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{'Nk2': 6048, 'analytic_conductor': 32.27041358350273, 'analytic_rank': 1, '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': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [11880, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998338179114, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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.f', '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.f', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{5}q^{2}+3^{5}q^{3}+2^{10}q^{4}-11880q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '42.12.a', 'trace_display': [32, 243, -11880, 16807], 'trace_hash': 148490290383454088, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.994', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.009', 'prec': 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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: 34369
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '42.12.a.f', 'source_level': 42, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '42.12.a.f', 'target_level': 42, 'twist_class_label': '42.12.a.f', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 34370
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '42.12.a.f', 'source_level': 42, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '126.12.a.c', 'target_level': 126, 'twist_class_label': '42.12.a.f', '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: 144500
{'charpoly_factorization': [[[-32, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 2}
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id: 144501
{'charpoly_factorization': [[[-243, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 3}
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id: 144502
{'charpoly_factorization': [[[11880, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 5}
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id: 144503
{'charpoly_factorization': [[[-16807, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 7}
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id: 144504
{'charpoly_factorization': [[[-727110, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 11}
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id: 144505
{'charpoly_factorization': [[[1895734, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 13}
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id: 144506
{'charpoly_factorization': [[[10233912, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 17}
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id: 144507
{'charpoly_factorization': [[[12792796, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 19}
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id: 144508
{'charpoly_factorization': [[[27412290, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 23}
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id: 144509
{'charpoly_factorization': [[[108082914, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 29}
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id: 144510
{'charpoly_factorization': [[[202243384, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 31}
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id: 144511
{'charpoly_factorization': [[[-412454954, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 37}
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id: 144512
{'charpoly_factorization': [[[245108604, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 41}
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id: 144513
{'charpoly_factorization': [[[-509839844, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 43}
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id: 144514
{'charpoly_factorization': [[[-699876996, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 47}
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id: 144515
{'charpoly_factorization': [[[4836690462, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 53}
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id: 144516
{'charpoly_factorization': [[[-2462248272, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 59}
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id: 144517
{'charpoly_factorization': [[[-9054716702, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 61}
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id: 144518
{'charpoly_factorization': [[[2923148584, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 67}
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id: 144519
{'charpoly_factorization': [[[11268869310, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 71}
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id: 144520
{'charpoly_factorization': [[[-2809231382, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 73}
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id: 144521
{'charpoly_factorization': [[[-25573574516, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 79}
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id: 144522
{'charpoly_factorization': [[[38718767364, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 83}
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id: 144523
{'charpoly_factorization': [[[-90783707844, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 89}
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id: 144524
