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mf_newforms • Show schema
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{'Nk2': 7128, 'analytic_conductor': 31.755996322970166, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [198, 3, [155, 145], [1, 3]], 'cm_discs': [], 'conrey_index': 67, 'dim': 24, 'has_non_self_twist': 1, 'hecke_orbit': 2, 'hecke_orbit_code': 4503874605940934, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '198.6.e.b', 'level': 198, '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, 11], 'level_radical': 66, 'minimal_twist': '198.6.e.b', 'prim_orbit_index': 3, 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label 198.6.e.b does not appear in mf_hecke_nf
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mf_newspaces • Show schema
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{'Nk2': 7128, 'analytic_conductor': 31.755996322970166, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [198, 3, [155, 145], [1, 3]], 'conrey_index': 67, 'cusp_dim': 352, 'dim': 100, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_orbit_code': 274978570438, 'hecke_orbit_dims': [24, 24, 26, 26], 'label': '198.6.e', 'level': 198, '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, 11], 'level_radical': 66, 'mf_dim': 368, 'mf_new_dim': 100, 'num_forms': 4, 'prim_orbit_index': 3, 'relative_dim': 50, 'sturm_bound': 216, 'trace_bound': 2, 'trace_display': [0, 2, 158, 116], 'traces': [100, 0, 2, -800, 158, 160, 116, 0, -318, 0, 242, 32, -724, 1648, -966, -12800, -2136, -2272, 248, 2528, 15056, 0, 11276, -1280, -34556, -16224, -3580, -3712, 3980, 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mf_twists_nf • Show schema
Hide schema
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id: 164741
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 24, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '198.6.e.b', 'source_level': 198, 'target_char_orbit': 5, 'target_dim': 24, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '198.6.e.b', 'target_level': 198, 'twist_class_label': '198.6.e.b', 'twist_class_level': 198, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 164742
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 24, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '198.6.e.b', 'source_level': 198, 'target_char_orbit': 5, 'target_dim': 24, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '198.6.e.b', 'target_level': 198, 'twist_class_label': '198.6.e.b', 'twist_class_level': 198, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 164743
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 24, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '198.6.e.b', 'source_level': 198, 'target_char_orbit': 5, 'target_dim': 24, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '594.6.e.a', 'target_level': 594, 'twist_class_label': '198.6.e.b', 'twist_class_level': 198, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 164744
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 24, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '198.6.e.b', 'source_level': 198, 'target_char_orbit': 5, 'target_dim': 24, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '594.6.e.a', 'target_level': 594, 'twist_class_label': '198.6.e.b', 'twist_class_level': 198, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 6}
