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{'Nk2': 15876, 'analytic_conductor': 70.72926453752446, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [441, 1, [344, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 193, 'field_disc_factorization': [[193, 1]], 'field_poly': [-48, -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': [[2, [-46, -3, 1]], [5, [-36, 1]], [13, [169776, 1296, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193765962169, 'hecke_ring_generator_nbound': 2, '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': '441.6.a.r', 'level': 441, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '147.6.a.h', 'nf_label': '2.2.193.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta )q^{2}+(17+3\\beta )q^{4}+6^{2}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '441.6.a', 'trace_display': [3, 0, 72, 0], 'trace_hash': 553355012089280046, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.925', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.028', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.222', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.683', 'prec': 17}, {'__RealLiteral__': 0, 'data': '62.172', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 3, 0, 37, 72, 0, 0, 249, 0, 108, -480, 0, -1296, 0, 0, -1679, 936, 0, 216, 1332, 0, -1492, 504, 0, -3658, -8892, 0, 0, -6372, 0, -9936, -9039, 0, -19440, 0, 0, 11124, 28116, 0, 8964, 20952, 0, -6264, -11196, 0, 6160, 7920, 0, 0, -5487, 0, -44820, -2220, 0, -17280, 0, 0, -71318, 29736, 0, 17280, 40680, 0, -10879, -46656, 0, -20680, -45216, 0, 0, 92280, 0, -56592, -85218, 0, 87372, 0, 0, -56096, -60444, 0, 52272, -71352, 0, 33696, -240996, 0, -52812, 123192, 0, 0, 25536, 0, 345384, 7776, 0, -35856, 0, 0, -67673, -117576, 0, -251856, -98820, 0, 110926, -200688, 0, 10692, -53712, 0, 0, 26940, 0, 18144, -303162, 0, 127980, 0, 0, -200726, -425700, 0, -17064, -356688, 0, 31856, -286095, 0, -320112, 119880, 0, 0, 594300, 0, 304128, -790572, 0, 227880, 0, 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mf_hecke_nf • Show schema
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-57330824], [-34869240, -24592608], [20833200, -64779480], [-87979536, 6931008], [249230414, 56825216], [-119075004, 83828376], [417071216, -55771192], [-345792852, 68714784], [603199944, 10758384], [38832372, 16212528], [251785868, -2323864], [-222677414, 17871520], [-4663404, -87660864], [-131715288, -70372800]], 'char_orbit_index': 1, 'field_poly': [-48, -1, 1], 'hecke_orbit_code': 76561193765962169, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '441.6.a.r', 'level': 441, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
Hide schema
{'ALdims': [15, 19, 25, 24], 'Nk2': 15876, 'analytic_conductor': 70.72926453752446, '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': [441, 1, [344, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 83, 'eis_dim': 32, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 100663737, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8], 'label': '441.6.a', 'level': 441, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 296, 'mf_new_dim': 88, 'num_forms': 31, 'plus_dim': 39, 'prim_orbit_index': 1, 'relative_dim': 83, 'sturm_bound': 336, 'trace_bound': 13, 'trace_display': [2, 0, -36, 0], 'traces': [83, 2, 0, 1296, -36, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 324128
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '441.6.a.r', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '147.6.a.h', 'target_level': 147, 'twist_class_label': '147.6.a.h', 'twist_class_level': 147, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 324129
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '441.6.a.r', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': True, 'target_label': '147.6.a.j', 'target_level': 147, 'twist_class_label': '147.6.a.h', 'twist_class_level': 147, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 324130
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '441.6.a.r', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '147.6.e.m', 'target_level': 147, 'twist_class_label': '147.6.a.h', 'twist_class_level': 147, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 324131
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '441.6.a.r', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '147.6.e.n', 'target_level': 147, 'twist_class_label': '147.6.a.h', 'twist_class_level': 147, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 324132
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '441.6.a.r', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '441.6.a.q', 'target_level': 441, 'twist_class_label': '147.6.a.h', 'twist_class_level': 147, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 324133
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '441.6.a.r', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '441.6.a.r', 'target_level': 441, 'twist_class_label': '147.6.a.h', 'twist_class_level': 147, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 895075
{'charpoly_factorization': [[[-46, -3, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 2}
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id: 895076
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 76561193765962169, 'p': 3}
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id: 895077
{'charpoly_factorization': [[[-36, 1], 2]], 'hecke_orbit_code': 76561193765962169, 'p': 5}
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id: 895078
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 76561193765962169, 'p': 7}
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id: 895079
{'charpoly_factorization': [[[54512, 480, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 11}
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id: 895080
{'charpoly_factorization': [[[169776, 1296, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 13}
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id: 895081
