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mf_newforms • Show schema
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{'Nk2': 2340, 'analytic_conductor': 4.671248518244902, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 3, 'char_parity': 1, 'char_values': [585, 3, [326, 352, 496], [3, 3, 1]], 'cm_discs': [], 'conrey_index': 406, 'conrey_indexes': [406, 451], 'dim': 10, 'field_disc': -303488160867072, 'field_disc_factorization': [[-1, 1], [2, 8], [3, 5], [69847, 2]], 'field_poly': [36, -36, 96, -12, 124, -42, 50, -8, 10, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [36, -36, 96, -12, 124, -42, 50, -8, 10, -2, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36029415527809609, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 3, 'hecke_ring_index_factorization': [[3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '585.2.j.i', 'level': 585, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'minimal_twist': '585.2.j.h', 'prim_orbit_index': 3, 'qexp_display': 'q+(-\\beta _{1}-\\beta _{3})q^{2}+(-1+\\beta _{4}-\\beta _{8}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '585.2.j', 'trace_display': [2, 0, -10, -1], 'trace_hash': 118601053881246879, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.294', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.344', 'prec': 17}, {'__RealLiteral__': 0, 'data': '342.324', 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mf_hecke_cc • Show schema
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'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 7, 'embedding_root_imag': -0.8195766385687889, 'embedding_root_real': -0.47318279289921894, 'hecke_orbit': 9, 'hecke_orbit_code': 36029415527809609, 'label': '585.2.j.i.451.2', 'level': 585, 'weight': 2}
-
mf_newspaces • Show schema
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{'Nk2': 2340, 'analytic_conductor': 4.671248518244902, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 3, 'char_parity': 1, 'char_values': [585, 3, [326, 352, 496], [3, 3, 1]], 'conrey_index': 406, 'cusp_dim': 152, 'dim': 48, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 618508845641, 'hecke_orbit_dims': [2, 2, 4, 4, 4, 6, 6, 10, 10], 'label': '585.2.j', 'level': 585, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'mf_dim': 184, 'mf_new_dim': 48, 'num_forms': 9, 'prim_orbit_index': 3, 'relative_dim': 24, 'sturm_bound': 168, 'trace_bound': 4, 'trace_display': [0, 0, 0, -6], 'traces': [48, 0, 0, -26, 0, 0, -6, 12, 0, -2, 8, 0, 8, -4, 0, -26, 6, 0, 8, 4, 0, -20, 18, 0, 48, 38, 0, -22, -12, 0, 8, -22, 0, 4, 10, 0, 10, -104, 0, 12, -20, 0, -14, -12, 0, 26, 24, 0, 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'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 46682903
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 451, 'source_dim': 10, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36029415527809609, 'source_is_minimal': True, 'source_label': '585.2.j.i.451.2', 'source_level': 585, 'target_conrey_index': 451, 'target_dim': 10, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36029415527809609, 'target_is_minimal': True, 'target_label': '585.2.j.i.451.2', 'target_level': 585, 'twist_class_label': '585.2.j.h.406.4', 'twist_class_level': 585, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 46682904
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 451, 'source_dim': 10, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36029415527809609, 'source_is_minimal': True, 'source_label': '585.2.j.i.451.2', 'source_level': 585, 'target_conrey_index': 451, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 31525815900439113, 'target_is_minimal': True, 'target_label': '585.2.j.h.451.4', 'target_level': 585, 'twist_class_label': '585.2.j.h.406.4', 'twist_class_level': 585, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 46682905
{'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 451, 'source_dim': 10, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36029415527809609, 'source_is_minimal': True, 'source_label': '585.2.j.i.451.2', 'source_level': 585, 'target_conrey_index': 406, 'target_dim': 10, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36029415527809609, 'target_is_minimal': True, 'target_label': '585.2.j.i.406.2', 'target_level': 585, 'twist_class_label': '585.2.j.h.406.4', 'twist_class_level': 585, 'twisting_char_label': '13.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 46682906
{'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 451, 'source_dim': 10, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36029415527809609, 'source_is_minimal': True, 'source_label': '585.2.j.i.451.2', 'source_level': 585, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 2, 'target_hecke_orbit_code': 292733975812644277, 'target_is_minimal': False, 'target_label': '7605.2.a.cn.1.2', 'target_level': 7605, 'twist_class_label': '585.2.j.h.406.4', 'twist_class_level': 585, 'twisting_char_label': '13.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 46682907
