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{'Nk2': 6624, 'analytic_conductor': 24.426790742376614, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [23, 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': [414, 1, [47, 235], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-112, 8, 1]], [7, [-92, -12, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597831332254, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 8, 'hecke_ring_index_factorization': [[2, 3]], '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': '414.4.a.g', 'level': 414, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 23], 'level_radical': 138, 'minimal_twist': '138.4.a.e', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{4}+(-4+\\beta )q^{5}+(6+\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '414.4.a', 'trace_display': [-4, 0, -8, 12], 'trace_hash': 1525640173718504554, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.860', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.076', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [23, 1]], 4, 3], [[[2, -1], [3, -1], [23, -1]], 3, 2], [[[2, 1], [3, -1], [23, 1]], 4, 2], [[[2, 1], [3, 1], [23, 1]], 4, 1], [[[2, 1], [3, -1], [23, -1]], 5, 3], [[[2, -1], [3, 1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [23, 1]], 2, 1], [[[2, 1], [3, 1], [23, -1]], 2, 1]], 'ALdims': [4, 2, 4, 5, 2, 4, 4, 3], 'Nk2': 6624, 'analytic_conductor': 24.426790742376614, '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': [414, 1, [47, 235], [1, 1]], 'conrey_index': 1, 'cusp_dim': 208, 'dim': 28, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 67109278, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 4, 4], 'label': '414.4.a', 'level': 414, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 23], 'level_radical': 138, 'mf_dim': 224, 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-105584, 0, -80288, 618156, 0, 348064, -547264, 0, -346376, -759188, 0, -71936, -683360, 0, 162016, -385678, 0, -718788, -96768, 0, -265088, -720232, 0, 1367494, 966700, 0, -82528, -59432, 0, -469384, 413648, 0, -1503744, -295248, 0, -526200, 989512, 0, -382840, 288600, 0, 305428, -320032, 0, -936016, 652056, 0, 268872, -367056, 0, 5888, 660552, 0, -1414344, -26608, 0, -346128, 14904, 0, 589340, 726144, 0, 406528, 720772, 0, 149416, 56128, 0, 360672, -505506, 0, -1895276, -794196, 0, 113536, 166264, 0, -305636, 275472, 0, 209352, 692720, 0, -109652, 966624, 0, 644560, -95056, 0, 1103392, 197680, 0, -651412, -777332, 0, 965554, -137816, 0, -19264, -646092, 0, 668384, 538304, 0, -120704, -710972, 0], 'weight': 4, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 306861
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '414.4.a.g', 'source_level': 414, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '138.4.a.e', 'target_level': 138, 'twist_class_label': '138.4.a.e', 'twist_class_level': 138, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 306862
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '414.4.a.g', 'source_level': 414, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '414.4.a.g', 'target_level': 414, 'twist_class_label': '138.4.a.e', 'twist_class_level': 138, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 306863
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '414.4.a.g', 'source_level': 414, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '1104.4.a.p', 'target_level': 1104, 'twist_class_label': '138.4.a.e', 'twist_class_level': 138, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 854850
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 27021597831332254, 'p': 2}
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id: 854851
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 27021597831332254, 'p': 3}
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id: 854852
{'charpoly_factorization': [[[-112, 8, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 5}
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id: 854853
{'charpoly_factorization': [[[-92, -12, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 7}
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id: 854854
{'charpoly_factorization': [[[-1472, 48, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 11}
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id: 854855
{'charpoly_factorization': [[[-284, -84, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 13}
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id: 854856
{'charpoly_factorization': [[[1552, 104, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 17}
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id: 854857
{'charpoly_factorization': [[[-956, -28, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 19}
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id: 854858
{'charpoly_factorization': [[[23, 1], 2]], 'hecke_orbit_code': 27021597831332254, 'p': 23}
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id: 854859
{'charpoly_factorization': [[[-8444, 132, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 29}
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id: 854860
{'charpoly_factorization': [[[-12784, 8, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 31}
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id: 854861
{'charpoly_factorization': [[[-35708, 324, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 37}
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id: 854862
{'charpoly_factorization': [[[-13532, -140, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 41}
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id: 854863
{'charpoly_factorization': [[[59588, 548, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 43}
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id: 854864
{'charpoly_factorization': [[[49216, -464, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 47}
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id: 854865
{'charpoly_factorization': [[[-186944, 336, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 53}
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id: 854866