{'charpoly_factorization': [[[-2032128, -936, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 17}
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id: 895082
{'charpoly_factorization': [[[-3990384, -216, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 19}
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id: 895083
{'charpoly_factorization': [[[-87808, -504, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 23}
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id: 895084
{'charpoly_factorization': [[[-9612604, 6372, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 29}
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id: 895085
{'charpoly_factorization': [[[8672832, 9936, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 31}
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id: 895086
{'charpoly_factorization': [[[-22869468, -11124, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 37}
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id: 895087
{'charpoly_factorization': [[[107495424, -20952, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 41}
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id: 895088
{'charpoly_factorization': [[[-268110576, 6264, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 43}
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id: 895089
{'charpoly_factorization': [[[-560613312, -7920, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 47}
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id: 895090
{'charpoly_factorization': [[[-66407452, 2220, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 53}
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id: 895091
{'charpoly_factorization': [[[185038992, -29736, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 59}
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id: 895092
{'charpoly_factorization': [[[-982141200, -17280, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 61}
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id: 895093
{'charpoly_factorization': [[[-1919121200, 20680, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 67}
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id: 895094
{'charpoly_factorization': [[[1814661632, -92280, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 71}
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id: 895095
{'charpoly_factorization': [[[631577088, 56592, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 73}
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id: 895096
{'charpoly_factorization': [[[-1239346496, 56096, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 79}
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id: 895097
{'charpoly_factorization': [[[-3085453296, 71352, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 83}
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id: 895098
{'charpoly_factorization': [[[3143484288, -123192, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 89}
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id: 895099
{'charpoly_factorization': [[[-18184056768, 35856, 1], 1]], 'hecke_orbit_code': 76561193765962169, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 18, 'label': '441.6.a.r', 'level': 441, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 62765443
{'hecke_orbit_code': 76561193765962169, 'n': 1, 'trace_an': 2}
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id: 62765444
{'hecke_orbit_code': 76561193765962169, 'n': 2, 'trace_an': 3}
-
id: 62765445
{'hecke_orbit_code': 76561193765962169, 'n': 3, 'trace_an': 0}
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id: 62765446
{'hecke_orbit_code': 76561193765962169, 'n': 4, 'trace_an': 37}
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id: 62765447
{'hecke_orbit_code': 76561193765962169, 'n': 5, 'trace_an': 72}
-
id: 62765448
{'hecke_orbit_code': 76561193765962169, 'n': 6, 'trace_an': 0}
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id: 62765449
{'hecke_orbit_code': 76561193765962169, 'n': 7, 'trace_an': 0}
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id: 62765450
{'hecke_orbit_code': 76561193765962169, 'n': 8, 'trace_an': 249}
-
id: 62765451
{'hecke_orbit_code': 76561193765962169, 'n': 9, 'trace_an': 0}
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id: 62765452
{'hecke_orbit_code': 76561193765962169, 'n': 10, 'trace_an': 108}
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id: 62765453
{'hecke_orbit_code': 76561193765962169, 'n': 11, 'trace_an': -480}
-
id: 62765454
{'hecke_orbit_code': 76561193765962169, 'n': 12, 'trace_an': 0}
-
id: 62765455
{'hecke_orbit_code': 76561193765962169, 'n': 13, 'trace_an': -1296}
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id: 62765456
{'hecke_orbit_code': 76561193765962169, 'n': 14, 'trace_an': 0}
-
id: 62765457
{'hecke_orbit_code': 76561193765962169, 'n': 15, 'trace_an': 0}
-
id: 62765458
{'hecke_orbit_code': 76561193765962169, 'n': 16, 'trace_an': -1679}
-
id: 62765459
{'hecke_orbit_code': 76561193765962169, 'n': 17, 'trace_an': 936}
-
id: 62765460
{'hecke_orbit_code': 76561193765962169, 'n': 18, 'trace_an': 0}
-
id: 62765461
{'hecke_orbit_code': 76561193765962169, 'n': 19, 'trace_an': 216}
-
id: 62765462
{'hecke_orbit_code': 76561193765962169, 'n': 20, 'trace_an': 1332}
-
id: 62765463
{'hecke_orbit_code': 76561193765962169, 'n': 21, 'trace_an': 0}
-
id: 62765464
{'hecke_orbit_code': 76561193765962169, 'n': 22, 'trace_an': -1492}
-
id: 62765465
{'hecke_orbit_code': 76561193765962169, 'n': 23, 'trace_an': 504}
-
id: 62765466
{'hecke_orbit_code': 76561193765962169, 'n': 24, 'trace_an': 0}
-
id: 62765467
{'hecke_orbit_code': 76561193765962169, 'n': 25, 'trace_an': -3658}
-
id: 62765468
{'hecke_orbit_code': 76561193765962169, 'n': 26, 'trace_an': -8892}
-
id: 62765469
{'hecke_orbit_code': 76561193765962169, 'n': 27, 'trace_an': 0}
-
id: 62765470
{'hecke_orbit_code': 76561193765962169, 'n': 28, 'trace_an': 0}
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