{'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 451, 'source_dim': 10, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36029415527809609, 'source_is_minimal': True, 'source_label': '585.2.j.i.451.2', 'source_level': 585, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 4, 'target_hecke_orbit_code': 288230376185273781, 'target_is_minimal': False, 'target_label': '7605.2.a.cm.1.4', 'target_level': 7605, 'twist_class_label': '585.2.j.h.406.4', 'twist_class_level': 585, 'twisting_char_label': '13.9', 'twisting_conrey_index': 9, 'weight': 2}
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id: 46682908
{'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 451, 'source_dim': 10, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36029415527809609, 'source_is_minimal': True, 'source_label': '585.2.j.i.451.2', 'source_level': 585, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 4, 'target_hecke_orbit_code': 283726776557903285, 'target_is_minimal': False, 'target_label': '7605.2.a.cl.1.4', 'target_level': 7605, 'twist_class_label': '585.2.j.h.406.4', 'twist_class_level': 585, 'twisting_char_label': '39.17', 'twisting_conrey_index': 17, 'weight': 2}
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id: 46682909
{'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 451, 'source_dim': 10, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36029415527809609, 'source_is_minimal': True, 'source_label': '585.2.j.i.451.2', 'source_level': 585, 'target_conrey_index': 406, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 31525815900439113, 'target_is_minimal': True, 'target_label': '585.2.j.h.406.4', 'target_level': 585, 'twist_class_label': '585.2.j.h.406.4', 'twist_class_level': 585, 'twisting_char_label': '39.29', 'twisting_conrey_index': 29, 'weight': 2}
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id: 46682910
{'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 451, 'source_dim': 10, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36029415527809609, 'source_is_minimal': True, 'source_label': '585.2.j.i.451.2', 'source_level': 585, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 2, 'target_hecke_orbit_code': 297237575440014773, 'target_is_minimal': False, 'target_label': '7605.2.a.co.1.2', 'target_level': 7605, 'twist_class_label': '585.2.j.h.406.4', 'twist_class_level': 585, 'twisting_char_label': '39.35', 'twisting_conrey_index': 35, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 1084750
{'charpoly_factorization': [[[36, -36, 96, -12, 124, -42, 50, -8, 10, -2, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 2}
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id: 1084751
{'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 36029415527809609, 'p': 3}
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id: 1084752
{'charpoly_factorization': [[[1, 1], 10]], 'hecke_orbit_code': 36029415527809609, 'p': 5}
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id: 1084753
{'charpoly_factorization': [[[2401, 2303, 3287, 1122, 1469, 439, 459, 22, 23, 1, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 7}
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id: 1084754
{'charpoly_factorization': [[[576, -1152, 3840, 3072, 3904, 744, 464, -128, 64, -8, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 11}
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id: 1084755
{'charpoly_factorization': [[[371293, -28561, -46137, 17914, 2405, -2013, 185, 106, -21, -1, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 13}
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id: 1084756
{'charpoly_factorization': [[[412164, 365940, 333888, 56220, 28696, 1342, 1930, 28, 50, 0, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 17}
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id: 1084757
{'charpoly_factorization': [[[144, 48, 448, -336, 1216, -332, 212, -40, 24, -4, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 19}
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id: 1084758
{'charpoly_factorization': [[[5184, -8640, 11808, -7200, 4128, -792, 496, -48, 56, 6, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 23}
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id: 1084759
{'charpoly_factorization': [[[66564, -99072, 123720, -65256, 34864, -6694, 5220, -1112, 198, -16, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 29}
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id: 1084760
{'charpoly_factorization': [[[603, 693, 178, -30, -9, 1], 2]], 'hecke_orbit_code': 36029415527809609, 'p': 31}
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id: 1084761
{'charpoly_factorization': [[[20736, 34560, 65664, 4992, 19072, 5648, 3632, 368, 80, -4, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 37}
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id: 1084762
{'charpoly_factorization': [[[141562404, -25414128, 11272968, -1127304, 456036, -41538, 10852, -540, 134, -6, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 41}
