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{'Nk2': 9800, 'analytic_conductor': 50.47351194405957, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -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': [98, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 300031741, 'field_disc_factorization': [[300031741, 1]], 'field_poly': [70980, -4037, -1, 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, [2391075, -31557, -71, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197559365730, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 56, 'hecke_ring_index_factorization': [[2, 3], [7, 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': False, 'label': '98.10.a.h', 'level': 98, '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': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '14.10.c.b', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{4}q^{2}+(24+\\beta _{1})q^{3}+2^{8}q^{4}+(-363+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.10.a', 'trace_display': [-48, 71, -1085, 0], 'trace_hash': 1743648563445340217, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.064', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.855', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.345', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.620', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '244.616', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [3, -48, 71, 768, -1085, -1136, 0, -12288, 9106, 17360, -2555, 18176, -18070, 0, -353073, 196608, 20759, -145696, 1220649, -277760, 0, 40880, 1960903, -290816, 863572, 289120, -2888659, 0, -2606146, 5649168, -9377989, -3145728, -10778103, -332144, 0, 2331136, 25814913, -19530384, -37990822, 4444160, -209250, 0, 2944308, -654080, -37350558, -31374448, 48391269, 4653056, 0, -13817152, 75441987, -4625920, -102186411, 46218544, 228278701, 0, 43084589, 41698336, 144220135, -90386688, 280936871, 150047824, 0, 50331648, 186819738, 172449648, -170710399, 5314304, 903654171, 0, 469758688, -37298176, 613838539, -413038608, 902254676, 312486144, 0, 607853152, -197445809, -71106560, -887872901, 3348000, 1074181436, 0, 411272519, -47108928, 753428670, 10465280, 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mf_hecke_nf • Show schema
Hide schema
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-
mf_newspaces • Show schema
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{'ALdims': [7, 8, 9, 7], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [21, 23, 21, 22], 'Nk2': 9800, 'analytic_conductor': 50.47351194405957, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 118, 'dim': 31, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772258, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 4, 6], 'label': '98.10.a', 'level': 98, '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': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 134, 'mf_new_dim': 31, 'num_forms': 12, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 31, 'sturm_bound': 140, 'trace_bound': 3, 'trace_display': [16, 6, 756, 0], 'traces': [31, 16, 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-227968548864], 'weight': 10, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 86175
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '98.10.a.h', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '14.10.c.b', 'target_level': 14, 'twist_class_label': '14.10.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 86176
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '98.10.a.h', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '98.10.a.g', 'target_level': 98, 'twist_class_label': '14.10.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 86177
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '98.10.a.h', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '98.10.a.h', 'target_level': 98, 'twist_class_label': '14.10.c.b', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 86178
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '98.10.a.h', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '98.10.c.l', 'target_level': 98, 'twist_class_label': '14.10.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
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id: 86179
{'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '98.10.a.h', 'source_level': 98, 'target_char_orbit': 9, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.10.i.a', 'target_level': 112, 'twist_class_label': '14.10.c.b', 'twist_class_level': 14, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 10}
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id: 86180
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '98.10.a.h', 'source_level': 98, 'target_char_orbit': 7, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '126.10.g.e', 'target_level': 126, 'twist_class_label': '14.10.c.b', 'twist_class_level': 14, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 290725
{'charpoly_factorization': [[[16, 1], 3]], 'hecke_orbit_code': 31525197559365730, 'p': 2}
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id: 290726
{'charpoly_factorization': [[[2391075, -31557, -71, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 3}
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id: 290727
{'charpoly_factorization': [[[431145855, -2772861, 1085, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 5}
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id: 290728
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 31525197559365730, 'p': 7}
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id: 290729
{'charpoly_factorization': [[[55717735209129, -4091349717, 2555, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 11}
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id: 290730
{'charpoly_factorization': [[[-368974841338200, -10506518276, 18070, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 13}
