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mf_newforms • Show schema
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{'Nk2': 32000, 'analytic_conductor': 183.05335724510462, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [80, 2, [31, 21, 17], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 28, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [47169668214927066692052734441883273178665470762302973751206953871883967773762097939648523684214634759418609664000000000000, 0, 429669686523560990568051296087075670218596514870748415085501466833857984550763008142823677881802649082108313600000000, 0, 15992505428465147374958329214246888469581294849894340371710561125391899043607741754574994151968934199296000000, 0, 201438131935856441924166104285154632720532440467591289998553274675722225148654722847907614252072960000, 0, 1257203495698204664605533953166154883181626218258722183897362609544339216461949937970813337600, 0, 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'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '40.20.c.a', 'prim_orbit_index': 2, 'related_objects': [], 'relative_dim': 28, 'rm_discs': [], 'sato_tate_group': '19.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.20.c', 'trace_display': [0, 0, -3935164, 0], 'traces': [28, 0, 0, 0, -3935164, 0, 0, 0, -10352560732, 0, -18570995888, 0, 0, 0, -79041415120, 0, 0, 0, 1685869130672, 0, 140419722832, 0, 0, 0, -29558822439924, 0, 0, 0, 160448197635496, 0, -64251929934720, 0, 0, 0, 88899634227664, 0, 0, 0, -4563253596731104, 0, 87868042694936, 0, 0, 0, 3557698140217852, 0, 0, 0, -28923781405647564, 0, -14937379593456000, 0, 0, 0, -28335039172010704, 0, 0, 0, 83879503376835216, 0, 2336306250785000, 0, 0, 0, 23503427909569568, 0, 0, 0, -46927873937137712, 0, -104881848512783264, 0, 0, 0, -1094024007292275040, 0, 0, 0, 795721739900308672, 0, 3593102866196377132, 0, 0, 0, 834124526841485952, 0, 0, 0, 1582238786752844568, 0, -11017818924975052064, 0, 0, 0, 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label 80.20.c.d does not appear in mf_hecke_nf
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mf_newspaces • Show schema
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{'Nk2': 32000, 'analytic_conductor': 183.05335724510462, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [80, 2, [31, 21, 17], [2, 2, 1]], 'conrey_index': 49, 'cusp_dim': 222, 'dim': 56, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137774497872, 'hecke_orbit_dims': [8, 10, 10, 28], 'label': '80.20.c', 'level': 80, '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': 234, 'mf_new_dim': 58, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 56, 'sturm_bound': 240, 'trace_bound': 5, 'trace_display': [0, 0, -1782960, 0], 'traces': [56, 0, 0, 0, -1782960, 0, 0, 0, -20920706408, 0, -14147686144, 0, 0, 0, -171664614752, 0, 0, 0, 580623345472, 0, 1655474954288, 0, 0, 0, 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mf_twists_nf • Show schema
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id: 71514
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 28, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '80.20.c.d', 'source_level': 80, 'target_char_orbit': 3, 'target_dim': 28, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '40.20.c.a', 'target_level': 40, 'twist_class_label': '40.20.c.a', 'twist_class_level': 40, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 20}
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id: 71515
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 28, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '80.20.c.d', 'source_level': 80, 'target_char_orbit': 3, 'target_dim': 28, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '40.20.c.a', 'target_level': 40, 'twist_class_label': '40.20.c.a', 'twist_class_level': 40, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 20}
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id: 71516