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id: 1084763
{'charpoly_factorization': [[[4239481, 4585393, 4016507, 1143506, 307459, 51011, 9997, 1366, 195, 15, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 43}
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id: 1084764
{'charpoly_factorization': [[[7434, 618, -752, -90, 10, 1], 2]], 'hecke_orbit_code': 36029415527809609, 'p': 47}
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id: 1084765
{'charpoly_factorization': [[[15552, -10368, 1872, 0, -20, 1], 2]], 'hecke_orbit_code': 36029415527809609, 'p': 53}
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id: 1084766
{'charpoly_factorization': [[[7584516, -892296, 1195560, -103032, 137376, -11610, 6192, -288, 186, -12, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 59}
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id: 1084767
{'charpoly_factorization': [[[9138529, -1048981, 1347747, 225526, 126725, 16341, 5009, 658, 135, 11, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 61}
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id: 1084768
{'charpoly_factorization': [[[289, 1343, 6309, 1180, 3407, -597, 1877, -212, 69, 5, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 67}
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id: 1084769
{'charpoly_factorization': [[[26244, -83592, 208908, -175536, 115584, -17946, 4540, -488, 122, -10, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 71}
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id: 1084770
{'charpoly_factorization': [[[9693, 12105, 144, -236, -1, 1], 2]], 'hecke_orbit_code': 36029415527809609, 'p': 73}
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id: 1084771
{'charpoly_factorization': [[[2349, -1899, -1086, -26, 17, 1], 2]], 'hecke_orbit_code': 36029415527809609, 'p': 79}
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id: 1084772
{'charpoly_factorization': [[[6264, -1368, -2060, -116, 16, 1], 2]], 'hecke_orbit_code': 36029415527809609, 'p': 83}
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id: 1084773
{'charpoly_factorization': [[[2916, -3888, 9396, -5400, 13212, -7434, 10644, 252, 118, -4, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 89}
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id: 1084774
{'charpoly_factorization': [[[58967041, -62591529, 50266827, -15169466, 3460075, -445423, 48217, -2782, 251, -11, 1], 1]], 'hecke_orbit_code': 36029415527809609, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 10, 'hecke_orbit': 9, 'label': '585.2.j.i', 'level': 585, 'portrait': 'data:image/png;base64,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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 202210000
{'hecke_orbit_code': 36029415527809609, 'n': 1, 'trace_an': 10}
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id: 202210001
{'hecke_orbit_code': 36029415527809609, 'n': 2, 'trace_an': 2}
-
id: 202210002
{'hecke_orbit_code': 36029415527809609, 'n': 3, 'trace_an': 0}
-
id: 202210003
{'hecke_orbit_code': 36029415527809609, 'n': 4, 'trace_an': -6}
-
id: 202210004
{'hecke_orbit_code': 36029415527809609, 'n': 5, 'trace_an': -10}
-
id: 202210005
{'hecke_orbit_code': 36029415527809609, 'n': 6, 'trace_an': 0}
-
id: 202210006
{'hecke_orbit_code': 36029415527809609, 'n': 7, 'trace_an': -1}
-
id: 202210007
{'hecke_orbit_code': 36029415527809609, 'n': 8, 'trace_an': -12}
-
id: 202210008
{'hecke_orbit_code': 36029415527809609, 'n': 9, 'trace_an': 0}
-
id: 202210009
{'hecke_orbit_code': 36029415527809609, 'n': 10, 'trace_an': -2}
-
id: 202210010
{'hecke_orbit_code': 36029415527809609, 'n': 11, 'trace_an': 8}
-
id: 202210011
{'hecke_orbit_code': 36029415527809609, 'n': 12, 'trace_an': 0}
-
id: 202210012
{'hecke_orbit_code': 36029415527809609, 'n': 13, 'trace_an': 1}
-
id: 202210013
{'hecke_orbit_code': 36029415527809609, 'n': 14, 'trace_an': 8}
-
id: 202210014
{'hecke_orbit_code': 36029415527809609, 'n': 15, 'trace_an': 0}
-
id: 202210015
{'hecke_orbit_code': 36029415527809609, 'n': 16, 'trace_an': -4}
-
id: 202210016
{'hecke_orbit_code': 36029415527809609, 'n': 17, 'trace_an': 0}
-
id: 202210017
{'hecke_orbit_code': 36029415527809609, 'n': 18, 'trace_an': 0}
-
id: 202210018
{'hecke_orbit_code': 36029415527809609, 'n': 19, 'trace_an': 4}
-
id: 202210019
{'hecke_orbit_code': 36029415527809609, 'n': 20, 'trace_an': 6}
-
id: 202210020
{'hecke_orbit_code': 36029415527809609, 'n': 21, 'trace_an': 0}
-
id: 202210021
{'hecke_orbit_code': 36029415527809609, 'n': 22, 'trace_an': -14}
-
id: 202210022
{'hecke_orbit_code': 36029415527809609, 'n': 23, 'trace_an': -6}
-
id: 202210023
{'hecke_orbit_code': 36029415527809609, 'n': 24, 'trace_an': 0}
-
id: 202210024
{'hecke_orbit_code': 36029415527809609, 'n': 25, 'trace_an': 10}
-
id: 202210025
{'hecke_orbit_code': 36029415527809609, 'n': 26, 'trace_an': 10}
-
id: 202210026
{'hecke_orbit_code': 36029415527809609, 'n': 27, 'trace_an': 0}
-
id: 202210027
{'hecke_orbit_code': 36029415527809609, 'n': 28, 'trace_an': 2}
-
id: 202210028
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