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{'Nk2': 31752, 'analytic_conductor': 141.45852907504892, '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': [882, 1, [785, 199], [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, [-86, 1]], [11, [34, 1]]], 'hecke_orbit': 25, 'hecke_orbit_code': 108086391157556082, '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': '882.6.a.y', 'level': 882, '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, 7], 'level_radical': 42, 'minimal_twist': '42.6.e.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+2^{4}q^{4}+86q^{5}+2^{6}q^{8}+344q^{10}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '882.6.a', 'trace_display': [4, 0, 86, 0], 'trace_hash': 1264019800066064905, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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1], 'hecke_orbit_code': 108086391157556082, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '882.6.a.y', 'level': 882, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'ALdims': [9, 8, 13, 13, 9, 8, 11, 14], 'Nk2': 31752, 'analytic_conductor': 141.45852907504892, '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': [882, 1, [785, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 808, 'dim': 85, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100664178, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 6, 6], 'label': '882.6.a', 'level': 882, '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, 7], 'level_radical': 42, 'mf_dim': 872, 'mf_new_dim': 85, 'num_forms': 50, 'plus_dim': 41, 'prim_orbit_index': 1, 'relative_dim': 85, 'sturm_bound': 1008, 'trace_bound': 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0, 36474240, -24091976, 0, -64378944, 0, 0, 3063912, -93266424, 0, 37111596, -19083264, 0, 7472256, 91950120, 0, -36989172, -4693728, 0, 0, 230600984, 0, 81327792, -6291688, 0, 86852736, 0, 0, -9331560, 10567680, 0, 15550128, -36483168, 0, -372164522, -78360864, 0, -16922624, -936522, 0, 0, 65767776, 0, -2853624, 219865016, 0, -231398718, 0, 0, 44481280, -22522368, 0, -174928800, 22411776, 0, 18006112, -114605100, 0, -52275328, -66112184, 0, 0, 25991146, 0, -77422272, 68578176, 0, 5461872, 0, 0, -328316939, 20705504, 0, 35199840, 80875968, 0, 55794976, -24342336, 0, -40922848, 50339178, 0, 0, -198732928, 0, -11246592, 77226414, 0, 351415536, 0, 0, 95209488, -95658276, 0, 22915872, -36832560, 0, -54406528, -190711232, 0, -44463160, -10735616, 0, 0, 351794640, 0, 66119508, -179029232, 0, -71740416], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 554962
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 25, 'source_is_minimal': False, 'source_label': '882.6.a.y', 'source_level': 882, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '42.6.e.b', 'target_level': 42, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 554963
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 25, 'source_is_minimal': False, 'source_label': '882.6.a.y', 'source_level': 882, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '126.6.g.b', 'target_level': 126, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 554964
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 25, 'source_is_minimal': False, 'source_label': '882.6.a.y', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '294.6.a.d', 'target_level': 294, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 554965
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 25, 'source_is_minimal': False, 'source_label': '882.6.a.y', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '294.6.a.e', 'target_level': 294, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 554966
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 25, 'source_is_minimal': False, 'source_label': '882.6.a.y', 'source_level': 882, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '294.6.e.m', 'target_level': 294, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 554967
{'conductor': 84, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 25, 'source_is_minimal': False, 'source_label': '882.6.a.y', 'source_level': 882, 'target_char_orbit': 17, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '336.6.q.a', 'target_level': 336, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '84.j', 'twisting_char_orbit': 10, 'weight': 6}
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id: 554968
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 25, 'source_is_minimal': False, 'source_label': '882.6.a.y', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '882.6.a.m', 'target_level': 882, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 554969
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 25, 'source_is_minimal': False, 'source_label': '882.6.a.y', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '882.6.a.y', 'target_level': 882, 'twist_class_label': '42.6.e.b', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 1412450
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 2}
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id: 1412451
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 3}
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id: 1412452
{'charpoly_factorization': [[[-86, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 5}
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id: 1412453
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 7}
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id: 1412454