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 28, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '80.20.c.d', 'source_level': 80, 'target_char_orbit': 3, 'target_dim': 28, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '80.20.c.d', 'target_level': 80, 'twist_class_label': '40.20.c.a', 'twist_class_level': 40, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 20}
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id: 71517
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 28, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '80.20.c.d', 'source_level': 80, 'target_char_orbit': 3, 'target_dim': 28, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '80.20.c.d', 'target_level': 80, 'twist_class_label': '40.20.c.a', 'twist_class_level': 40, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 20}
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hecke_orbit_code 13510936656609360 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 3, 'hecke_orbit': 4, 'label': '80.20.c.d', 'level': 80, 'portrait': 'data:image/png;base64,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'weight': 20}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 36177253
{'hecke_orbit_code': 13510936656609360, 'n': 1, 'trace_an': 28}
-
id: 36177254
{'hecke_orbit_code': 13510936656609360, 'n': 2, 'trace_an': 0}
-
id: 36177255
{'hecke_orbit_code': 13510936656609360, 'n': 3, 'trace_an': 0}
-
id: 36177256
{'hecke_orbit_code': 13510936656609360, 'n': 4, 'trace_an': 0}
-
id: 36177257
{'hecke_orbit_code': 13510936656609360, 'n': 5, 'trace_an': -3935164}
-
id: 36177258
{'hecke_orbit_code': 13510936656609360, 'n': 6, 'trace_an': 0}
-
id: 36177259
{'hecke_orbit_code': 13510936656609360, 'n': 7, 'trace_an': 0}
-
id: 36177260
{'hecke_orbit_code': 13510936656609360, 'n': 8, 'trace_an': 0}
-
id: 36177261
{'hecke_orbit_code': 13510936656609360, 'n': 9, 'trace_an': -10352560732}
-
id: 36177262
{'hecke_orbit_code': 13510936656609360, 'n': 10, 'trace_an': 0}
-
id: 36177263
{'hecke_orbit_code': 13510936656609360, 'n': 11, 'trace_an': -18570995888}
-
id: 36177264
{'hecke_orbit_code': 13510936656609360, 'n': 12, 'trace_an': 0}
-
id: 36177265
{'hecke_orbit_code': 13510936656609360, 'n': 13, 'trace_an': 0}
-
id: 36177266
{'hecke_orbit_code': 13510936656609360, 'n': 14, 'trace_an': 0}
-
id: 36177267
{'hecke_orbit_code': 13510936656609360, 'n': 15, 'trace_an': -79041415120}
-
id: 36177268
{'hecke_orbit_code': 13510936656609360, 'n': 16, 'trace_an': 0}
-
id: 36177269
{'hecke_orbit_code': 13510936656609360, 'n': 17, 'trace_an': 0}
-
id: 36177270
{'hecke_orbit_code': 13510936656609360, 'n': 18, 'trace_an': 0}
-
id: 36177271
{'hecke_orbit_code': 13510936656609360, 'n': 19, 'trace_an': 1685869130672}
-
id: 36177272
{'hecke_orbit_code': 13510936656609360, 'n': 20, 'trace_an': 0}
-
id: 36177273
{'hecke_orbit_code': 13510936656609360, 'n': 21, 'trace_an': 140419722832}
-
id: 36177274
{'hecke_orbit_code': 13510936656609360, 'n': 22, 'trace_an': 0}
-
id: 36177275
{'hecke_orbit_code': 13510936656609360, 'n': 23, 'trace_an': 0}
-
id: 36177276
{'hecke_orbit_code': 13510936656609360, 'n': 24, 'trace_an': 0}
-
id: 36177277
{'hecke_orbit_code': 13510936656609360, 'n': 25, 'trace_an': -29558822439924}
-
id: 36177278
{'hecke_orbit_code': 13510936656609360, 'n': 26, 'trace_an': 0}
-
id: 36177279
{'hecke_orbit_code': 13510936656609360, 'n': 27, 'trace_an': 0}
-
id: 36177280
{'hecke_orbit_code': 13510936656609360, 'n': 28, 'trace_an': 0}
-
id: 36177281
{'hecke_orbit_code': 13510936656609360, 'n': 29, 'trace_an': 160448197635496}
-
id: 36177282
{'hecke_orbit_code': 13510936656609360, 'n': 30, 'trace_an': 0}
-
id: 36177283
{'hecke_orbit_code': 13510936656609360, 'n': 31, 'trace_an': -64251929934720}
-
id: 36177284
{'hecke_orbit_code': 13510936656609360, 'n': 32, 'trace_an': 0}
-
id: 36177285
{'hecke_orbit_code': 13510936656609360, 'n': 33, 'trace_an': 0}
-
id: 36177286
{'hecke_orbit_code': 13510936656609360, 'n': 34, 'trace_an': 0}
-
id: 36177287
{'hecke_orbit_code': 13510936656609360, 'n': 35, 'trace_an': 88899634227664}
-
id: 36177288
{'hecke_orbit_code': 13510936656609360, 'n': 36, 'trace_an': 0}
-
id: 36177289
{'hecke_orbit_code': 13510936656609360, 'n': 37, 'trace_an': 0}
-
id: 36177290
