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{'Nk2': 6048, 'analytic_conductor': 32.27041358350273, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [7, -1]], 'atkin_lehner_string': '-+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [42, 1, [29, 31], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 4562881, 'field_disc_factorization': [[4562881, 1]], 'field_poly': [-1140720, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-163997460, 1032, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597965549610, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 12, 'hecke_ring_index_factorization': [[2, 2], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '42.12.a.g', 'level': 42, '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': True, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '42.12.a.g', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{5}q^{2}-3^{5}q^{3}+2^{10}q^{4}+(-516+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '42.12.a', 'trace_display': [64, -486, -1032, 33614], 'trace_hash': 1425738896012170319, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.949', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.121', 'prec': 17}, 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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
Hide schema
{'ALdims': [1, 1, 1, 1, 1, 2, 2, 1], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [11, 9, 9, 9, 9, 9, 8, 10], 'Nk2': 6048, 'analytic_conductor': 32.27041358350273, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [42, 1, [29, 31], [1, 1]], 'conrey_index': 1, 'cusp_dim': 84, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 201326634, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2], 'label': '42.12.a', 'level': 42, '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': True, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 92, 'mf_new_dim': 10, 'num_forms': 8, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 96, 'trace_bound': 5, 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mf_twists_nf • Show schema
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id: 34371
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '42.12.a.g', 'source_level': 42, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '42.12.a.g', 'target_level': 42, 'twist_class_label': '42.12.a.g', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 34372
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '42.12.a.g', 'source_level': 42, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '126.12.a.k', 'target_level': 126, 'twist_class_label': '42.12.a.g', 'twist_class_level': 42, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 144525
{'charpoly_factorization': [[[-32, 1], 2]], 'hecke_orbit_code': 27021597965549610, 'p': 2}
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id: 144526
{'charpoly_factorization': [[[243, 1], 2]], 'hecke_orbit_code': 27021597965549610, 'p': 3}
-
id: 144527
{'charpoly_factorization': [[[-163997460, 1032, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 5}
-
id: 144528
{'charpoly_factorization': [[[-16807, 1], 2]], 'hecke_orbit_code': 27021597965549610, 'p': 7}
-
id: 144529
{'charpoly_factorization': [[[332223485472, 1294788, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 11}
-
id: 144530
{'charpoly_factorization': [[[1524869407684, -2545180, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 13}
-
id: 144531
{'charpoly_factorization': [[[-11733927758676, -2223960, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 17}
-
id: 144532
{'charpoly_factorization': [[[-183790073317712, 4768304, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 19}
-
id: 144533
{'charpoly_factorization': [[[-367363738994400, -37167636, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 23}
-
id: 144534
{'charpoly_factorization': [[[-20390687325268236, -50444100, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 29}
-
id: 144535
{'charpoly_factorization': [[[-3618144569529728, -240248968, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 31}
-
id: 144536
{'charpoly_factorization': [[[55621365381448996, -482808172, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 37}
-
id: 144537
{'charpoly_factorization': [[[139374486672513372, -826289568, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 41}
-
id: 144538
{'charpoly_factorization': [[[327576075606256336, 1418762312, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 43}