{'charpoly_factorization': [[[34, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 11}
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id: 1412455
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 13}
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id: 1412456
{'charpoly_factorization': [[[1904, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 17}
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id: 1412457
{'charpoly_factorization': [[[-1489, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 19}
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id: 1412458
{'charpoly_factorization': [[[-224, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 23}
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id: 1412459
{'charpoly_factorization': [[[-6508, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 29}
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id: 1412460
{'charpoly_factorization': [[[1731, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 31}
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id: 1412461
{'charpoly_factorization': [[[7633, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 37}
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id: 1412462
{'charpoly_factorization': [[[-15414, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 41}
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id: 1412463
{'charpoly_factorization': [[[-18491, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 43}
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id: 1412464
{'charpoly_factorization': [[[-18462, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 47}
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id: 1412465
{'charpoly_factorization': [[[-19956, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 53}
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id: 1412466
{'charpoly_factorization': [[[31828, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 59}
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id: 1412467
{'charpoly_factorization': [[[-57654, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 61}
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id: 1412468
{'charpoly_factorization': [[[60563, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 67}
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id: 1412469
{'charpoly_factorization': [[[-44834, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 71}
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id: 1412470
{'charpoly_factorization': [[[20821, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 73}
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id: 1412471
{'charpoly_factorization': [[[30531, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 79}
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id: 1412472
{'charpoly_factorization': [[[-110602, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 83}
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id: 1412473
{'charpoly_factorization': [[[58992, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 89}
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id: 1412474
{'charpoly_factorization': [[[-119846, 1], 1]], 'hecke_orbit_code': 108086391157556082, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 25, 'label': '882.6.a.y', 'level': 882, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 66694783
{'hecke_orbit_code': 108086391157556082, 'n': 1, 'trace_an': 1}
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id: 66694784
{'hecke_orbit_code': 108086391157556082, 'n': 2, 'trace_an': 4}
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id: 66694785
{'hecke_orbit_code': 108086391157556082, 'n': 3, 'trace_an': 0}
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id: 66694786
{'hecke_orbit_code': 108086391157556082, 'n': 4, 'trace_an': 16}
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id: 66694787
{'hecke_orbit_code': 108086391157556082, 'n': 5, 'trace_an': 86}
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id: 66694788
{'hecke_orbit_code': 108086391157556082, 'n': 6, 'trace_an': 0}
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id: 66694789
{'hecke_orbit_code': 108086391157556082, 'n': 7, 'trace_an': 0}
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id: 66694790
{'hecke_orbit_code': 108086391157556082, 'n': 8, 'trace_an': 64}
-
id: 66694791
{'hecke_orbit_code': 108086391157556082, 'n': 9, 'trace_an': 0}
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id: 66694792
{'hecke_orbit_code': 108086391157556082, 'n': 10, 'trace_an': 344}
-
id: 66694793
{'hecke_orbit_code': 108086391157556082, 'n': 11, 'trace_an': -34}
-
id: 66694794
{'hecke_orbit_code': 108086391157556082, 'n': 12, 'trace_an': 0}
-
id: 66694795
{'hecke_orbit_code': 108086391157556082, 'n': 13, 'trace_an': 3}
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id: 66694796
{'hecke_orbit_code': 108086391157556082, 'n': 14, 'trace_an': 0}
-
id: 66694797
{'hecke_orbit_code': 108086391157556082, 'n': 15, 'trace_an': 0}
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id: 66694798
{'hecke_orbit_code': 108086391157556082, 'n': 16, 'trace_an': 256}
-
id: 66694799
{'hecke_orbit_code': 108086391157556082, 'n': 17, 'trace_an': -1904}
-
id: 66694800
{'hecke_orbit_code': 108086391157556082, 'n': 18, 'trace_an': 0}
-
id: 66694801
{'hecke_orbit_code': 108086391157556082, 'n': 19, 'trace_an': 1489}
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