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{'Nk2': 8100, 'analytic_conductor': 36.08635945792064, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 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': [225, 1, [101, 127], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 124, 'field_disc_factorization': [[2, 2], [31, 1]], 'field_poly': [-31, 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': [[2, [-22, 6, 1]], [7, [-15255, -102, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396746997985, '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': '225.6.a.j', 'level': 225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.6.a.g', 'nf_label': '2.2.124.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-3+\\beta )q^{2}+(8-6\\beta )q^{4}+(51-24\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '225.6.a', 'trace_display': [-6, 0, 0, 102], 'trace_hash': 246048789228937997, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.955', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.761', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 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mf_hecke_nf • Show schema
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[250864445, -4352328], [621043344, -25971336], [659745228, 26119496], [49230024, 2532976], [267509369, -658512], [56921886, 103512672], [-233525658, -49568752], [363052642, -72366816], [95360280, -49429592], [-261098808, -62630488], [279864300, -38929320], [-37217011, -23330232], [289868742, -8554312]], 'char_orbit_index': 1, 'field_poly': [-31, 0, 1], 'hecke_orbit_code': 40532396746997985, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '225.6.a.j', 'level': 225, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1]], 11, 6], [[[3, 1], [5, 1]], 7, 4], [[[3, 1], [5, -1]], 9, 4], [[[3, -1], [5, 1]], 11, 8]], 'ALdims': [7, 9, 11, 11], 'Nk2': 8100, 'analytic_conductor': 36.08635945792064, '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': [225, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 138, 'dim': 38, 'eis_dim': 24, 'eis_new_dim': 3, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 100663521, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4], 'label': '225.6.a', 'level': 225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 162, 'mf_new_dim': 41, 'num_forms': 22, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 38, 'sturm_bound': 180, 'trace_bound': 7, 'trace_display': [0, 0, 0, -80], 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mf_twists_nf • Show schema
Hide schema
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id: 182847
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '225.6.a.j', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '75.6.a.g', 'target_level': 75, 'twist_class_label': '75.6.a.g', 'twist_class_level': 75, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 182848
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '225.6.a.j', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '75.6.a.i', 'target_level': 75, 'twist_class_label': '75.6.a.g', 'twist_class_level': 75, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 182849
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '225.6.a.j', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '75.6.b.f', 'target_level': 75, 'twist_class_label': '75.6.a.g', 'twist_class_level': 75, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 182850
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '225.6.a.j', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '225.6.a.j', 'target_level': 225, 'twist_class_label': '75.6.a.g', 'twist_class_level': 75, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 182851
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '225.6.a.j', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '225.6.a.t', 'target_level': 225, 'twist_class_label': '75.6.a.g', 'twist_class_level': 75, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 182852
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '225.6.a.j', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '225.6.b.l', 'target_level': 225, 'twist_class_label': '75.6.a.g', 'twist_class_level': 75, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 540475
{'charpoly_factorization': [[[-22, 6, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 2}
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id: 540476
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 40532396746997985, 'p': 3}
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id: 540477
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 40532396746997985, 'p': 5}
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id: 540478
{'charpoly_factorization': [[[-15255, -102, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 7}
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id: 540479
{'charpoly_factorization': [[[-240028, -12, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 11}
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id: 540480
{'charpoly_factorization': [[[-7967, -1054, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 13}
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id: 540481
{'charpoly_factorization': [[[686564, -1716, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 17}
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id: 540482
{'charpoly_factorization': [[[3564505, -4214, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 19}
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id: 540483
{'charpoly_factorization': [[[-12967740, -444, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 23}
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id: 540484
{'charpoly_factorization': [[[4039940, 4068, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 29}
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id: 540485
{'charpoly_factorization': [[[-25471575, 2598, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 31}
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id: 540486
{'charpoly_factorization': [[[-92913020, -4412, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 37}
