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{'Nk2': 24100, 'analytic_conductor': 48.10986721782143, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [241, 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': [6025, 1, [2652, 2176], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 7, 'field_disc': 31056073, 'field_disc_factorization': [[1489, 1], [20857, 1]], 'field_poly': [1, 0, -9, 1, 11, -3, -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': [[2, [1, 3, -6, -10, 14, 0, -4, 1]], [3, [-1, 8, -14, -4, 19, -5, -3, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998170412937, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '6025.2.a.f', 'level': 6025, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 241], 'level_radical': 1205, 'minimal_twist': '241.2.a.a', 'nf_label': '7.7.31056073.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}-\\beta _{6}q^{3}+(1-\\beta _{1}+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6025.2.a', 'trace_display': [4, 3, 0, 7], 'trace_hash': 1227281761954412985, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.209', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '110.436', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3028.851', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, 'traces': [7, 4, 3, 2, 0, -5, 7, 6, -2, 0, -18, -1, 1, -6, 0, 4, 2, -8, -6, 0, -2, -10, 22, -3, 0, 8, -3, -9, -16, 0, -18, 6, -4, 11, 0, -7, -8, -16, -9, 0, -15, -19, -14, -4, 0, 11, 10, -31, 6, 0, 13, -27, -15, 16, 0, 13, -14, -17, -18, 0, 4, -13, 16, 2, 0, 16, -18, 15, 26, 0, -50, -30, 0, 10, 0, -20, -17, 32, -15, 0, -9, -45, 24, 6, 0, -23, -12, -8, -13, 0, -12, 10, -14, -32, 0, -15, -1, -9, -20, 0, 9, 16, 6, -41, 0, -4, 6, 32, 9, 0, -11, 31, -5, -14, 0, -28, -27, -4, -70, 0, 13, 2, 12, -23, 0, 15, -13, 9, -44, 0, -3, -8, -26, -60, 0, 10, -26, -6, -7, 0, -15, -52, 35, -41, 0, -21, -24, 79, 23, 0, -26, -51, -34, -22, 0, 9, -40, 30, 3, 0, 5, 15, 27, -13, 0, -24, -12, 23, 6, 0, 11, -82, -44, 14, 0, -21, -34, 75, -27, 0, 17, -36, 17, 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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [241, 1]], 106, 2], [[[5, -1], [241, -1]], 94, 6], [[[5, 1], [241, 1]], 87, 4], [[[5, 1], [241, -1]], 93, 5]], 'ALdims': [87, 93, 106, 94], 'Nk2': 24100, 'analytic_conductor': 48.10986721782143, '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': [6025, 1, [2652, 2176], [1, 1]], 'conrey_index': 1, 'cusp_dim': 599, 'dim': 380, 'eis_dim': 11, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 33560457, 'hecke_orbit_dims': [2, 2, 2, 2, 5, 7, 11, 12, 15, 25, 25, 40, 40, 40, 40, 46, 66], 'label': '6025.2.a', 'level': 6025, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 241], 'level_radical': 1205, 'mf_dim': 610, 'mf_new_dim': 380, 'num_forms': 17, 'plus_dim': 181, 'prim_orbit_index': 1, 'relative_dim': 380, 'sturm_bound': 1210, 'trace_bound': 3, 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mf_twists_cc • Show schema
Hide schema
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id: 44959234
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22517998170412937, 'source_is_minimal': False, 'source_label': '6025.2.a.f.1.7', 'source_level': 6025, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 7, 'target_hecke_orbit_code': 22517998170412937, 'target_is_minimal': False, 'target_label': '6025.2.a.f.1.7', 'target_level': 6025, 'twist_class_label': '241.2.a.a.1.1', 'twist_class_level': 241, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 44959235
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22517998170412937, 'source_is_minimal': False, 'source_label': '6025.2.a.f.1.7', 'source_level': 6025, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 1, 'target_hecke_orbit_code': 33554673, 'target_is_minimal': True, 'target_label': '241.2.a.a.1.1', 'target_level': 241, 'twist_class_label': '241.2.a.a.1.1', 'twist_class_level': 241, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 44959236
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22517998170412937, 'source_is_minimal': False, 'source_label': '6025.2.a.f.1.7', 'source_level': 6025, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 7, 'target_hecke_orbit_code': 18014398543038585, 'target_is_minimal': False, 'target_label': '2169.2.a.e.1.7', 'target_level': 2169, 'twist_class_label': '241.2.a.a.1.1', 'twist_class_level': 241, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 2}
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id: 44959237
{'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 7, 'source_hecke_orbit_code': 22517998170412937, 'source_is_minimal': False, 'source_label': '6025.2.a.f.1.7', 'source_level': 6025, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532396679892752, 'target_is_minimal': False, 'target_label': '3856.2.a.j.1.2', 'target_level': 3856, 'twist_class_label': '241.2.a.a.1.1', 'twist_class_level': 241, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 4066825
{'charpoly_factorization': [[[1, 3, -6, -10, 14, 0, -4, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 2}
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id: 4066826
{'charpoly_factorization': [[[-1, 8, -14, -4, 19, -5, -3, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 3}
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id: 4066827
{'charpoly_factorization': [[[0, 1], 7]], 'hecke_orbit_code': 22517998170412937, 'p': 5}
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id: 4066828
{'charpoly_factorization': [[[-61, 260, -127, -138, 98, -3, -7, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 7}
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id: 4066829
{'charpoly_factorization': [[[1069, -1281, -1559, -137, 283, 117, 18, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 11}
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id: 4066830
{'charpoly_factorization': [[[1, 13, -860, 533, 62, -48, -1, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 13}
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id: 4066831
{'charpoly_factorization': [[[1039, -633, -1382, 967, 86, -65, -2, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 17}
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id: 4066832
