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{'Nk2': 30420, 'analytic_conductor': 135.52432774196865, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [13, 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': [845, 1, [677, 171], [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': [[2, [5, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100664141, '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '845.6.a.a', 'level': 845, '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': [5, 13], 'level_radical': 65, 'minimal_twist': '65.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-5q^{2}+6q^{3}-7q^{4}+5^{2}q^{5}-30q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '845.6.a', 'trace_display': [-5, 6, 25, 244], 'trace_hash': 1689951201137440390, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.032', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.032', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.925', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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[216497058], [-533790686], [-265412114], [639068830], [-12732364]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100664141, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '845.6.a.a', 'level': 845, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'ALdims': [61, 68, 68, 62], 'Nk2': 30420, 'analytic_conductor': 135.52432774196865, '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': [845, 1, [677, 171], [1, 1]], 'conrey_index': 1, 'cusp_dim': 440, 'dim': 259, 'eis_dim': 28, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664141, 'hecke_orbit_dims': [1, 1, 3, 4, 4, 4, 6, 6, 7, 7, 12, 12, 12, 12, 24, 24, 27, 27, 33, 33], 'label': '845.6.a', 'level': 845, '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': [5, 13], 'level_radical': 65, 'mf_dim': 468, 'mf_new_dim': 259, 'num_forms': 20, 'plus_dim': 123, 'prim_orbit_index': 1, 'relative_dim': 259, 'sturm_bound': 546, 'trace_bound': 3, 'trace_display': [2, -40, 25, 4], 'traces': [259, 2, -40, 4164, 25, -236, 4, 732, 20775, 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mf_twists_nf • Show schema
Hide schema
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id: 533265
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '845.6.a.a', 'source_level': 845, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '65.6.a.a', 'target_level': 65, 'twist_class_label': '65.6.a.a', 'twist_class_level': 65, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 533266
{'conductor': 65, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '845.6.a.a', 'source_level': 845, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '325.6.a.a', 'target_level': 325, 'twist_class_label': '65.6.a.a', 'twist_class_level': 65, 'twisting_char_label': '65.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 533267
{'conductor': 65, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '845.6.a.a', 'source_level': 845, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '325.6.b.a', 'target_level': 325, 'twist_class_label': '65.6.a.a', 'twist_class_level': 65, 'twisting_char_label': '65.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 533268
{'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '845.6.a.a', 'source_level': 845, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '585.6.a.a', 'target_level': 585, 'twist_class_label': '65.6.a.a', 'twist_class_level': 65, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 533269
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '845.6.a.a', 'source_level': 845, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '845.6.a.a', 'target_level': 845, 'twist_class_label': '65.6.a.a', 'twist_class_level': 65, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 533270
{'conductor': 52, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '845.6.a.a', 'source_level': 845, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1040.6.a.a', 'target_level': 1040, 'twist_class_label': '65.6.a.a', 'twist_class_level': 65, 'twisting_char_label': '52.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1401450
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 2}
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id: 1401451
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 3}
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id: 1401452
{'charpoly_factorization': [[[-25, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 5}
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id: 1401453
{'charpoly_factorization': [[[-244, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 7}
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id: 1401454
{'charpoly_factorization': [[[794, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 11}
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id: 1401455
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 13}
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id: 1401456
{'charpoly_factorization': [[[1534, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 17}
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id: 1401457
{'charpoly_factorization': [[[2706, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 19}
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id: 1401458
{'charpoly_factorization': [[[702, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 23}
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id: 1401459
{'charpoly_factorization': [[[5038, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 29}
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id: 1401460
{'charpoly_factorization': [[[-3634, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 31}
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id: 1401461
{'charpoly_factorization': [[[-7058, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 37}
