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{'Nk2': 18920, 'analytic_conductor': 37.76924015606562, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -1], [11, -1], [43, 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': [4730, 1, [947, 431, 1981], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 11, 'field_disc': 166261757049883385744, 'field_disc_factorization': [[2, 4], [7, 1], [23, 1], [656833, 1], [98263344793, 1]], 'field_poly': [64, 96, -1256, 993, 1665, -767, -572, 216, 72, -25, -3, 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': [[3, [64, 96, -1256, 993, 1665, -767, -572, 216, 72, -25, -3, 1]], [7, [3680, 6256, -13566, -3243, 7999, -39, -1774, 202, 160, -27, -5, 1]], [13, [-8192, -33664, -11136, 47360, 6352, -12848, -936, 1364, 52, -62, -1, 1]]], 'hecke_orbit': 30, 'hecke_orbit_code': 130604389227303546, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '4730.2.a.bd', 'level': 4730, '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': True, 'level_primes': [2, 5, 11, 43], 'level_radical': 4730, 'minimal_twist': '4730.2.a.bd', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+\\beta _{1}q^{3}+q^{4}+q^{5}+\\beta _{1}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 11, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4730.2.a', 'trace_display': [11, 3, 11, 5], 'trace_hash': 1278216773956985084, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.074', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.504', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '267.188', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12320.650', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [11, 11, 3, 11, 11, 3, 5, 11, 26, 11, 11, 3, 1, 5, 3, 11, 8, 26, 1, 11, 0, 11, 20, 3, 11, 1, 18, 5, 9, 3, 12, 11, 3, 8, 5, 26, 19, 1, -18, 11, 9, 0, -11, 11, 26, 20, 15, 3, 2, 11, -25, 1, 35, 18, 11, 5, -25, 9, 13, 3, 9, 12, 22, 11, 1, 3, -1, 8, 12, 5, 14, 26, -20, 19, 3, 1, 5, -18, -23, 11, 71, 9, 12, 0, 8, -11, 6, 11, -1, 26, -17, 20, 7, 15, 1, 3, 17, 2, 26, 11, -25, -25, 43, 1, 0, 35, -13, 18, 15, 11, -61, 5, 60, -25, 20, 9, -23, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'ALdims': [8, 11, 11, 5, 8, 8, 8, 11, 10, 6, 6, 13, 6, 13, 13, 4], 'Nk2': 18920, 'analytic_conductor': 37.76924015606562, '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': [4730, 1, [947, 431, 1981], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 785, 'dim': 141, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7, 13], 'hecke_orbit_code': 33559162, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 4, 5, 8, 8, 8, 10, 10, 11, 11, 11, 12, 13], 'label': '4730.2.a', 'level': 4730, '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': True, 'level_primes': [2, 5, 11, 43], 'level_radical': 4730, 'mf_dim': 800, 'mf_new_dim': 141, 'num_forms': 32, 'plus_dim': 51, 'prim_orbit_index': 1, 'relative_dim': 141, 'sturm_bound': 1584, 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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 11, 'source_embedding_index': 5, 'source_hecke_orbit_code': 130604389227303546, 'source_is_minimal': True, 'source_label': '4730.2.a.bd.1.5', 'source_level': 4730, 'target_conrey_index': 1, 'target_dim': 11, 'target_embedding_index': 5, 'target_hecke_orbit_code': 130604389227303546, 'target_is_minimal': True, 'target_label': '4730.2.a.bd.1.5', 'target_level': 4730, 'twist_class_label': '4730.2.a.bd.1.5', 'twist_class_level': 4730, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3689850
{'charpoly_factorization': [[[-1, 1], 11]], 'hecke_orbit_code': 130604389227303546, 'p': 2}
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id: 3689851
{'charpoly_factorization': [[[64, 96, -1256, 993, 1665, -767, -572, 216, 72, -25, -3, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 3}
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id: 3689852
{'charpoly_factorization': [[[-1, 1], 11]], 'hecke_orbit_code': 130604389227303546, 'p': 5}
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id: 3689853
{'charpoly_factorization': [[[3680, 6256, -13566, -3243, 7999, -39, -1774, 202, 160, -27, -5, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 7}
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id: 3689854
{'charpoly_factorization': [[[-1, 1], 11]], 'hecke_orbit_code': 130604389227303546, 'p': 11}
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id: 3689855
{'charpoly_factorization': [[[-8192, -33664, -11136, 47360, 6352, -12848, -936, 1364, 52, -62, -1, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 13}
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id: 3689856
{'charpoly_factorization': [[[-8896, -122240, -403628, 121922, 190547, -27924, -19073, 2409, 687, -85, -8, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 17}
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id: 3689857
{'charpoly_factorization': [[[-56864, -296224, -268250, 174237, 106483, -49931, -6904, 3784, 144, -107, -1, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 19}
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id: 3689858
{'charpoly_factorization': [[[521216, 1220352, 176000, -518144, -54048, 90480, -2496, -6224, 860, 72, -20, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 23}
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id: 3689859
