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{'Nk2': 21600, 'analytic_conductor': 115.25147708393833, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [5, -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': [150, 1, [101, 127], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 2323729, 'field_disc_factorization': [[31, 1], [74959, 1]], 'field_poly': [-580932, -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': [[7, [-1745135651, 37214, 1]]], 'hecke_orbit': 15, 'hecke_orbit_code': 63050394984513686, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 60, 'hecke_ring_index_factorization': [[2, 2], [3, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '150.12.a.o', 'level': 150, '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, 5], 'level_radical': 30, 'minimal_twist': '150.12.a.n', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{5}q^{2}-3^{5}q^{3}+2^{10}q^{4}-6^{5}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '150.12.a', 'trace_display': [64, -486, 0, -37214], 'trace_hash': 927939774622990061, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.034', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.042', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.060', 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mf_hecke_nf • Show schema
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63050394984513686, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 60], 'hecke_ring_inverse_numerators': [[1, 0], [30, 1]], 'hecke_ring_numerators': [[1, 0], [-30, 60]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '150.12.a.o', 'level': 150, 'maxp': 2999, 'weight': 12}
-
mf_newspaces • Show schema
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{'ALdims': [4, 4, 4, 5, 4, 5, 5, 4], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [38, 34, 35, 35, 35, 35, 34, 37], 'Nk2': 21600, 'analytic_conductor': 115.25147708393833, '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': [150, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 318, 'dim': 35, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 201326742, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3], 'label': '150.12.a', 'level': 150, '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, 5], 'level_radical': 30, 'mf_dim': 342, 'mf_new_dim': 35, 'num_forms': 21, 'plus_dim': 19, 'prim_orbit_index': 1, 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mf_twists_nf • Show schema
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id: 129013
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '150.12.a.o', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': True, 'target_label': '150.12.a.n', 'target_level': 150, 'twist_class_label': '150.12.a.n', 'twist_class_level': 150, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 129014
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '150.12.a.o', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': True, 'target_label': '150.12.a.o', 'target_level': 150, 'twist_class_label': '150.12.a.n', 'twist_class_level': 150, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 129015
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '150.12.a.o', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '150.12.c.k', 'target_level': 150, 'twist_class_label': '150.12.a.n', 'twist_class_level': 150, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 402175
{'charpoly_factorization': [[[-32, 1], 2]], 'hecke_orbit_code': 63050394984513686, 'p': 2}
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id: 402176
{'charpoly_factorization': [[[243, 1], 2]], 'hecke_orbit_code': 63050394984513686, 'p': 3}
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id: 402177
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 63050394984513686, 'p': 5}
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id: 402178
{'charpoly_factorization': [[[-1745135651, 37214, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 7}
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id: 402179
{'charpoly_factorization': [[[-241076974500, -218880, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 11}
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id: 402180
{'charpoly_factorization': [[[-2130687800399, -1071298, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 13}
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id: 402181
{'charpoly_factorization': [[[-749814542676, -143736, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 17}
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id: 402182
{'charpoly_factorization': [[[-42641719789859, 10758242, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 19}
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id: 402183
{'charpoly_factorization': [[[-2182312096312500, 7725000, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 23}
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id: 402184
{'charpoly_factorization': [[[1592246432574396, 109328928, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 29}
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id: 402185