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id: 1401462
{'charpoly_factorization': [[[-294, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 41}
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id: 1401463
{'charpoly_factorization': [[[-7618, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 43}
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id: 1401464
{'charpoly_factorization': [[[-3020, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 47}
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id: 1401465
{'charpoly_factorization': [[[-626, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 53}
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id: 1401466
{'charpoly_factorization': [[[-30066, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 59}
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id: 1401467
{'charpoly_factorization': [[[5806, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 61}
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id: 1401468
{'charpoly_factorization': [[[-12436, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 67}
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id: 1401469
{'charpoly_factorization': [[[4734, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 71}
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id: 1401470
{'charpoly_factorization': [[[-14694, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 73}
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id: 1401471
{'charpoly_factorization': [[[39804, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 79}
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id: 1401472
{'charpoly_factorization': [[[-41776, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 83}
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id: 1401473
{'charpoly_factorization': [[[7970, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 89}
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id: 1401474
{'charpoly_factorization': [[[-78050, 1], 1]], 'hecke_orbit_code': 100664141, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '845.6.a.a', 'level': 845, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 3436302
{'hecke_orbit_code': 100664141, 'n': 1, 'trace_an': 1}
-
id: 3436303
{'hecke_orbit_code': 100664141, 'n': 2, 'trace_an': -5}
-
id: 3436304
{'hecke_orbit_code': 100664141, 'n': 3, 'trace_an': 6}
-
id: 3436305
{'hecke_orbit_code': 100664141, 'n': 4, 'trace_an': -7}
-
id: 3436306
{'hecke_orbit_code': 100664141, 'n': 5, 'trace_an': 25}
-
id: 3436307
{'hecke_orbit_code': 100664141, 'n': 6, 'trace_an': -30}
-
id: 3436308
{'hecke_orbit_code': 100664141, 'n': 7, 'trace_an': 244}
-
id: 3436309
{'hecke_orbit_code': 100664141, 'n': 8, 'trace_an': 195}
-
id: 3436310
{'hecke_orbit_code': 100664141, 'n': 9, 'trace_an': -207}
-
id: 3436311
{'hecke_orbit_code': 100664141, 'n': 10, 'trace_an': -125}
-
id: 3436312
{'hecke_orbit_code': 100664141, 'n': 11, 'trace_an': -794}
-
id: 3436313
{'hecke_orbit_code': 100664141, 'n': 12, 'trace_an': -42}
-
id: 3436314
{'hecke_orbit_code': 100664141, 'n': 13, 'trace_an': 0}
-
id: 3436315
{'hecke_orbit_code': 100664141, 'n': 14, 'trace_an': -1220}
-
id: 3436316
{'hecke_orbit_code': 100664141, 'n': 15, 'trace_an': 150}
-
id: 3436317
{'hecke_orbit_code': 100664141, 'n': 16, 'trace_an': -751}
-
id: 3436318
{'hecke_orbit_code': 100664141, 'n': 17, 'trace_an': -1534}
-
id: 3436319
{'hecke_orbit_code': 100664141, 'n': 18, 'trace_an': 1035}
-
id: 3436320
{'hecke_orbit_code': 100664141, 'n': 19, 'trace_an': -2706}
-
id: 3436321
{'hecke_orbit_code': 100664141, 'n': 20, 'trace_an': -175}
-
id: 3436322
{'hecke_orbit_code': 100664141, 'n': 21, 'trace_an': 1464}
-
id: 3436323
{'hecke_orbit_code': 100664141, 'n': 22, 'trace_an': 3970}
-
id: 3436324
{'hecke_orbit_code': 100664141, 'n': 23, 'trace_an': -702}
-
id: 3436325
{'hecke_orbit_code': 100664141, 'n': 24, 'trace_an': 1170}
-
id: 3436326
{'hecke_orbit_code': 100664141, 'n': 25, 'trace_an': 625}
-
id: 3436327
{'hecke_orbit_code': 100664141, 'n': 26, 'trace_an': 0}
-
id: 3436328
{'hecke_orbit_code': 100664141, 'n': 27, 'trace_an': -2700}
-
id: 3436329
{'hecke_orbit_code': 100664141, 'n': 28, 'trace_an': -1708}
-
id: 3436330
{'hecke_orbit_code': 100664141, 'n': 29, 'trace_an': -5038}
-
id: 3436331
{'hecke_orbit_code': 100664141, 'n': 30, 'trace_an': -750}
-
id: 3436332
{'hecke_orbit_code': 100664141, 'n': 31, 'trace_an': 3634}
-
id: 3436333
{'hecke_orbit_code': 100664141, 'n': 32, 'trace_an': -2485}
-
id: 3436334
{'hecke_orbit_code': 100664141, 'n': 33, 'trace_an': -4764}
-
id: 3436335
{'hecke_orbit_code': 100664141, 'n': 34, 'trace_an': 7670}
-
id: 3436336
{'hecke_orbit_code': 100664141, 'n': 35, 'trace_an': 6100}
-
id: 3436337
{'hecke_orbit_code': 100664141, 'n': 36, 'trace_an': 1449}
-
id: 3436338
{'hecke_orbit_code': 100664141, 'n': 37, 'trace_an': 7058}
-
id: 3436339
{'hecke_orbit_code': 100664141, 'n': 38, 'trace_an': 13530}
-
id: 3436340
{'hecke_orbit_code': 100664141, 'n': 39, 'trace_an': 0}
-
id: 3436341
{'hecke_orbit_code': 100664141, 'n': 40, 'trace_an': 4875}
-
id: 3436342
{'hecke_orbit_code': 100664141, 'n': 41, 'trace_an': 294}
-
id: 3436343
{'hecke_orbit_code': 100664141, 'n': 42, 'trace_an': -7320}
-
id: 3436344
{'hecke_orbit_code': 100664141, 'n': 43, 'trace_an': 7618}
-
id: 3436345
{'hecke_orbit_code': 100664141, 'n': 44, 'trace_an': 5558}
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id: 3436554
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id: 3436555
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id: 3436556
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id: 3436557
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id: 3436558
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id: 3436559
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