{'charpoly_factorization': [[[9321152, 2762080, -7338032, -1117616, 1619664, -60868, -84132, 6888, 1557, -157, -9, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 29}
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id: 3689860
{'charpoly_factorization': [[[165806080, -39944192, -44195840, 7005440, 3993728, -413376, -141744, 12144, 2164, -177, -12, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 31}
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id: 3689861
{'charpoly_factorization': [[[70995968, 154171648, 2046528, -32096768, 3846704, 1312544, -247056, -9476, 4004, -108, -19, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 37}
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id: 3689862
{'charpoly_factorization': [[[-10376192, 20604544, -9697728, -2136480, 1863088, -13872, -101984, 6764, 1980, -188, -9, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 41}
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id: 3689863
{'charpoly_factorization': [[[1, 1], 11]], 'hecke_orbit_code': 130604389227303546, 'p': 43}
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id: 3689864
{'charpoly_factorization': [[[2204316064, 283713152, -310905352, -20293228, 17601724, 116751, -454539, 16516, 4595, -262, -15, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 47}
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id: 3689865
{'charpoly_factorization': [[[1237720072, 1174137788, -9028358, -103833031, 994531, 3653383, -161190, -55394, 4546, 227, -35, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 53}
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id: 3689866
{'charpoly_factorization': [[[23146496, 6125824, -32246560, -4099704, 8203574, -467027, -322631, 24326, 3753, -294, -13, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 59}
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id: 3689867
{'charpoly_factorization': [[[2270144, 4707104, -5329104, -3044128, 2920880, -105572, -165840, 16152, 2229, -249, -9, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 61}
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id: 3689868
{'charpoly_factorization': [[[104513536, -298739712, 48193536, 74946560, -878208, -3303488, -1568, 56104, -32, -404, 1, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 67}
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id: 3689869
{'charpoly_factorization': [[[359814496, 543002792, -246799080, -31551340, 19703269, -71206, -528389, 25443, 4955, -321, -14, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 71}
-
id: 3689870
{'charpoly_factorization': [[[1906373504, -2674235200, 839157280, 147021296, -51711024, -3634280, 1019028, 51064, -7736, -369, 20, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 73}
-
id: 3689871
{'charpoly_factorization': [[[10603040, 7854224, -11368930, -9279091, 1533005, 2008353, 297972, -20598, -5930, -133, 23, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 79}
-
id: 3689872
{'charpoly_factorization': [[[383488, 10280928, -20129000, 3090058, 4592219, -812876, -258757, 25653, 3767, -321, -12, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 83}
-
id: 3689873
{'charpoly_factorization': [[[118233088, -39601408, -57554112, 12482496, 4695696, -1040448, -117376, 31116, 552, -306, 1, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 89}
-
id: 3689874
{'charpoly_factorization': [[[-883931648, -69558656, 442310464, -146536480, 2126928, 6006512, -889008, 604, 7684, -334, -17, 1], 1]], 'hecke_orbit_code': 130604389227303546, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 30, 'label': '4730.2.a.bd', 'level': 4730, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 68229625
{'hecke_orbit_code': 130604389227303546, 'n': 1, 'trace_an': 11}
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id: 68229626
{'hecke_orbit_code': 130604389227303546, 'n': 2, 'trace_an': 11}
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id: 68229627
{'hecke_orbit_code': 130604389227303546, 'n': 3, 'trace_an': 3}
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id: 68229628
{'hecke_orbit_code': 130604389227303546, 'n': 4, 'trace_an': 11}
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id: 68229629
{'hecke_orbit_code': 130604389227303546, 'n': 5, 'trace_an': 11}
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id: 68229630
{'hecke_orbit_code': 130604389227303546, 'n': 6, 'trace_an': 3}
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id: 68229631
{'hecke_orbit_code': 130604389227303546, 'n': 7, 'trace_an': 5}
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id: 68229632
{'hecke_orbit_code': 130604389227303546, 'n': 8, 'trace_an': 11}
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id: 68229633
{'hecke_orbit_code': 130604389227303546, 'n': 9, 'trace_an': 26}
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id: 68229634
{'hecke_orbit_code': 130604389227303546, 'n': 10, 'trace_an': 11}
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id: 68229635
{'hecke_orbit_code': 130604389227303546, 'n': 11, 'trace_an': 11}
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id: 68229636
{'hecke_orbit_code': 130604389227303546, 'n': 12, 'trace_an': 3}
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id: 68229637
{'hecke_orbit_code': 130604389227303546, 'n': 13, 'trace_an': 1}
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id: 68229638
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id: 68229882
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