{'charpoly_factorization': [[[-490736, 72, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 59}
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id: 854867
{'charpoly_factorization': [[[-269948, -60, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 61}
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id: 854868
{'charpoly_factorization': [[[-44028, 444, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 67}
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id: 854869
{'charpoly_factorization': [[[-288512, 672, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 71}
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id: 854870
{'charpoly_factorization': [[[-330236, 252, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 73}
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id: 854871
{'charpoly_factorization': [[[715588, 1692, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 79}
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id: 854872
{'charpoly_factorization': [[[-951232, -400, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 83}
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id: 854873
{'charpoly_factorization': [[[-17984, -336, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 89}
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id: 854874
{'charpoly_factorization': [[[-848572, -220, 1], 1]], 'hecke_orbit_code': 27021597831332254, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '414.4.a.g', 'level': 414, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 180317000
{'hecke_orbit_code': 27021597831332254, 'n': 1, 'trace_an': 2}
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id: 180317001
{'hecke_orbit_code': 27021597831332254, 'n': 2, 'trace_an': -4}
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id: 180317002
{'hecke_orbit_code': 27021597831332254, 'n': 3, 'trace_an': 0}
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id: 180317003
{'hecke_orbit_code': 27021597831332254, 'n': 4, 'trace_an': 8}
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id: 180317004
{'hecke_orbit_code': 27021597831332254, 'n': 5, 'trace_an': -8}
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id: 180317005
{'hecke_orbit_code': 27021597831332254, 'n': 6, 'trace_an': 0}
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id: 180317006
{'hecke_orbit_code': 27021597831332254, 'n': 7, 'trace_an': 12}
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id: 180317007
{'hecke_orbit_code': 27021597831332254, 'n': 8, 'trace_an': -16}
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id: 180317008
{'hecke_orbit_code': 27021597831332254, 'n': 9, 'trace_an': 0}
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id: 180317009
{'hecke_orbit_code': 27021597831332254, 'n': 10, 'trace_an': 16}
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id: 180317010
{'hecke_orbit_code': 27021597831332254, 'n': 11, 'trace_an': -48}
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id: 180317011
{'hecke_orbit_code': 27021597831332254, 'n': 12, 'trace_an': 0}
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id: 180317012
{'hecke_orbit_code': 27021597831332254, 'n': 13, 'trace_an': 84}
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id: 180317013
{'hecke_orbit_code': 27021597831332254, 'n': 14, 'trace_an': -24}
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id: 180317014
{'hecke_orbit_code': 27021597831332254, 'n': 15, 'trace_an': 0}
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id: 180317015
{'hecke_orbit_code': 27021597831332254, 'n': 16, 'trace_an': 32}
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id: 180317016
{'hecke_orbit_code': 27021597831332254, 'n': 17, 'trace_an': -104}
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id: 180317017
{'hecke_orbit_code': 27021597831332254, 'n': 18, 'trace_an': 0}
-
id: 180317018
{'hecke_orbit_code': 27021597831332254, 'n': 19, 'trace_an': 28}
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id: 180317019
{'hecke_orbit_code': 27021597831332254, 'n': 20, 'trace_an': -32}
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id: 180317020
{'hecke_orbit_code': 27021597831332254, 'n': 21, 'trace_an': 0}
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id: 180317021
{'hecke_orbit_code': 27021597831332254, 'n': 22, 'trace_an': 96}
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id: 180317022
{'hecke_orbit_code': 27021597831332254, 'n': 23, 'trace_an': -46}
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id: 180317023
{'hecke_orbit_code': 27021597831332254, 'n': 24, 'trace_an': 0}
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id: 180317024
{'hecke_orbit_code': 27021597831332254, 'n': 25, 'trace_an': 38}
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id: 180317025
{'hecke_orbit_code': 27021597831332254, 'n': 26, 'trace_an': -168}
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id: 180317026
{'hecke_orbit_code': 27021597831332254, 'n': 27, 'trace_an': 0}
-
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{'hecke_orbit_code': 27021597831332254, 'n': 993, 'trace_an': 0}
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id: 180317993
{'hecke_orbit_code': 27021597831332254, 'n': 994, 'trace_an': 36736}
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id: 180317994
{'hecke_orbit_code': 27021597831332254, 'n': 995, 'trace_an': 78064}
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id: 180317995
{'hecke_orbit_code': 27021597831332254, 'n': 996, 'trace_an': 0}
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id: 180317996
{'hecke_orbit_code': 27021597831332254, 'n': 997, 'trace_an': -27068}
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id: 180317997
{'hecke_orbit_code': 27021597831332254, 'n': 998, 'trace_an': 43072}
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id: 180317998
{'hecke_orbit_code': 27021597831332254, 'n': 999, 'trace_an': 0}
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id: 180317999
{'hecke_orbit_code': 27021597831332254, 'n': 1000, 'trace_an': 9600}