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hecke_orbit_code 4503874605940934 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 5, 'hecke_orbit': 2, 'label': '198.6.e.b', 'level': 198, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 22244221
{'hecke_orbit_code': 4503874605940934, 'n': 1, 'trace_an': 24}
-
id: 22244222
{'hecke_orbit_code': 4503874605940934, 'n': 2, 'trace_an': 48}
-
id: 22244223
{'hecke_orbit_code': 4503874605940934, 'n': 3, 'trace_an': 21}
-
id: 22244224
{'hecke_orbit_code': 4503874605940934, 'n': 4, 'trace_an': -192}
-
id: 22244225
{'hecke_orbit_code': 4503874605940934, 'n': 5, 'trace_an': -7}
-
id: 22244226
{'hecke_orbit_code': 4503874605940934, 'n': 6, 'trace_an': 168}
-
id: 22244227
{'hecke_orbit_code': 4503874605940934, 'n': 7, 'trace_an': 24}
-
id: 22244228
{'hecke_orbit_code': 4503874605940934, 'n': 8, 'trace_an': -1536}
-
id: 22244229
{'hecke_orbit_code': 4503874605940934, 'n': 9, 'trace_an': -543}
-
id: 22244230
{'hecke_orbit_code': 4503874605940934, 'n': 10, 'trace_an': -56}
-
id: 22244231
{'hecke_orbit_code': 4503874605940934, 'n': 11, 'trace_an': -1452}
-
id: 22244232
{'hecke_orbit_code': 4503874605940934, 'n': 12, 'trace_an': 336}
-
id: 22244233
{'hecke_orbit_code': 4503874605940934, 'n': 13, 'trace_an': -688}
-
id: 22244234
{'hecke_orbit_code': 4503874605940934, 'n': 14, 'trace_an': -96}
-
id: 22244235
{'hecke_orbit_code': 4503874605940934, 'n': 15, 'trace_an': -1500}
-
id: 22244236
{'hecke_orbit_code': 4503874605940934, 'n': 16, 'trace_an': -3072}
-
id: 22244237
{'hecke_orbit_code': 4503874605940934, 'n': 17, 'trace_an': 3512}
-
id: 22244238
{'hecke_orbit_code': 4503874605940934, 'n': 18, 'trace_an': 1164}
-
id: 22244239
{'hecke_orbit_code': 4503874605940934, 'n': 19, 'trace_an': -3836}
-
id: 22244240
{'hecke_orbit_code': 4503874605940934, 'n': 20, 'trace_an': -112}
-
id: 22244241
{'hecke_orbit_code': 4503874605940934, 'n': 21, 'trace_an': 1842}
-
id: 22244242
{'hecke_orbit_code': 4503874605940934, 'n': 22, 'trace_an': 5808}
-
id: 22244243
{'hecke_orbit_code': 4503874605940934, 'n': 23, 'trace_an': -680}
-
id: 22244244
{'hecke_orbit_code': 4503874605940934, 'n': 24, 'trace_an': -1344}
-
id: 22244245
{'hecke_orbit_code': 4503874605940934, 'n': 25, 'trace_an': -7759}
-
id: 22244246
{'hecke_orbit_code': 4503874605940934, 'n': 26, 'trace_an': -5504}
-
id: 22244247
{'hecke_orbit_code': 4503874605940934, 'n': 27, 'trace_an': 3024}
-
id: 22244248
{'hecke_orbit_code': 4503874605940934, 'n': 28, 'trace_an': -768}
-
id: 22244249
{'hecke_orbit_code': 4503874605940934, 'n': 29, 'trace_an': -3210}
-
id: 22244250
{'hecke_orbit_code': 4503874605940934, 'n': 30, 'trace_an': -4596}
-
id: 22244251
{'hecke_orbit_code': 4503874605940934, 'n': 31, 'trace_an': 857}
-
id: 22244252
{'hecke_orbit_code': 4503874605940934, 'n': 32, 'trace_an': 12288}
-
id: 22244253
{'hecke_orbit_code': 4503874605940934, 'n': 33, 'trace_an': -5082}
-
id: 22244254
{'hecke_orbit_code': 4503874605940934, 'n': 34, 'trace_an': 7024}
-
id: 22244255
{'hecke_orbit_code': 4503874605940934, 'n': 35, 'trace_an': 29824}
-
id: 22244256
{'hecke_orbit_code': 4503874605940934, 'n': 36, 'trace_an': 13344}
-
id: 22244257
{'hecke_orbit_code': 4503874605940934, 'n': 37, 'trace_an': 7166}
-
id: 22244258