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id: 290731
{'charpoly_factorization': [[[-3429291415002165, -107901437877, -20759, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 17}
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id: 290732
{'charpoly_factorization': [[[19237666690422725, 319328427843, -1220649, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 19}
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id: 290733
{'charpoly_factorization': [[[9895961116236687219, -5248576102245, -1960903, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 23}
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id: 290734
{'charpoly_factorization': [[[-1136027665699119432, -4849005669540, 2606146, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 29}
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id: 290735
{'charpoly_factorization': [[[-197216427428544048153, -13312107107093, 9377989, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 31}
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id: 290736
{'charpoly_factorization': [[[-479150075468101396787, 198895703491659, -25814913, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 37}
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id: 290737
{'charpoly_factorization': [[[-1231904599729712698824, -231960363901092, 209250, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 41}
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id: 290738
{'charpoly_factorization': [[[85536171172243734592, -57381514505424, -2944308, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 43}
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id: 290739
{'charpoly_factorization': [[[46716930132537077384985, -864694984242357, -48391269, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 47}
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id: 290740
{'charpoly_factorization': [[[10149541330313848474089, 2777652765212499, 102186411, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 53}
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id: 290741
{'charpoly_factorization': [[[-94222453977686005984125, 6588757817916699, -144220135, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 59}
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id: 290742
{'charpoly_factorization': [[[1764100037016323202310155, 7296507676617883, -280936871, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 61}
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id: 290743
{'charpoly_factorization': [[[-5401782653675173234499995, -47591489138815141, 170710399, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 67}
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id: 290744
{'charpoly_factorization': [[[-1286588505667388060067840, 55775894095701696, -469758688, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 71}
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id: 290745
{'charpoly_factorization': [[[4945018787661661335340279, 77028316914358739, -613838539, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 73}
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id: 290746
{'charpoly_factorization': [[[-27913538491950944397908085, -246746715036248597, 197445809, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 79}
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id: 290747
{'charpoly_factorization': [[[87991061919101183276568000, 126447385266753648, -1074181436, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 83}
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id: 290748
{'charpoly_factorization': [[[106999804865651177255768775, -458222954702204493, -805730427, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 89}
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id: 290749
{'charpoly_factorization': [[[-143508336204051088511912840, 1399099087623178268, -2262918094, 1], 1]], 'hecke_orbit_code': 31525197559365730, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '98.10.a.h', 'level': 98, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
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id: 49612861
{'hecke_orbit_code': 31525197559365730, 'n': 1, 'trace_an': 3}
-
id: 49612862
{'hecke_orbit_code': 31525197559365730, 'n': 2, 'trace_an': -48}
-
id: 49612863
{'hecke_orbit_code': 31525197559365730, 'n': 3, 'trace_an': 71}
-
id: 49612864
{'hecke_orbit_code': 31525197559365730, 'n': 4, 'trace_an': 768}
-
id: 49612865
{'hecke_orbit_code': 31525197559365730, 'n': 5, 'trace_an': -1085}
-
id: 49612866
{'hecke_orbit_code': 31525197559365730, 'n': 6, 'trace_an': -1136}
-
id: 49612867
{'hecke_orbit_code': 31525197559365730, 'n': 7, 'trace_an': 0}
-
id: 49612868
{'hecke_orbit_code': 31525197559365730, 'n': 8, 'trace_an': -12288}
-
id: 49612869
{'hecke_orbit_code': 31525197559365730, 'n': 9, 'trace_an': 9106}
-
id: 49612870
{'hecke_orbit_code': 31525197559365730, 'n': 10, 'trace_an': 17360}
-
id: 49612871
{'hecke_orbit_code': 31525197559365730, 'n': 11, 'trace_an': -2555}
-
id: 49612872
{'hecke_orbit_code': 31525197559365730, 'n': 12, 'trace_an': 18176}
-
id: 49612873
{'hecke_orbit_code': 31525197559365730, 'n': 13, 'trace_an': -18070}
-
id: 49612874
{'hecke_orbit_code': 31525197559365730, 'n': 14, 'trace_an': 0}
-
id: 49612875
{'hecke_orbit_code': 31525197559365730, 'n': 15, 'trace_an': -353073}
-
id: 49612876
{'hecke_orbit_code': 31525197559365730, 'n': 16, 'trace_an': 196608}
-
id: 49612877
{'hecke_orbit_code': 31525197559365730, 'n': 17, 'trace_an': 20759}
-
id: 49612878
{'hecke_orbit_code': 31525197559365730, 'n': 18, 'trace_an': -145696}
-
id: 49612879
{'hecke_orbit_code': 31525197559365730, 'n': 19, 'trace_an': 1220649}
-
id: 49612880
{'hecke_orbit_code': 31525197559365730, 'n': 20, 'trace_an': -277760}
-
id: 49612881
{'hecke_orbit_code': 31525197559365730, 'n': 21, 'trace_an': 0}
-
id: 49612882
{'hecke_orbit_code': 31525197559365730, 'n': 22, 'trace_an': 40880}
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