductor': 708, 'degree': 28, 'order': 58, 'parity': 1, 'source_conrey_index': 433, 'source_dim': 112, 'source_embedding_index': 2, 'source_hecke_orbit_code': 549789368851, 'source_is_minimal': False, 'source_label': '531.2.i.a.433.2', 'source_level': 531, 'target_conrey_index': 593, 'target_dim': 112, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008023922017200, 'target_is_minimal': False, 'target_label': '944.2.m.c.593.1', 'target_level': 944, 'twist_class_label': '59.2.c.a.3.3', 'twist_class_level': 59, 'twisting_char_label': '708.239', 'twisting_conrey_index': 239, 'weight': 2}
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hecke_orbit_code 549789368851 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 9, 'hecke_orbit': 1, 'label': '531.2.i.a', 'level': 531, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 38079000
{'hecke_orbit_code': 549789368851, 'n': 1, 'trace_an': 112}
-
id: 38079001
{'hecke_orbit_code': 549789368851, 'n': 2, 'trace_an': 26}
-
id: 38079002
{'hecke_orbit_code': 549789368851, 'n': 3, 'trace_an': 0}
-
id: 38079003
{'hecke_orbit_code': 549789368851, 'n': 4, 'trace_an': -30}
-
id: 38079004
{'hecke_orbit_code': 549789368851, 'n': 5, 'trace_an': 25}
-
id: 38079005
{'hecke_orbit_code': 549789368851, 'n': 6, 'trace_an': 0}
-
id: 38079006
{'hecke_orbit_code': 549789368851, 'n': 7, 'trace_an': -23}
-
id: 38079007
{'hecke_orbit_code': 549789368851, 'n': 8, 'trace_an': 8}
-
id: 38079008
{'hecke_orbit_code': 549789368851, 'n': 9, 'trace_an': 0}
-
id: 38079009
{'hecke_orbit_code': 549789368851, 'n': 10, 'trace_an': -3}
-
id: 38079010
{'hecke_orbit_code': 549789368851, 'n': 11, 'trace_an': 15}
-
id: 38079011
{'hecke_orbit_code': 549789368851, 'n': 12, 'trace_an': 0}
-
id: 38079012
{'hecke_orbit_code': 549789368851, 'n': 13, 'trace_an': -23}
-
id: 38079013
{'hecke_orbit_code': 549789368851, 'n': 14, 'trace_an': -13}
-
id: 38079014
{'hecke_orbit_code': 549789368851, 'n': 15, 'trace_an': 0}
-
id: 38079015
{'hecke_orbit_code': 549789368851, 'n': 16, 'trace_an': -8}
-
id: 38079016
{'hecke_orbit_code': 549789368851, 'n': 17, 'trace_an': 10}
-
id: 38079017
{'hecke_orbit_code': 549789368851, 'n': 18, 'trace_an': 0}
-
id: 38079018
{'hecke_orbit_code': 549789368851, 'n': 19, 'trace_an': -15}
-
id: 38079019
{'hecke_orbit_code': 549789368851, 'n': 20, 'trace_an': -7}
-
id: 38079020
{'hecke_orbit_code': 549789368851, 'n': 21, 'trace_an': 0}
-
id: 38079021
{'hecke_orbit_code': 549789368851, 'n': 22, 'trace_an': -1}
-
id: 38079022
{'hecke_orbit_code': 549789368851, 'n': 23, 'trace_an': -3}
-
id: 38079023
{'hecke_orbit_code': 549789368851, 'n': 24, 'trace_an': 0}
-
id: 38079024
{'hecke_orbit_code': 549789368851, 'n': 25, 'trace_an': -5}
-
id: 38079025
{'hecke_orbit_code': 549789368851, 'n': 26, 'trace_an': -5}
-
id: 38079026
{'hecke_orbit_code': 549789368851, 'n': 27, 'trace_an': 0}
-
id: 38079027
{'hecke_orbit_code': 549789368851, 'n': 28, 'trace_an': 29}
-
id: 38079028
{'hecke_orbit_code': 549789368851, 'n': 29, 'trace_an': 13}
-
id: 38079029
{'hecke_orbit_code': 549789368851, 'n': 30, 'trace_an': 0}
-
id: 38079030