-
id: 144539
{'charpoly_factorization': [[[5183997247941748992, -4558113192, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 47}
-
id: 144540
{'charpoly_factorization': [[[-8189239638519352188, 4701996228, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 53}
-
id: 144541
{'charpoly_factorization': [[[31193358569231167728, -11975488224, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 59}
-
id: 144542
{'charpoly_factorization': [[[-93921778003353607820, -1152867268, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 61}
-
id: 144543
{'charpoly_factorization': [[[74822993707507449904, 21013981040, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 67}
-
id: 144544
{'charpoly_factorization': [[[-101184914256129915552, 10009175796, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 71}
-
id: 144545
{'charpoly_factorization': [[[227267640444586658260, 30165108692, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 73}
-
id: 144546
{'charpoly_factorization': [[[-1041627403462956464000, 4940763704, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 79}
-
id: 144547
{'charpoly_factorization': [[[-84415270988797569072, 40082578056, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 83}
-
id: 144548
{'charpoly_factorization': [[[506540629024756981020, -45015319488, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 89}
-
id: 144549
{'charpoly_factorization': [[[-4170216973556637296300, -41947334380, 1], 1]], 'hecke_orbit_code': 27021597965549610, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '42.12.a.g', 'level': 42, 'portrait': 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', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 46986163
{'hecke_orbit_code': 27021597965549610, 'n': 1, 'trace_an': 2}
-
id: 46986164
{'hecke_orbit_code': 27021597965549610, 'n': 2, 'trace_an': 64}
-
id: 46986165
{'hecke_orbit_code': 27021597965549610, 'n': 3, 'trace_an': -486}
-
id: 46986166
{'hecke_orbit_code': 27021597965549610, 'n': 4, 'trace_an': 2048}
-
id: 46986167
{'hecke_orbit_code': 27021597965549610, 'n': 5, 'trace_an': -1032}
-
id: 46986168
{'hecke_orbit_code': 27021597965549610, 'n': 6, 'trace_an': -15552}
-
id: 46986169
{'hecke_orbit_code': 27021597965549610, 'n': 7, 'trace_an': 33614}
-
id: 46986170
{'hecke_orbit_code': 27021597965549610, 'n': 8, 'trace_an': 65536}
-
id: 46986171
{'hecke_orbit_code': 27021597965549610, 'n': 9, 'trace_an': 118098}
-
id: 46986172
{'hecke_orbit_code': 27021597965549610, 'n': 10, 'trace_an': -33024}
-
id: 46986173
{'hecke_orbit_code': 27021597965549610, 'n': 11, 'trace_an': -1294788}
-
id: 46986174
{'hecke_orbit_code': 27021597965549610, 'n': 12, 'trace_an': -497664}
-
id: 46986175
{'hecke_orbit_code': 27021597965549610, 'n': 13, 'trace_an': 2545180}
-
id: 46986176
{'hecke_orbit_code': 27021597965549610, 'n': 14, 'trace_an': 1075648}
-
id: 46986177
{'hecke_orbit_code': 27021597965549610, 'n': 15, 'trace_an': 250776}
-
id: 46986178
{'hecke_orbit_code': 27021597965549610, 'n': 16, 'trace_an': 2097152}
-
id: 46986179
{'hecke_orbit_code': 27021597965549610, 'n': 17, 'trace_an': 2223960}
-
id: 46986180
{'hecke_orbit_code': 27021597965549610, 'n': 18, 'trace_an': 3779136}
-
id: 46986181
{'hecke_orbit_code': 27021597965549610, 'n': 19, 'trace_an': -4768304}
-
id: 46986182
{'hecke_orbit_code': 27021597965549610, 'n': 20, 'trace_an': -1056768}
-
id: 46986183
{'hecke_orbit_code': 27021597965549610, 'n': 21, 'trace_an': -8168202}
-
id: 46986184
{'hecke_orbit_code': 27021597965549610, 'n': 22, 'trace_an': -41433216}
-
id: 46986185
{'hecke_orbit_code': 27021597965549610, 'n': 23, 'trace_an': 37167636}
-
id: 46986186
{'hecke_orbit_code': 27021597965549610, 'n': 24, 'trace_an': -15925248}
-
id: 46986187
{'hecke_orbit_code': 27021597965549610, 'n': 25, 'trace_an': 231403694}
-
id: 46986188
{'hecke_orbit_code': 27021597965549610, 'n': 26, 'trace_an': 81445760}
-
id: 46986189
{'hecke_orbit_code': 27021597965549610, 'n': 27, 'trace_an': -28697814}
-
id: 46986190
{'hecke_orbit_code': 27021597965549610, 'n': 28, 'trace_an': 34420736}
-
id: 46986191
{'hecke_orbit_code': 27021597965549610, 'n': 29, 'trace_an': 50444100}
-
id: 46986192
{'hecke_orbit_code': 27021597965549610, 'n': 30, 'trace_an': 8024832}
-
id: 46986193
{'hecke_orbit_code': 27021597965549610, 'n': 31, 'trace_an': 240248968}
-
id: 46986194
{'hecke_orbit_code': 27021597965549610, 'n': 32, 'trace_an': 67108864}