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id: 540487
{'charpoly_factorization': [[[28823360, 11232, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 41}
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id: 540488
{'charpoly_factorization': [[[16404289, 8450, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 43}
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id: 540489
{'charpoly_factorization': [[[-341830204, 2460, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 47}
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id: 540490
{'charpoly_factorization': [[[1056424400, -65064, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 53}
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id: 540491
{'charpoly_factorization': [[[741079460, -63924, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 59}
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id: 540492
{'charpoly_factorization': [[[-18138959, -7310, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 61}
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id: 540493
{'charpoly_factorization': [[[127378089, -61734, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 67}
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id: 540494
{'charpoly_factorization': [[[1224279104, 98304, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 71}
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id: 540495
{'charpoly_factorization': [[[-183636860, 26564, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 73}
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id: 540496
{'charpoly_factorization': [[[1649721600, -84000, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 79}
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id: 540497
{'charpoly_factorization': [[[1063204452, -65772, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 83}
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id: 540498
{'charpoly_factorization': [[[2346485760, 103104, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 89}
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id: 540499
{'charpoly_factorization': [[[-13910130431, -69374, 1], 1]], 'hecke_orbit_code': 40532396746997985, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '225.6.a.j', 'level': 225, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 207928000
{'hecke_orbit_code': 40532396746997985, 'n': 1, 'trace_an': 2}
-
id: 207928001
{'hecke_orbit_code': 40532396746997985, 'n': 2, 'trace_an': -6}
-
id: 207928002
{'hecke_orbit_code': 40532396746997985, 'n': 3, 'trace_an': 0}
-
id: 207928003
{'hecke_orbit_code': 40532396746997985, 'n': 4, 'trace_an': 16}
-
id: 207928004
{'hecke_orbit_code': 40532396746997985, 'n': 5, 'trace_an': 0}
-
id: 207928005
{'hecke_orbit_code': 40532396746997985, 'n': 6, 'trace_an': 0}
-
id: 207928006
{'hecke_orbit_code': 40532396746997985, 'n': 7, 'trace_an': 102}
-
id: 207928007
{'hecke_orbit_code': 40532396746997985, 'n': 8, 'trace_an': -228}
-
id: 207928008
{'hecke_orbit_code': 40532396746997985, 'n': 9, 'trace_an': 0}
-
id: 207928009
{'hecke_orbit_code': 40532396746997985, 'n': 10, 'trace_an': 0}
-
id: 207928010
{'hecke_orbit_code': 40532396746997985, 'n': 11, 'trace_an': 12}
-
id: 207928011
{'hecke_orbit_code': 40532396746997985, 'n': 12, 'trace_an': 0}
-
id: 207928012
{'hecke_orbit_code': 40532396746997985, 'n': 13, 'trace_an': 1054}
-
id: 207928013
{'hecke_orbit_code': 40532396746997985, 'n': 14, 'trace_an': -1794}
-
id: 207928014
{'hecke_orbit_code': 40532396746997985, 'n': 15, 'trace_an': 0}
-
id: 207928015
{'hecke_orbit_code': 40532396746997985, 'n': 16, 'trace_an': -200}
-
id: 207928016
{'hecke_orbit_code': 40532396746997985, 'n': 17, 'trace_an': 1716}
-
id: 207928017
{'hecke_orbit_code': 40532396746997985, 'n': 18, 'trace_an': 0}
-
id: 207928018
{'hecke_orbit_code': 40532396746997985, 'n': 19, 'trace_an': 4214}
-
id: 207928019
{'hecke_orbit_code': 40532396746997985, 'n': 20, 'trace_an': 0}
-
id: 207928020
{'hecke_orbit_code': 40532396746997985, 'n': 21, 'trace_an': 0}
-
id: 207928021
{'hecke_orbit_code': 40532396746997985, 'n': 22, 'trace_an': -5492}
-
id: 207928022
{'hecke_orbit_code': 40532396746997985, 'n': 23, 'trace_an': 444}
-
id: 207928023
{'hecke_orbit_code': 40532396746997985, 'n': 24, 'trace_an': 0}
-
id: 207928024
{'hecke_orbit_code': 40532396746997985, 'n': 25, 'trace_an': 0}
-
id: 207928025
{'hecke_orbit_code': 40532396746997985, 'n': 26, 'trace_an': -9114}
-
id: 207928026
{'hecke_orbit_code': 40532396746997985, 'n': 27, 'trace_an': 0}
-
id: 207928027
{'hecke_orbit_code': 40532396746997985, 'n': 28, 'trace_an': 9744}
-
id: 207928028
{'hecke_orbit_code': 40532396746997985, 'n': 29, 'trace_an': -4068}
-
id: 207928029
{'hecke_orbit_code': 40532396746997985, 'n': 30, 'trace_an': 0}
-
id: 207928030
{'hecke_orbit_code': 40532396746997985, 'n': 31, 'trace_an': -2598}
-
id: 207928031
{'hecke_orbit_code': 40532396746997985, 'n': 32, 'trace_an': 13848}
-
id: 207928032
{'hecke_orbit_code': 40532396746997985, 'n': 33, 'trace_an': 0}
-
id: 207928033
{'hecke_orbit_code': 40532396746997985, 'n': 34, 'trace_an': -2668}
-
id: 207928034
{'hecke_orbit_code': 40532396746997985, 'n': 35, 'trace_an': 0}
-
id: 207928035
{'hecke_orbit_code': 40532396746997985, 'n': 36, 'trace_an': 0}
-
id: 207928036
{'hecke_orbit_code': 40532396746997985, 'n': 37, 'trace_an': 4412}
-
id: 207928037
{'hecke_orbit_code': 40532396746997985, 'n': 38, 'trace_an': -2226}
-
id: 207928038
{'hecke_orbit_code': 40532396746997985, 'n': 39, 'trace_an': 0}
-
id: 207928039
{'hecke_orbit_code': 40532396746997985, 'n': 40, 'trace_an': 0}
-
id: 207928040
{'hecke_orbit_code': 40532396746997985, 'n': 41, 'trace_an': -11232}
-
id: 207928041
{'hecke_orbit_code': 40532396746997985, 'n': 42, 'trace_an': 0}
-
id: 207928042
{'hecke_orbit_code': 40532396746997985, 'n': 43, 'trace_an': -8450}
-
id: 207928043
{'hecke_orbit_code': 40532396746997985, 'n': 44, 'trace_an': 32832}
-
id: 207928044
{'hecke_orbit_code': 40532396746997985, 'n': 45, 'trace_an': 0}
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