{'hecke_orbit_code': 13510936656609360, 'n': 38, 'trace_an': 0}
-
id: 36177291
{'hecke_orbit_code': 13510936656609360, 'n': 39, 'trace_an': -4563253596731104}
-
id: 36177292
{'hecke_orbit_code': 13510936656609360, 'n': 40, 'trace_an': 0}
-
id: 36177293
{'hecke_orbit_code': 13510936656609360, 'n': 41, 'trace_an': 87868042694936}
-
id: 36177294
{'hecke_orbit_code': 13510936656609360, 'n': 42, 'trace_an': 0}
-
id: 36177295
{'hecke_orbit_code': 13510936656609360, 'n': 43, 'trace_an': 0}
-
id: 36177296
{'hecke_orbit_code': 13510936656609360, 'n': 44, 'trace_an': 0}
-
id: 36177297
{'hecke_orbit_code': 13510936656609360, 'n': 45, 'trace_an': 3557698140217852}
-
id: 36177298
{'hecke_orbit_code': 13510936656609360, 'n': 46, 'trace_an': 0}
-
id: 36177299
{'hecke_orbit_code': 13510936656609360, 'n': 47, 'trace_an': 0}
-
id: 36177300
{'hecke_orbit_code': 13510936656609360, 'n': 48, 'trace_an': 0}
-
id: 36177301
{'hecke_orbit_code': 13510936656609360, 'n': 49, 'trace_an': -28923781405647564}
-
id: 36177302
{'hecke_orbit_code': 13510936656609360, 'n': 50, 'trace_an': 0}
-
id: 36177303
{'hecke_orbit_code': 13510936656609360, 'n': 51, 'trace_an': -14937379593456000}
-
id: 36177304
{'hecke_orbit_code': 13510936656609360, 'n': 52, 'trace_an': 0}
-
id: 36177305
{'hecke_orbit_code': 13510936656609360, 'n': 53, 'trace_an': 0}
-
id: 36177306
{'hecke_orbit_code': 13510936656609360, 'n': 54, 'trace_an': 0}
-
id: 36177307
{'hecke_orbit_code': 13510936656609360, 'n': 55, 'trace_an': -28335039172010704}
-
id: 36177308
{'hecke_orbit_code': 13510936656609360, 'n': 56, 'trace_an': 0}
-
id: 36177309
{'hecke_orbit_code': 13510936656609360, 'n': 57, 'trace_an': 0}
-
id: 36177310
{'hecke_orbit_code': 13510936656609360, 'n': 58, 'trace_an': 0}
-
id: 36177311
{'hecke_orbit_code': 13510936656609360, 'n': 59, 'trace_an': 83879503376835216}
-
id: 36177312
{'hecke_orbit_code': 13510936656609360, 'n': 60, 'trace_an': 0}
-
id: 36177313
{'hecke_orbit_code': 13510936656609360, 'n': 61, 'trace_an': 2336306250785000}
-
id: 36177314
{'hecke_orbit_code': 13510936656609360, 'n': 62, 'trace_an': 0}
-
id: 36177315
{'hecke_orbit_code': 13510936656609360, 'n': 63, 'trace_an': 0}
-
id: 36177316
{'hecke_orbit_code': 13510936656609360, 'n': 64, 'trace_an': 0}
-
id: 36177317
{'hecke_orbit_code': 13510936656609360, 'n': 65, 'trace_an': 23503427909569568}
-
id: 36177318
{'hecke_orbit_code': 13510936656609360, 'n': 66, 'trace_an': 0}
-
id: 36177319
{'hecke_orbit_code': 13510936656609360, 'n': 67, 'trace_an': 0}
-
id: 36177320
{'hecke_orbit_code': 13510936656609360, 'n': 68, 'trace_an': 0}
-
id: 36177321
{'hecke_orbit_code': 13510936656609360, 'n': 69, 'trace_an': -46927873937137712}
-
id: 36177322
{'hecke_orbit_code': 13510936656609360, 'n': 70, 'trace_an': 0}
-
id: 36177323
{'hecke_orbit_code': 13510936656609360, 'n': 71, 'trace_an': -104881848512783264}
-
id: 36177324
{'hecke_orbit_code': 13510936656609360, 'n': 72, 'trace_an': 0}
-
id: 36177325
{'hecke_orbit_code': 13510936656609360, 'n': 73, 'trace_an': 0}
-
id: 36177326
{'hecke_orbit_code': 13510936656609360, 'n': 74, 'trace_an': 0}
-
id: 36177327
{'hecke_orbit_code': 13510936656609360, 'n': 75, 'trace_an': -1094024007292275040}
-
id: 36177328
{'hecke_orbit_code': 13510936656609360, 'n': 76, 'trace_an': 0}
-
id: 36177329
{'hecke_orbit_code': 13510936656609360, 'n': 77, 'trace_an': 0}
-
id: 36177330
{'hecke_orbit_code': 13510936656609360, 'n': 78, 'trace_an': 0}
-
id: 36177331
{'hecke_orbit_code': 13510936656609360, 'n': 79, 'trace_an': 795721739900308672}
-
id: 36177332
{'hecke_orbit_code': 13510936656609360, 'n': 80, 'trace_an': 0}
-
id: 36177333
{'hecke_orbit_code': 13510936656609360, 'n': 81, 'trace_an': 3593102866196377132}
-
id: 36177334
{'hecke_orbit_code': 13510936656609360, 'n': 82, 'trace_an': 0}
-
id: 36177335
{'hecke_orbit_code': 13510936656609360, 'n': 83, 'trace_an': 0}
-
id: 36177336
{'hecke_orbit_code': 13510936656609360, 'n': 84, 'trace_an': 0}
-
id: 36177337
{'hecke_orbit_code': 13510936656609360, 'n': 85, 'trace_an': 834124526841485952}
-
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