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{'Nk2': 22464, 'analytic_conductor': 100.07950356329991, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [13, -1]], 'atkin_lehner_string': '-+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [624, 1, [79, 469, 209, 145], [1, 1, 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, [74, 1]], [7, [-112, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034416, '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': '624.6.a.b', 'level': 624, '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, 13], 'level_radical': 78, 'minimal_twist': '39.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-9q^{3}-74q^{5}+112q^{7}+3^{4}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '624.6.a', 'trace_display': [0, -9, -74, 112], 'trace_hash': 1115330310001247005, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.971', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.042', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'ALdims': [8, 7, 8, 7, 8, 7, 6, 9], 'Nk2': 22464, 'analytic_conductor': 100.07950356329991, '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': [624, 1, [79, 469, 209, 145], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 548, 'dim': 60, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 100663920, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4], 'label': '624.6.a', 'level': 624, '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, 13], 'level_radical': 78, 'mf_dim': 572, 'mf_new_dim': 60, 'num_forms': 26, 'plus_dim': 28, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 672, 'trace_bound': 7, 'trace_display': [0, 0, 0, 196], 'traces': [60, 0, 0, 0, 0, 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-280798984, 0, -39044016, 0, -8154960, 0, -78099992, 0, 15968016, 0], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 420252
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '624.6.a.b', 'source_level': 624, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '39.6.a.a', 'target_level': 39, 'twist_class_label': '39.6.a.a', 'twist_class_level': 39, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 420253
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '624.6.a.b', 'source_level': 624, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '117.6.a.a', 'target_level': 117, 'twist_class_label': '39.6.a.a', 'twist_class_level': 39, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 420254
{'conductor': 52, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '624.6.a.b', 'source_level': 624, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '507.6.a.a', 'target_level': 507, 'twist_class_label': '39.6.a.a', 'twist_class_level': 39, 'twisting_char_label': '52.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 420255
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '624.6.a.b', 'source_level': 624, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '624.6.a.b', 'target_level': 624, 'twist_class_label': '39.6.a.a', 'twist_class_level': 39, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 420256
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '624.6.a.b', 'source_level': 624, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '975.6.a.a', 'target_level': 975, 'twist_class_label': '39.6.a.a', 'twist_class_level': 39, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 1134375
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 2}
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id: 1134376
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 3}
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id: 1134377
{'charpoly_factorization': [[[74, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 5}
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id: 1134378
{'charpoly_factorization': [[[-112, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 7}
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id: 1134379
{'charpoly_factorization': [[[164, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 11}
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id: 1134380
{'charpoly_factorization': [[[-169, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 13}
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id: 1134381
{'charpoly_factorization': [[[1646, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 17}
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id: 1134382
{'charpoly_factorization': [[[-2052, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 19}
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id: 1134383
{'charpoly_factorization': [[[4152, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 23}
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id: 1134384
{'charpoly_factorization': [[[-2638, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 29}
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id: 1134385
{'charpoly_factorization': [[[-8936, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 31}
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id: 1134386
{'charpoly_factorization': [[[-1846, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 37}
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id: 1134387
{'charpoly_factorization': [[[-8010, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 41}
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id: 1134388
{'charpoly_factorization': [[[-19236, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 43}
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id: 1134389
{'charpoly_factorization': [[[-12840, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 47}
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id: 1134390
{'charpoly_factorization': [[[1434, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 53}
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id: 1134391
{'charpoly_factorization': [[[1428, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 59}
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id: 1134392
{'charpoly_factorization': [[[25202, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 61}
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id: 1134393
{'charpoly_factorization': [[[-22868, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 67}
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id: 1134394
{'charpoly_factorization': [[[17280, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 71}
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id: 1134395
{'charpoly_factorization': [[[-54410, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 73}
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id: 1134396
{'charpoly_factorization': [[[65312, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 79}
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id: 1134397
{'charpoly_factorization': [[[-70372, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 83}
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id: 1134398
{'charpoly_factorization': [[[76390, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 89}
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id: 1134399
{'charpoly_factorization': [[[174398, 1], 1]], 'hecke_orbit_code': 4503599728034416, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '624.6.a.b', 'level': 624, 'portrait': 'data:image/png;base64,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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 19397280
{'hecke_orbit_code': 4503599728034416, 'n': 1, 'trace_an': 1}
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id: 19397281
{'hecke_orbit_code': 4503599728034416, 'n': 2, 'trace_an': 0}
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id: 19397282
{'hecke_orbit_code': 4503599728034416, 'n': 3, 'trace_an': -9}
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id: 19397283
{'hecke_orbit_code': 4503599728034416, 'n': 4, 'trace_an': 0}
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id: 19397284
{'hecke_orbit_code': 4503599728034416, 'n': 5, 'trace_an': -74}
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id: 19397285
{'hecke_orbit_code': 4503599728034416, 'n': 6, 'trace_an': 0}
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id: 19397286
{'hecke_orbit_code': 4503599728034416, 'n': 7, 'trace_an': 112}
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id: 19397287
{'hecke_orbit_code': 4503599728034416, 'n': 8, 'trace_an': 0}
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id: 19397288
{'hecke_orbit_code': 4503599728034416, 'n': 9, 'trace_an': 81}
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id: 19397289
{'hecke_orbit_code': 4503599728034416, 'n': 10, 'trace_an': 0}
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id: 19397290
{'hecke_orbit_code': 4503599728034416, 'n': 11, 'trace_an': -164}
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id: 19397291
{'hecke_orbit_code': 4503599728034416, 'n': 12, 'trace_an': 0}
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id: 19397292
{'hecke_orbit_code': 4503599728034416, 'n': 13, 'trace_an': 169}
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id: 19397293
{'hecke_orbit_code': 4503599728034416, 'n': 14, 'trace_an': 0}
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id: 19397294
{'hecke_orbit_code': 4503599728034416, 'n': 15, 'trace_an': 666}
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id: 19397295
{'hecke_orbit_code': 4503599728034416, 'n': 16, 'trace_an': 0}
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id: 19397296
{'hecke_orbit_code': 4503599728034416, 'n': 17, 'trace_an': -1646}
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id: 19397297
{'hecke_orbit_code': 4503599728034416, 'n': 18, 'trace_an': 0}
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id: 19397298
{'hecke_orbit_code': 4503599728034416, 'n': 19, 'trace_an': 2052}
-
id: 19397299
{'hecke_orbit_code': 4503599728034416, 'n': 20, 'trace_an': 0}
-
id: 19397300
{'hecke_orbit_code': 4503599728034416, 'n': 21, 'trace_an': -1008}
-
id: 19397301
{'hecke_orbit_code': 4503599728034416, 'n': 22, 'trace_an': 0}
-
id: 19397302
{'hecke_orbit_code': 4503599728034416, 'n': 23, 'trace_an': -4152}
-
id: 19397303
{'hecke_orbit_code': 4503599728034416, 'n': 24, 'trace_an': 0}
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id: 19397304
{'hecke_orbit_code': 4503599728034416, 'n': 25, 'trace_an': 2351}
-
id: 19397305
{'hecke_orbit_code': 4503599728034416, 'n': 26, 'trace_an': 0}
-
id: 19397306
{'hecke_orbit_code': 4503599728034416, 'n': 27, 'trace_an': -729}
-
id: 19397307
{'hecke_orbit_code': 4503599728034416, 'n': 28, 'trace_an': 0}
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id: 19397308
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