{'hecke_orbit_code': 549789368851, 'n': 31, 'trace_an': 3}
-
id: 38079031
{'hecke_orbit_code': 549789368851, 'n': 32, 'trace_an': -36}
-
id: 38079032
{'hecke_orbit_code': 549789368851, 'n': 33, 'trace_an': 0}
-
id: 38079033
{'hecke_orbit_code': 549789368851, 'n': 34, 'trace_an': 27}
-
id: 38079034
{'hecke_orbit_code': 549789368851, 'n': 35, 'trace_an': -28}
-
id: 38079035
{'hecke_orbit_code': 549789368851, 'n': 36, 'trace_an': 0}
-
id: 38079036
{'hecke_orbit_code': 549789368851, 'n': 37, 'trace_an': -9}
-
id: 38079037
{'hecke_orbit_code': 549789368851, 'n': 38, 'trace_an': -31}
-
id: 38079038
{'hecke_orbit_code': 549789368851, 'n': 39, 'trace_an': 0}
-
id: 38079039
{'hecke_orbit_code': 549789368851, 'n': 40, 'trace_an': 79}
-
id: 38079040
{'hecke_orbit_code': 549789368851, 'n': 41, 'trace_an': -23}
-
id: 38079041
{'hecke_orbit_code': 549789368851, 'n': 42, 'trace_an': 0}
-
id: 38079042
{'hecke_orbit_code': 549789368851, 'n': 43, 'trace_an': 19}
-
id: 38079043
{'hecke_orbit_code': 549789368851, 'n': 44, 'trace_an': -43}
-
id: 38079044
{'hecke_orbit_code': 549789368851, 'n': 45, 'trace_an': 0}
-
id: 38079045
{'hecke_orbit_code': 549789368851, 'n': 46, 'trace_an': -31}
-
id: 38079046
{'hecke_orbit_code': 549789368851, 'n': 47, 'trace_an': -10}
-
id: 38079047
{'hecke_orbit_code': 549789368851, 'n': 48, 'trace_an': 0}
-
id: 38079048
{'hecke_orbit_code': 549789368851, 'n': 49, 'trace_an': -31}
-
id: 38079049
{'hecke_orbit_code': 549789368851, 'n': 50, 'trace_an': 60}
-
id: 38079050
{'hecke_orbit_code': 549789368851, 'n': 51, 'trace_an': 0}
-
id: 38079051
{'hecke_orbit_code': 549789368851, 'n': 52, 'trace_an': -75}
-
id: 38079052
{'hecke_orbit_code': 549789368851, 'n': 53, 'trace_an': 23}
-
id: 38079053
{'hecke_orbit_code': 549789368851, 'n': 54, 'trace_an': 0}
-
id: 38079054
{'hecke_orbit_code': 549789368851, 'n': 55, 'trace_an': -24}
-
id: 38079055
{'hecke_orbit_code': 549789368851, 'n': 56, 'trace_an': 103}
-
id: 38079056
{'hecke_orbit_code': 549789368851, 'n': 57, 'trace_an': 0}
-
id: 38079057
{'hecke_orbit_code': 549789368851, 'n': 58, 'trace_an': 12}
-
id: 38079058
{'hecke_orbit_code': 549789368851, 'n': 59, 'trace_an': 33}
-
id: 38079059
{'hecke_orbit_code': 549789368851, 'n': 60, 'trace_an': 0}
-
id: 38079060
{'hecke_orbit_code': 549789368851, 'n': 61, 'trace_an': -47}
-
id: 38079061
{'hecke_orbit_code': 549789368851, 'n': 62, 'trace_an': 39}
-
id: 38079062
{'hecke_orbit_code': 549789368851, 'n': 63, 'trace_an': 0}
-
id: 38079063
{'hecke_orbit_code': 549789368851, 'n': 64, 'trace_an': -152}
-
id: 38079064
{'hecke_orbit_code': 549789368851, 'n': 65, 'trace_an': 16}
-
id: 38079065
{'hecke_orbit_code': 549789368851, 'n': 66, 'trace_an': 0}
-
id: 38079066
{'hecke_orbit_code': 549789368851, 'n': 67, 'trace_an': -19}
-
id: 38079067
{'hecke_orbit_code': 549789368851, 'n': 68, 'trace_an': 5}
-
id: 38079068
{'hecke_orbit_code': 549789368851, 'n': 69, 'trace_an': 0}
-
id: 38079069
{'hecke_orbit_code': 549789368851, 'n': 70, 'trace_an': 23}
-
id: 38079070
{'hecke_orbit_code': 549789368851, 'n': 71, 'trace_an': 18}
-
id: 38079071
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