{'charpoly_factorization': [[[-5983, -6849, 3337, 1067, -276, -56, 6, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 19}
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id: 4066833
{'charpoly_factorization': [[[-1369, -532, 1693, -75, -463, 168, -22, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 23}
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id: 4066834
{'charpoly_factorization': [[[-10769, -23012, -17808, -6173, -839, 25, 16, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 29}
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id: 4066835
{'charpoly_factorization': [[[-617, -3770, -3600, -1006, 109, 104, 18, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 31}
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id: 4066836
{'charpoly_factorization': [[[78167, 88791, 27243, -828, -1330, -119, 8, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 37}
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id: 4066837
{'charpoly_factorization': [[[101009, -157642, 58348, 5058, -1974, -122, 15, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 41}
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id: 4066838
{'charpoly_factorization': [[[-296569, 67463, 74048, -49, -2460, -141, 14, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 43}
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id: 4066839
{'charpoly_factorization': [[[7793, -48600, -18600, 3904, 997, -116, -10, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 47}
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id: 4066840
{'charpoly_factorization': [[[230663, 281202, 84407, -35, -2311, -123, 15, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 53}
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id: 4066841
{'charpoly_factorization': [[[-2076763, -114293, 152610, 5036, -3030, -130, 18, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 59}
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id: 4066842
{'charpoly_factorization': [[[23149, 291498, -136478, 13144, 1693, -254, -4, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 61}
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id: 4066843
{'charpoly_factorization': [[[-2288147, 4468, 189536, 4503, -3579, -157, 18, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 67}
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id: 4066844
{'charpoly_factorization': [[[-255937, -122885, 37139, 34990, 8586, 955, 50, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 71}
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id: 4066845
{'charpoly_factorization': [[[-11879, -5297, 192681, 37009, -1068, -378, 0, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 73}
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id: 4066846
{'charpoly_factorization': [[[52709, 79692, 33855, 711, -1557, -85, 15, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 79}
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id: 4066847
{'charpoly_factorization': [[[-4333, 2523, 1594, -1238, 14, 124, -24, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 83}
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id: 4066848
{'charpoly_factorization': [[[-89477, 26169, 119043, 12156, -4667, -363, 13, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 89}
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id: 4066849
{'charpoly_factorization': [[[-40121, -136236, 43003, 15061, -939, -283, 1, 1], 1]], 'hecke_orbit_code': 22517998170412937, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '6025.2.a.f', 'level': 6025, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 165682000
{'hecke_orbit_code': 22517998170412937, 'n': 1, 'trace_an': 7}
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id: 165682001
{'hecke_orbit_code': 22517998170412937, 'n': 2, 'trace_an': 4}
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id: 165682002
{'hecke_orbit_code': 22517998170412937, 'n': 3, 'trace_an': 3}
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id: 165682003
{'hecke_orbit_code': 22517998170412937, 'n': 4, 'trace_an': 2}
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id: 165682004
{'hecke_orbit_code': 22517998170412937, 'n': 5, 'trace_an': 0}
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id: 165682005
{'hecke_orbit_code': 22517998170412937, 'n': 6, 'trace_an': -5}
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id: 165682006
{'hecke_orbit_code': 22517998170412937, 'n': 7, 'trace_an': 7}
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id: 165682007
{'hecke_orbit_code': 22517998170412937, 'n': 8, 'trace_an': 6}
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id: 165682008
{'hecke_orbit_code': 22517998170412937, 'n': 9, 'trace_an': -2}
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id: 165682009
{'hecke_orbit_code': 22517998170412937, 'n': 10, 'trace_an': 0}
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id: 165682010
{'hecke_orbit_code': 22517998170412937, 'n': 11, 'trace_an': -18}
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id: 165682011
{'hecke_orbit_code': 22517998170412937, 'n': 12, 'trace_an': -1}
-
id: 165682012
{'hecke_orbit_code': 22517998170412937, 'n': 13, 'trace_an': 1}
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id: 165682013
{'hecke_orbit_code': 22517998170412937, 'n': 14, 'trace_an': -6}
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id: 165682014
{'hecke_orbit_code': 22517998170412937, 'n': 15, 'trace_an': 0}
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id: 165682015
{'hecke_orbit_code': 22517998170412937, 'n': 16, 'trace_an': 4}
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id: 165682016
{'hecke_orbit_code': 22517998170412937, 'n': 17, 'trace_an': 2}
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id: 165682017
{'hecke_orbit_code': 22517998170412937, 'n': 18, 'trace_an': -8}
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id: 165682018
{'hecke_orbit_code': 22517998170412937, 'n': 19, 'trace_an': -6}
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id: 165682019
{'hecke_orbit_code': 22517998170412937, 'n': 20, 'trace_an': 0}
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id: 165682020
{'hecke_orbit_code': 22517998170412937, 'n': 21, 'trace_an': -2}
-
id: 165682021
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