{'charpoly_factorization': [[[821192138631109, 57351494, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 31}
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id: 402186
{'charpoly_factorization': [[[63880759804869076, -505779052, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 37}
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id: 402187
{'charpoly_factorization': [[[58674090635201376, 563510652, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 41}
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id: 402188
{'charpoly_factorization': [[[-495680305291060931, -81469474, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 43}
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id: 402189
{'charpoly_factorization': [[[5895441933191950500, -4900015020, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 47}
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id: 402190
{'charpoly_factorization': [[[-10844934700800211776, 245222964, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 53}
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id: 402191
{'charpoly_factorization': [[[1156680672090250500, -5503337220, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 59}
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id: 402192
{'charpoly_factorization': [[[-94692809530788151175, 4295545130, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 61}
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id: 402193
{'charpoly_factorization': [[[-41469969389973486371, 1558123454, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 67}
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id: 402194
{'charpoly_factorization': [[[-475523027894063628000, 8812953660, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 71}
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id: 402195
{'charpoly_factorization': [[[252619268840499901396, 35781889172, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 73}
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id: 402196
{'charpoly_factorization': [[[701968939828692895744, -60707983024, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 79}
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id: 402197
{'charpoly_factorization': [[[-933227365343416426044, 15151800732, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 83}
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id: 402198
{'charpoly_factorization': [[[597703190515398088704, -78703988304, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 89}
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id: 402199
{'charpoly_factorization': [[[-730269337476419004479, -52713513922, 1], 1]], 'hecke_orbit_code': 63050394984513686, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 15, 'label': '150.12.a.o', 'level': 150, 'portrait': 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', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 60230335
{'hecke_orbit_code': 63050394984513686, 'n': 1, 'trace_an': 2}
-
id: 60230336
{'hecke_orbit_code': 63050394984513686, 'n': 2, 'trace_an': 64}
-
id: 60230337
{'hecke_orbit_code': 63050394984513686, 'n': 3, 'trace_an': -486}
-
id: 60230338
{'hecke_orbit_code': 63050394984513686, 'n': 4, 'trace_an': 2048}
-
id: 60230339
{'hecke_orbit_code': 63050394984513686, 'n': 5, 'trace_an': 0}
-
id: 60230340
{'hecke_orbit_code': 63050394984513686, 'n': 6, 'trace_an': -15552}
-
id: 60230341
{'hecke_orbit_code': 63050394984513686, 'n': 7, 'trace_an': -37214}
-
id: 60230342
{'hecke_orbit_code': 63050394984513686, 'n': 8, 'trace_an': 65536}
-
id: 60230343
{'hecke_orbit_code': 63050394984513686, 'n': 9, 'trace_an': 118098}
-
id: 60230344
{'hecke_orbit_code': 63050394984513686, 'n': 10, 'trace_an': 0}
-
id: 60230345
{'hecke_orbit_code': 63050394984513686, 'n': 11, 'trace_an': 218880}
-
id: 60230346
{'hecke_orbit_code': 63050394984513686, 'n': 12, 'trace_an': -497664}
-
id: 60230347
{'hecke_orbit_code': 63050394984513686, 'n': 13, 'trace_an': 1071298}
-
id: 60230348
{'hecke_orbit_code': 63050394984513686, 'n': 14, 'trace_an': -1190848}
-
id: 60230349
{'hecke_orbit_code': 63050394984513686, 'n': 15, 'trace_an': 0}
-
id: 60230350
{'hecke_orbit_code': 63050394984513686, 'n': 16, 'trace_an': 2097152}
-
id: 60230351
{'hecke_orbit_code': 63050394984513686, 'n': 17, 'trace_an': 143736}
-
id: 60230352
{'hecke_orbit_code': 63050394984513686, 'n': 18, 'trace_an': 3779136}
-
id: 60230353
{'hecke_orbit_code': 63050394984513686, 'n': 19, 'trace_an': -10758242}
-
id: 60230354
{'hecke_orbit_code': 63050394984513686, 'n': 20, 'trace_an': 0}
-
id: 60230355
{'hecke_orbit_code': 63050394984513686, 'n': 21, 'trace_an': 9043002}
-
id: 60230356
{'hecke_orbit_code': 63050394984513686, 'n': 22, 'trace_an': 7004160}
-
id: 60230357
{'hecke_orbit_code': 63050394984513686, 'n': 23, 'trace_an': -7725000}
-
id: 60230358
{'hecke_orbit_code': 63050394984513686, 'n': 24, 'trace_an': -15925248}
-
id: 60230359
{'hecke_orbit_code': 63050394984513686, 'n': 25, 'trace_an': 0}
-
id: 60230360
