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{'Nk2': 34944, 'analytic_conductor': 170.56222391433047, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [7, -1], [13, 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': [546, 1, [365, 157, 379], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 6, 'field_disc': 10774540072041737131757168099399406744, 'field_disc_factorization': [[2, 3], [3, 2], [7, 1], [21378055698495510182057873213094061, 1]], 'field_poly': [-933871993059968, 1422988371620, 34815194576, -17702143, -367021, -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': [[5, [-936578573280000, 1283526912000, 34912599250, -14766175, -366951, -13, 1]]], 'hecke_orbit': 17, 'hecke_orbit_code': 72057594172146210, 'hecke_ring_generator_nbound': 17, 'hecke_ring_index': 72, 'hecke_ring_index_factorization': [[2, 3], [3, 2]], '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': True, 'label': '546.8.a.q', 'level': 546, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 13], 'level_radical': 546, 'minimal_twist': '546.8.a.q', 'prim_orbit_index': 1, 'qexp_display': 'q+8q^{2}-3^{3}q^{3}+2^{6}q^{4}+(2+\\beta _{1})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '546.8.a', 'trace_display': [48, -162, 13, 2058], 'trace_hash': 2290512988400074898, 'trace_moments': [{'__RealLiteral__': 0, 'data': 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mf_hecke_cc • Show schema
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'embedding_root_real': 285.4021759207233, 'hecke_orbit': 17, 'hecke_orbit_code': 72057594172146210, 'label': '546.8.a.q.1.5', 'level': 546, 'weight': 8}
-
mf_newspaces • Show schema
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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': 6, 'source_embedding_index': 5, 'source_hecke_orbit_code': 72057594172146210, 'source_is_minimal': True, 'source_label': '546.8.a.q.1.5', 'source_level': 546, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 72057594172146210, 'target_is_minimal': True, 'target_label': '546.8.a.q.1.5', 'target_level': 546, 'twist_class_label': '546.8.a.q.1.5', 'twist_class_level': 546, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 1032975
{'charpoly_factorization': [[[-8, 1], 6]], 'hecke_orbit_code': 72057594172146210, 'p': 2}
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id: 1032976
{'charpoly_factorization': [[[27, 1], 6]], 'hecke_orbit_code': 72057594172146210, 'p': 3}
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id: 1032977
{'charpoly_factorization': [[[-936578573280000, 1283526912000, 34912599250, -14766175, -366951, -13, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 5}
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id: 1032978
{'charpoly_factorization': [[[-343, 1], 6]], 'hecke_orbit_code': 72057594172146210, 'p': 7}
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id: 1032979
{'charpoly_factorization': [[[16260921237206632039968, -6781412275063368024, -917226338618324, 673184547830, -44295597, -10054, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 11}
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id: 1032980
{'charpoly_factorization': [[[2197, 1], 6]], 'hecke_orbit_code': 72057594172146210, 'p': 13}
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id: 1032981
{'charpoly_factorization': [[[-16547702833655725404068928, -2759503594273546137864, 266140678897465804, 28878282570126, -1479057917, -21222, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 17}
-
id: 1032982
{'charpoly_factorization': [[[-1649977096599622411764864, -2414469081180217424544, 473325456102939028, -3025888088429, -1876151505, -9527, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 19}
-
id: 1032983
{'charpoly_factorization': [[[-34754127185282388054250457952, -421496708494015938677400, 34413281424804396540, 246832081463217, -10546427729, -33229, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 23}
-
id: 1032984
{'charpoly_factorization': [[[927336694389148161559637091432, -36383803365530813310242964, 174189061240655479914, 5589489051926901, -35578686587, -174185, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 29}
-
id: 1032985
{'charpoly_factorization': [[[-7740817610353026026692749946880, -519474607103199379197483008, 3620998095933108320576, 18744313478857840, -130082373580, -119045, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 31}
-
id: 1032986
{'charpoly_factorization': [[[43360930524748767963038626718272, -948508610004131815128315384, 2531000800465976691204, 48750536762135446, -239344024977, -56562, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 37}
-
id: 1032987
