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{'Nk2': 18720, 'analytic_conductor': 69.03223470671652, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [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': [1170, 1, [911, 937, 1081], [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': [[7, [25, 1]], [11, [-21, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398576592018, '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': '1170.4.a.e', 'level': 1170, '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, 5, 13], 'level_radical': 390, 'minimal_twist': '390.4.a.g', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{4}+5q^{5}-5^{2}q^{7}-8q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1170.4.a', 'trace_display': [-2, 0, 5, -25], 'trace_hash': 2202867289838957902, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.036', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.131', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, -2, 0, 4, 5, 0, -25, -8, 0, -10, 21, 0, 13, 50, 0, 16, -123, 0, 146, 20, 0, -42, -99, 0, 25, -26, 0, -100, 246, 0, 182, -32, 0, 246, -125, 0, -295, -292, 0, -40, -9, 0, 452, 84, 0, 198, -390, 0, 282, -50, 0, 52, -315, 0, 105, 200, 0, -492, 24, 0, -727, -364, 0, 64, 65, 0, 596, -492, 0, 250, -771, 0, 326, 590, 0, 584, -525, 0, -889, 80, 0, 18, 96, 0, -615, -904, 0, -168, -795, 0, -325, -396, 0, 780, 730, 0, 983, -564, 0, 100, 732, 0, -1600, -104, 0, 630, -1011, 0, 1100, -210, 0, -400, 1770, 0, -495, 984, 0, -48, 3075, 0, -890, 1454, 0, 728, 125, 0, 2666, -128, 0, -130, -582, 0, -3650, -1192, 0, 984, -270, 0, -7, -500, 0, 1542, 273, 0, 1230, -652, 0, -1180, -3099, 0, -2860, -1168, 0, 1050, 910, 0, -2734, 1778, 0, -160, 2475, 0, -853, -36, 0, -192, 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mf_hecke_cc • Show schema
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'embedding_root_real': 0.0, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398576592018, 'label': '1170.4.a.e.1.1', 'level': 1170, 'weight': 4}
-
mf_newspaces • Show schema
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{'ALdims': [4, 2, 3, 3, 4, 4, 4, 5, 3, 3, 4, 2, 5, 4, 4, 6], 'Nk2': 18720, 'analytic_conductor': 69.03223470671652, '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': [1170, 1, [911, 937, 1081], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 740, 'dim': 60, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 67110034, 'hecke_orbit_dims': [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, 3, 3, 3, 3, 3, 4, 4], 'label': '1170.4.a', 'level': 1170, '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, 5, 13], 'level_radical': 390, 'mf_dim': 772, 'mf_new_dim': 60, 'num_forms': 34, 'plus_dim': 33, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 1008, 'trace_bound': 11, 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mf_twists_cc • Show schema
Hide schema
-
id: 44111142
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398576592018, 'source_is_minimal': False, 'source_label': '1170.4.a.e.1.1', 'source_level': 1170, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576592018, 'target_is_minimal': False, 'target_label': '1170.4.a.e.1.1', 'target_level': 1170, 'twist_class_label': '390.4.a.g.1.1', 'twist_class_level': 390, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 44111143
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398576592018, 'source_is_minimal': False, 'source_label': '1170.4.a.e.1.1', 'source_level': 1170, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597831332230, 'target_is_minimal': True, 'target_label': '390.4.a.g.1.1', 'target_level': 390, 'twist_class_label': '390.4.a.g.1.1', 'twist_class_level': 390, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 44111144
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398576592018, 'source_is_minimal': False, 'source_label': '1170.4.a.e.1.1', 'source_level': 1170, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597831333790, 'target_is_minimal': False, 'target_label': '1950.4.a.g.1.1', 'target_level': 1950, 'twist_class_label': '390.4.a.g.1.1', 'twist_class_level': 390, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1741225
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 2}
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id: 1741226
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 3}
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id: 1741227
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 5}
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id: 1741228
{'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 7}
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id: 1741229
{'charpoly_factorization': [[[-21, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 11}
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id: 1741230
{'charpoly_factorization': [[[-13, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 13}
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id: 1741231
{'charpoly_factorization': [[[123, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 17}
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id: 1741232
{'charpoly_factorization': [[[-146, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 19}
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id: 1741233
{'charpoly_factorization': [[[99, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 23}
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id: 1741234
{'charpoly_factorization': [[[-246, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 29}
-
id: 1741235
{'charpoly_factorization': [[[-182, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 31}
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id: 1741236
{'charpoly_factorization': [[[295, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 37}
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id: 1741237
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 41}
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id: 1741238
{'charpoly_factorization': [[[-452, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 43}
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id: 1741239
{'charpoly_factorization': [[[390, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 47}
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id: 1741240
{'charpoly_factorization': [[[315, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 53}
-
id: 1741241
{'charpoly_factorization': [[[-24, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 59}
-
id: 1741242
{'charpoly_factorization': [[[727, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 61}
-
id: 1741243
{'charpoly_factorization': [[[-596, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 67}
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id: 1741244
{'charpoly_factorization': [[[771, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 71}
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id: 1741245
{'charpoly_factorization': [[[-326, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 73}
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id: 1741246
{'charpoly_factorization': [[[889, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 79}
-
id: 1741247
{'charpoly_factorization': [[[-96, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 83}
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id: 1741248
{'charpoly_factorization': [[[795, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 89}
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id: 1741249
{'charpoly_factorization': [[[-983, 1], 1]], 'hecke_orbit_code': 18014398576592018, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '1170.4.a.e', 'level': 1170, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 39906385
{'hecke_orbit_code': 18014398576592018, 'n': 1, 'trace_an': 1}
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id: 39906386
{'hecke_orbit_code': 18014398576592018, 'n': 2, 'trace_an': -2}
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id: 39906387
{'hecke_orbit_code': 18014398576592018, 'n': 3, 'trace_an': 0}
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id: 39906388
{'hecke_orbit_code': 18014398576592018, 'n': 4, 'trace_an': 4}
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