{'hecke_orbit_code': 63050394984513686, 'n': 26, 'trace_an': 34281536}
-
id: 60230361
{'hecke_orbit_code': 63050394984513686, 'n': 27, 'trace_an': -28697814}
-
id: 60230362
{'hecke_orbit_code': 63050394984513686, 'n': 28, 'trace_an': -38107136}
-
id: 60230363
{'hecke_orbit_code': 63050394984513686, 'n': 29, 'trace_an': -109328928}
-
id: 60230364
{'hecke_orbit_code': 63050394984513686, 'n': 30, 'trace_an': 0}
-
id: 60230365
{'hecke_orbit_code': 63050394984513686, 'n': 31, 'trace_an': -57351494}
-
id: 60230366
{'hecke_orbit_code': 63050394984513686, 'n': 32, 'trace_an': 67108864}
-
id: 60230367
{'hecke_orbit_code': 63050394984513686, 'n': 33, 'trace_an': -53187840}
-
id: 60230368
{'hecke_orbit_code': 63050394984513686, 'n': 34, 'trace_an': 4599552}
-
id: 60230369
{'hecke_orbit_code': 63050394984513686, 'n': 35, 'trace_an': 0}
-
id: 60230370
{'hecke_orbit_code': 63050394984513686, 'n': 36, 'trace_an': 120932352}
-
id: 60230371
{'hecke_orbit_code': 63050394984513686, 'n': 37, 'trace_an': 505779052}
-
id: 60230372
{'hecke_orbit_code': 63050394984513686, 'n': 38, 'trace_an': -344263744}
-
id: 60230373
{'hecke_orbit_code': 63050394984513686, 'n': 39, 'trace_an': -260325414}
-
id: 60230374
{'hecke_orbit_code': 63050394984513686, 'n': 40, 'trace_an': 0}
-
id: 60230375
{'hecke_orbit_code': 63050394984513686, 'n': 41, 'trace_an': -563510652}
-
id: 60230376
{'hecke_orbit_code': 63050394984513686, 'n': 42, 'trace_an': 289376064}
-
id: 60230377
{'hecke_orbit_code': 63050394984513686, 'n': 43, 'trace_an': 81469474}
-
id: 60230378
{'hecke_orbit_code': 63050394984513686, 'n': 44, 'trace_an': 224133120}
-
id: 60230379
{'hecke_orbit_code': 63050394984513686, 'n': 45, 'trace_an': 0}
-
id: 60230380
{'hecke_orbit_code': 63050394984513686, 'n': 46, 'trace_an': -247200000}
-
id: 60230381
{'hecke_orbit_code': 63050394984513686, 'n': 47, 'trace_an': 4900015020}
-
id: 60230382
{'hecke_orbit_code': 63050394984513686, 'n': 48, 'trace_an': -509607936}
-
id: 60230383
{'hecke_orbit_code': 63050394984513686, 'n': 49, 'trace_an': 920499612}
-
id: 60230384
{'hecke_orbit_code': 63050394984513686, 'n': 50, 'trace_an': 0}
-
id: 60230385
{'hecke_orbit_code': 63050394984513686, 'n': 51, 'trace_an': -34927848}
-
id: 60230386
{'hecke_orbit_code': 63050394984513686, 'n': 52, 'trace_an': 1097009152}
-
id: 60230387
{'hecke_orbit_code': 63050394984513686, 'n': 53, 'trace_an': -245222964}
-
id: 60230388
{'hecke_orbit_code': 63050394984513686, 'n': 54, 'trace_an': -918330048}
-
id: 60230389
{'hecke_orbit_code': 63050394984513686, 'n': 55, 'trace_an': 0}
-
id: 60230390
{'hecke_orbit_code': 63050394984513686, 'n': 56, 'trace_an': -1219428352}
-
id: 60230391
{'hecke_orbit_code': 63050394984513686, 'n': 57, 'trace_an': 2614252806}
-
id: 60230392
{'hecke_orbit_code': 63050394984513686, 'n': 58, 'trace_an': -3498525696}
-
id: 60230393
{'hecke_orbit_code': 63050394984513686, 'n': 59, 'trace_an': 5503337220}
-
id: 60230394
{'hecke_orbit_code': 63050394984513686, 'n': 60, 'trace_an': 0}
-
id: 60230395
{'hecke_orbit_code': 63050394984513686, 'n': 61, 'trace_an': -4295545130}
-
id: 60230396
{'hecke_orbit_code': 63050394984513686, 'n': 62, 'trace_an': -1835247808}
-
id: 60230397
{'hecke_orbit_code': 63050394984513686, 'n': 63, 'trace_an': -2197449486}
-
id: 60230398
{'hecke_orbit_code': 63050394984513686, 'n': 64, 'trace_an': 2147483648}
-
id: 60230399
{'hecke_orbit_code': 63050394984513686, 'n': 65, 'trace_an': 0}
-
id: 60230400
{'hecke_orbit_code': 63050394984513686, 'n': 66, 'trace_an': -1702010880}
-
id: 60230401
{'hecke_orbit_code': 63050394984513686, 'n': 67, 'trace_an': -1558123454}
-
id: 60230402
{'hecke_orbit_code': 63050394984513686, 'n': 68, 'trace_an': 147185664}
-
id: 60230403
{'hecke_orbit_code': 63050394984513686, 'n': 69, 'trace_an': 1877175000}
-
id: 60230404
{'hecke_orbit_code': 63050394984513686, 'n': 70, 'trace_an': 0}
-
id: 60230405
{'hecke_orbit_code': 63050394984513686, 'n': 71, 'trace_an': -8812953660}
-
id: 60230406
{'hecke_orbit_code': 63050394984513686, 'n': 72, 'trace_an': 3869835264}
-
id: 60230407
{'hecke_orbit_code': 63050394984513686, 'n': 73, 'trace_an': -35781889172}
-
id: 60230408
{'hecke_orbit_code': 63050394984513686, 'n': 74, 'trace_an': 16184929664}
-
id: 60230409
{'hecke_orbit_code': 63050394984513686, 'n': 75, 'trace_an': 0}
-
id: 60230410
{'hecke_orbit_code': 63050394984513686, 'n': 76, 'trace_an': -11016439808}
-
id: 60230411
{'hecke_orbit_code': 63050394984513686, 'n': 77, 'trace_an': 41937134040}
-
id: 60230412
{'hecke_orbit_code': 63050394984513686, 'n': 78, 'trace_an': -8330413248}
-
id: 60230413
{'hecke_orbit_code': 63050394984513686, 'n': 79, 'trace_an': 60707983024}
-
id: 60230414
{'hecke_orbit_code': 63050394984513686, 'n': 80, 'trace_an': 0}
-
id: 60230415
{'hecke_orbit_code': 63050394984513686, 'n': 81, 'trace_an': 6973568802}
-
id: 60230416
{'hecke_orbit_code': 63050394984513686, 'n': 82, 'trace_an': -18032340864}
-
id: 60230417
{'hecke_orbit_code': 63050394984513686, 'n': 83, 'trace_an': -15151800732}
-
id: 60230418
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