-
id: 46986195
{'hecke_orbit_code': 27021597965549610, 'n': 33, 'trace_an': 314633484}
-
id: 46986196
{'hecke_orbit_code': 27021597965549610, 'n': 34, 'trace_an': 71166720}
-
id: 46986197
{'hecke_orbit_code': 27021597965549610, 'n': 35, 'trace_an': -17344824}
-
id: 46986198
{'hecke_orbit_code': 27021597965549610, 'n': 36, 'trace_an': 120932352}
-
id: 46986199
{'hecke_orbit_code': 27021597965549610, 'n': 37, 'trace_an': 482808172}
-
id: 46986200
{'hecke_orbit_code': 27021597965549610, 'n': 38, 'trace_an': -152585728}
-
id: 46986201
{'hecke_orbit_code': 27021597965549610, 'n': 39, 'trace_an': -618478740}
-
id: 46986202
{'hecke_orbit_code': 27021597965549610, 'n': 40, 'trace_an': -33816576}
-
id: 46986203
{'hecke_orbit_code': 27021597965549610, 'n': 41, 'trace_an': 826289568}
-
id: 46986204
{'hecke_orbit_code': 27021597965549610, 'n': 42, 'trace_an': -261382464}
-
id: 46986205
{'hecke_orbit_code': 27021597965549610, 'n': 43, 'trace_an': -1418762312}
-
id: 46986206
{'hecke_orbit_code': 27021597965549610, 'n': 44, 'trace_an': -1325862912}
-
id: 46986207
{'hecke_orbit_code': 27021597965549610, 'n': 45, 'trace_an': -60938568}
-
id: 46986208
{'hecke_orbit_code': 27021597965549610, 'n': 46, 'trace_an': 1189364352}
-
id: 46986209
{'hecke_orbit_code': 27021597965549610, 'n': 47, 'trace_an': 4558113192}
-
id: 46986210
{'hecke_orbit_code': 27021597965549610, 'n': 48, 'trace_an': -509607936}
-
id: 46986211
{'hecke_orbit_code': 27021597965549610, 'n': 49, 'trace_an': 564950498}
-
id: 46986212
{'hecke_orbit_code': 27021597965549610, 'n': 50, 'trace_an': 7404918208}
-
id: 46986213
{'hecke_orbit_code': 27021597965549610, 'n': 51, 'trace_an': -540422280}
-
id: 46986214
{'hecke_orbit_code': 27021597965549610, 'n': 52, 'trace_an': 2606264320}
-
id: 46986215
{'hecke_orbit_code': 27021597965549610, 'n': 53, 'trace_an': -4701996228}
-
id: 46986216
{'hecke_orbit_code': 27021597965549610, 'n': 54, 'trace_an': -918330048}
-
id: 46986217
{'hecke_orbit_code': 27021597965549610, 'n': 55, 'trace_an': 8224241544}
-
id: 46986218
{'hecke_orbit_code': 27021597965549610, 'n': 56, 'trace_an': 1101463552}
-
id: 46986219
{'hecke_orbit_code': 27021597965549610, 'n': 57, 'trace_an': 1158697872}
-
id: 46986220
{'hecke_orbit_code': 27021597965549610, 'n': 58, 'trace_an': 1614211200}
-
id: 46986221
{'hecke_orbit_code': 27021597965549610, 'n': 59, 'trace_an': 11975488224}
-
id: 46986222
{'hecke_orbit_code': 27021597965549610, 'n': 60, 'trace_an': 256794624}
-
id: 46986223
{'hecke_orbit_code': 27021597965549610, 'n': 61, 'trace_an': 1152867268}
-
id: 46986224
{'hecke_orbit_code': 27021597965549610, 'n': 62, 'trace_an': 7687966976}
-
id: 46986225
{'hecke_orbit_code': 27021597965549610, 'n': 63, 'trace_an': 1984873086}
-
id: 46986226
{'hecke_orbit_code': 27021597965549610, 'n': 64, 'trace_an': 2147483648}
-
id: 46986227
{'hecke_orbit_code': 27021597965549610, 'n': 65, 'trace_an': 6571345488}
-
id: 46986228
{'hecke_orbit_code': 27021597965549610, 'n': 66, 'trace_an': 10068271488}
-
id: 46986229
{'hecke_orbit_code': 27021597965549610, 'n': 67, 'trace_an': -21013981040}
-
id: 46986230
{'hecke_orbit_code': 27021597965549610, 'n': 68, 'trace_an': 2277335040}
-
id: 46986231
{'hecke_orbit_code': 27021597965549610, 'n': 69, 'trace_an': -9031735548}
-
id: 46986232
{'hecke_orbit_code': 27021597965549610, 'n': 70, 'trace_an': -555034368}
-
id: 46986233
{'hecke_orbit_code': 27021597965549610, 'n': 71, 'trace_an': -10009175796}
-
id: 46986234
{'hecke_orbit_code': 27021597965549610, 'n': 72, 'trace_an': 3869835264}
-
id: 46986235
{'hecke_orbit_code': 27021597965549610, 'n': 73, 'trace_an': -30165108692}
-
id: 46986236
{'hecke_orbit_code': 27021597965549610, 'n': 74, 'trace_an': 15449861504}
-
id: 46986237
{'hecke_orbit_code': 27021597965549610, 'n': 75, 'trace_an': -56231097642}
-
id: 46986238
{'hecke_orbit_code': 27021597965549610, 'n': 76, 'trace_an': -4882743296}
-
id: 46986239
{'hecke_orbit_code': 27021597965549610, 'n': 77, 'trace_an': -21761501916}
-
id: 46986240
{'hecke_orbit_code': 27021597965549610, 'n': 78, 'trace_an': -19791319680}
-
id: 46986241
{'hecke_orbit_code': 27021597965549610, 'n': 79, 'trace_an': -4940763704}
-
id: 46986242
{'hecke_orbit_code': 27021597965549610, 'n': 80, 'trace_an': -1082130432}
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{'hecke_orbit_code': 27021597965549610, 'n': 997, 'trace_an': 2031790324688020}