{'charpoly_factorization': [[[-130559880038, 1], 1]], 'hecke_orbit_code': 22517998338179114, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '42.12.a.f', 'level': 42, 'portrait': 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', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 43919317
{'hecke_orbit_code': 22517998338179114, 'n': 1, 'trace_an': 1}
-
id: 43919318
{'hecke_orbit_code': 22517998338179114, 'n': 2, 'trace_an': 32}
-
id: 43919319
{'hecke_orbit_code': 22517998338179114, 'n': 3, 'trace_an': 243}
-
id: 43919320
{'hecke_orbit_code': 22517998338179114, 'n': 4, 'trace_an': 1024}
-
id: 43919321
{'hecke_orbit_code': 22517998338179114, 'n': 5, 'trace_an': -11880}
-
id: 43919322
{'hecke_orbit_code': 22517998338179114, 'n': 6, 'trace_an': 7776}
-
id: 43919323
{'hecke_orbit_code': 22517998338179114, 'n': 7, 'trace_an': 16807}
-
id: 43919324
{'hecke_orbit_code': 22517998338179114, 'n': 8, 'trace_an': 32768}
-
id: 43919325
{'hecke_orbit_code': 22517998338179114, 'n': 9, 'trace_an': 59049}
-
id: 43919326
{'hecke_orbit_code': 22517998338179114, 'n': 10, 'trace_an': -380160}
-
id: 43919327
{'hecke_orbit_code': 22517998338179114, 'n': 11, 'trace_an': 727110}
-
id: 43919328
{'hecke_orbit_code': 22517998338179114, 'n': 12, 'trace_an': 248832}
-
id: 43919329
{'hecke_orbit_code': 22517998338179114, 'n': 13, 'trace_an': -1895734}
-
id: 43919330
{'hecke_orbit_code': 22517998338179114, 'n': 14, 'trace_an': 537824}
-
id: 43919331
{'hecke_orbit_code': 22517998338179114, 'n': 15, 'trace_an': -2886840}
-
id: 43919332
{'hecke_orbit_code': 22517998338179114, 'n': 16, 'trace_an': 1048576}
-
id: 43919333
{'hecke_orbit_code': 22517998338179114, 'n': 17, 'trace_an': -10233912}
-
id: 43919334
{'hecke_orbit_code': 22517998338179114, 'n': 18, 'trace_an': 1889568}
-
id: 43919335
{'hecke_orbit_code': 22517998338179114, 'n': 19, 'trace_an': -12792796}
-
id: 43919336
{'hecke_orbit_code': 22517998338179114, 'n': 20, 'trace_an': -12165120}
-
id: 43919337
{'hecke_orbit_code': 22517998338179114, 'n': 21, 'trace_an': 4084101}
-
id: 43919338
{'hecke_orbit_code': 22517998338179114, 'n': 22, 'trace_an': 23267520}
-
id: 43919339
{'hecke_orbit_code': 22517998338179114, 'n': 23, 'trace_an': -27412290}
-
id: 43919340
{'hecke_orbit_code': 22517998338179114, 'n': 24, 'trace_an': 7962624}
-
id: 43919341
{'hecke_orbit_code': 22517998338179114, 'n': 25, 'trace_an': 92306275}
-
id: 43919342
{'hecke_orbit_code': 22517998338179114, 'n': 26, 'trace_an': -60663488}
-
id: 43919343
{'hecke_orbit_code': 22517998338179114, 'n': 27, 'trace_an': 14348907}
-
id: 43919344
{'hecke_orbit_code': 22517998338179114, 'n': 28, 'trace_an': 17210368}
-
id: 43919345
{'hecke_orbit_code': 22517998338179114, 'n': 29, 'trace_an': -108082914}
-
id: 43919346
{'hecke_orbit_code': 22517998338179114, 'n': 30, 'trace_an': -92378880}
-
id: 43919347
{'hecke_orbit_code': 22517998338179114, 'n': 31, 'trace_an': -202243384}
-
id: 43919348
{'hecke_orbit_code': 22517998338179114, 'n': 32, 'trace_an': 33554432}
-
id: 43919349
{'hecke_orbit_code': 22517998338179114, 'n': 33, 'trace_an': 176687730}
-
id: 43919350
{'hecke_orbit_code': 22517998338179114, 'n': 34, 'trace_an': -327485184}
-
id: 43919351
{'hecke_orbit_code': 22517998338179114, 'n': 35, 'trace_an': -199667160}
-
id: 43919352
{'hecke_orbit_code': 22517998338179114, 'n': 36, 'trace_an': 60466176}
-
id: 43919353
{'hecke_orbit_code': 22517998338179114, 'n': 37, 'trace_an': 412454954}
-
id: 43919354
{'hecke_orbit_code': 22517998338179114, 'n': 38, 'trace_an': -409369472}
-
id: 43919355
{'hecke_orbit_code': 22517998338179114, 'n': 39, 'trace_an': -460663362}
-
id: 43919356
{'hecke_orbit_code': 22517998338179114, 'n': 40, 'trace_an': -389283840}
-
id: 43919357
{'hecke_orbit_code': 22517998338179114, 'n': 41, 'trace_an': -245108604}
-
id: 43919358
{'hecke_orbit_code': 22517998338179114, 'n': 42, 'trace_an': 130691232}
-
id: 43919359
{'hecke_orbit_code': 22517998338179114, 'n': 43, 'trace_an': 509839844}
-
id: 43919360
{'hecke_orbit_code': 22517998338179114, 'n': 44, 'trace_an': 744560640}
-
id: 43919361
{'hecke_orbit_code': 22517998338179114, 'n': 45, 'trace_an': -701502120}
-
id: 43919362
{'hecke_orbit_code': 22517998338179114, 'n': 46, 'trace_an': -877193280}
-
id: 43919363
{'hecke_orbit_code': 22517998338179114, 'n': 47, 'trace_an': 699876996}
-
id: 43919364
{'hecke_orbit_code': 22517998338179114, 'n': 48, 'trace_an': 254803968}
-
id: 43919365
{'hecke_orbit_code': 22517998338179114, 'n': 49, 'trace_an': 282475249}
-
id: 43919366
{'hecke_orbit_code': 22517998338179114, 'n': 50, 'trace_an': 2953800800}
-
id: 43919367
{'hecke_orbit_code': 22517998338179114, 'n': 51, 'trace_an': -2486840616}
-
id: 43919368
{'hecke_orbit_code': 22517998338179114, 'n': 52, 'trace_an': -1941231616}
-
id: 43919369
{'hecke_orbit_code': 22517998338179114, 'n': 53, 'trace_an': -4836690462}
-
id: 43919370
{'hecke_orbit_code': 22517998338179114, 'n': 54, 'trace_an': 459165024}
-
id: 43919371
{'hecke_orbit_code': 22517998338179114, 'n': 55, 'trace_an': -8638066800}
-
id: 43919372
{'hecke_orbit_code': 22517998338179114, 'n': 56, 'trace_an': 550731776}
-
id: 43919373
{'hecke_orbit_code': 22517998338179114, 'n': 57, 'trace_an': -3108649428}
-
id: 43919374
{'hecke_orbit_code': 22517998338179114, 'n': 58, 'trace_an': -3458653248}
-
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