{'hecke_orbit_code': 4503874605940934, 'n': 38, 'trace_an': -7672}
-
id: 22244259
{'hecke_orbit_code': 4503874605940934, 'n': 39, 'trace_an': -23076}
-
id: 22244260
{'hecke_orbit_code': 4503874605940934, 'n': 40, 'trace_an': 448}
-
id: 22244261
{'hecke_orbit_code': 4503874605940934, 'n': 41, 'trace_an': -27726}
-
id: 22244262
{'hecke_orbit_code': 4503874605940934, 'n': 42, 'trace_an': -10680}
-
id: 22244263
{'hecke_orbit_code': 4503874605940934, 'n': 43, 'trace_an': -15092}
-
id: 22244264
{'hecke_orbit_code': 4503874605940934, 'n': 44, 'trace_an': 46464}
-
id: 22244265
{'hecke_orbit_code': 4503874605940934, 'n': 45, 'trace_an': 38667}
-
id: 22244266
{'hecke_orbit_code': 4503874605940934, 'n': 46, 'trace_an': -5440}
-
id: 22244267
{'hecke_orbit_code': 4503874605940934, 'n': 47, 'trace_an': -28938}
-
id: 22244268
{'hecke_orbit_code': 4503874605940934, 'n': 48, 'trace_an': -10752}
-
id: 22244269
{'hecke_orbit_code': 4503874605940934, 'n': 49, 'trace_an': 17322}
-
id: 22244270
{'hecke_orbit_code': 4503874605940934, 'n': 50, 'trace_an': 31036}
-
id: 22244271
{'hecke_orbit_code': 4503874605940934, 'n': 51, 'trace_an': 37032}
-
id: 22244272
{'hecke_orbit_code': 4503874605940934, 'n': 52, 'trace_an': -11008}
-
id: 22244273
{'hecke_orbit_code': 4503874605940934, 'n': 53, 'trace_an': -12652}
-
id: 22244274
{'hecke_orbit_code': 4503874605940934, 'n': 54, 'trace_an': 59832}
-
id: 22244275
{'hecke_orbit_code': 4503874605940934, 'n': 55, 'trace_an': 1694}
-
id: 22244276
{'hecke_orbit_code': 4503874605940934, 'n': 56, 'trace_an': -1536}
-
id: 22244277
{'hecke_orbit_code': 4503874605940934, 'n': 57, 'trace_an': -168660}
-
id: 22244278
{'hecke_orbit_code': 4503874605940934, 'n': 58, 'trace_an': 12840}
-
id: 22244279
{'hecke_orbit_code': 4503874605940934, 'n': 59, 'trace_an': -33123}
-
id: 22244280
{'hecke_orbit_code': 4503874605940934, 'n': 60, 'trace_an': 5616}
-
id: 22244281
{'hecke_orbit_code': 4503874605940934, 'n': 61, 'trace_an': 36262}
-
id: 22244282
{'hecke_orbit_code': 4503874605940934, 'n': 62, 'trace_an': 6856}
-
id: 22244283
{'hecke_orbit_code': 4503874605940934, 'n': 63, 'trace_an': 47496}
-
id: 22244284
{'hecke_orbit_code': 4503874605940934, 'n': 64, 'trace_an': 98304}
-
id: 22244285
{'hecke_orbit_code': 4503874605940934, 'n': 65, 'trace_an': -31470}
-
id: 22244286
{'hecke_orbit_code': 4503874605940934, 'n': 66, 'trace_an': -10164}
-
id: 22244287
{'hecke_orbit_code': 4503874605940934, 'n': 67, 'trace_an': 35563}
-
id: 22244288
{'hecke_orbit_code': 4503874605940934, 'n': 68, 'trace_an': -28096}
-
id: 22244289
{'hecke_orbit_code': 4503874605940934, 'n': 69, 'trace_an': 123459}
-
id: 22244290
{'hecke_orbit_code': 4503874605940934, 'n': 70, 'trace_an': 59648}
-
id: 22244291
{'hecke_orbit_code': 4503874605940934, 'n': 71, 'trace_an': 295146}
-
id: 22244292
{'hecke_orbit_code': 4503874605940934, 'n': 72, 'trace_an': 34752}
-
id: 22244293
{'hecke_orbit_code': 4503874605940934, 'n': 73, 'trace_an': 12056}
-
id: 22244294
{'hecke_orbit_code': 4503874605940934, 'n': 74, 'trace_an': 14332}
-
id: 22244295
{'hecke_orbit_code': 4503874605940934, 'n': 75, 'trace_an': -244221}
-
id: 22244296
{'hecke_orbit_code': 4503874605940934, 'n': 76, 'trace_an': 30688}
-
id: 22244297
{'hecke_orbit_code': 4503874605940934, 'n': 77, 'trace_an': 2904}
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