{'charpoly_factorization': [[[37062690700971502951135252881408, 1810325107475664741345139200, 18501182762907988738944, -12655318554577296, -305083615196, -101632, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 41}
-
id: 1032988
{'charpoly_factorization': [[[265211471819541914039981386756800, 7849085308857599585166445680, 63592022962481437508988, 46555280885979651, -534916915253, -441323, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 43}
-
id: 1032989
{'charpoly_factorization': [[[7040967959565318120200210289917952, 91432687413906333031170527232, 82487347885572856817536, -592637865945161540, -661748750880, 892849, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 47}
-
id: 1032990
{'charpoly_factorization': [[[2733049013459264003598704142818019616, -5623459918662045165997173586000, -2800938967651030902816448, 10163463538020989000, -3525714964198, -2093965, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 53}
-
id: 1032991
{'charpoly_factorization': [[[46401345390746948711670415911813120, 321138052958819164783823542272, 476074623512502977569024, -867547726719102176, -2045540977236, 136204, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 59}
-
id: 1032992
{'charpoly_factorization': [[[1124700242964133983312014001306828720, 69856004009063555512671549648, -6727140593038436854021760, -6019297950964593180, 2562905696353, 3989946, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 61}
-
id: 1032993
{'charpoly_factorization': [[[-4812281086477737774748653818392844288, 11909508910254391518176996048768, 30050111287663532369719040, -13217009450631469192, -10526998733956, 2218250, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 67}
-
id: 1032994
{'charpoly_factorization': [[[-223026804971822274429520812394225336320, -162298561757013618242675785592832, 132681560662489404006997632, 36951832557596946672, -21214227615948, -2045928, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 71}
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id: 1032995
{'charpoly_factorization': [[[47780522333414316891218518409223708408, 9539307079193848653546620028972, -122254568278622176958294138, -74653362397933764459, 6201131400745, 8557479, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 73}
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id: 1032996
{'charpoly_factorization': [[[3644213264224206103536634218967843840000, 2558386758663904280917064075814400, -74178446337027090851737024, -308725665140783404604, -26957447904664, 8559709, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 79}
-
id: 1032997
{'charpoly_factorization': [[[-544957193368376459771978917038669790848, -103277302395500522102500364597808, 229310739082276429184061952, 31631712053415657768, -28577962635596, -2496351, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 83}
-
id: 1032998
{'charpoly_factorization': [[[2002276765129195300230772033701741696, 69186952429500269653630856460288, 82975059258270800991945352, -202127972775831716172, -81258529369598, 2446683, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 89}
-
id: 1032999
{'charpoly_factorization': [[[-280523392831890690825733103836871202045984, 7518159031838983228893233895796272, 19470437867119133562409613056, 437498702709074976792, -284102796212738, -5786889, 1], 1]], 'hecke_orbit_code': 72057594172146210, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 17, 'label': '546.8.a.q', 'level': 546, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 240346000
{'hecke_orbit_code': 72057594172146210, 'n': 1, 'trace_an': 6}
-
id: 240346001
{'hecke_orbit_code': 72057594172146210, 'n': 2, 'trace_an': 48}
-
id: 240346002
{'hecke_orbit_code': 72057594172146210, 'n': 3, 'trace_an': -162}
-
id: 240346003
{'hecke_orbit_code': 72057594172146210, 'n': 4, 'trace_an': 384}
-
id: 240346004
{'hecke_orbit_code': 72057594172146210, 'n': 5, 'trace_an': 13}
-
id: 240346005
{'hecke_orbit_code': 72057594172146210, 'n': 6, 'trace_an': -1296}
-
id: 240346006
{'hecke_orbit_code': 72057594172146210, 'n': 7, 'trace_an': 2058}
-
id: 240346007
{'hecke_orbit_code': 72057594172146210, 'n': 8, 'trace_an': 3072}
-
id: 240346008
{'hecke_orbit_code': 72057594172146210, 'n': 9, 'trace_an': 4374}
-
id: 240346009
{'hecke_orbit_code': 72057594172146210, 'n': 10, 'trace_an': 104}
-
id: 240346010
{'hecke_orbit_code': 72057594172146210, 'n': 11, 'trace_an': 10054}
-
id: 240346011
{'hecke_orbit_code': 72057594172146210, 'n': 12, 'trace_an': -10368}
-
id: 240346012
{'hecke_orbit_code': 72057594172146210, 'n': 13, 'trace_an': -13182}
-
id: 240346013
{'hecke_orbit_code': 72057594172146210, 'n': 14, 'trace_an': 16464}
-
id: 240346014
{'hecke_orbit_code': 72057594172146210, 'n': 15, 'trace_an': -351}
-
id: 240346015
{'hecke_orbit_code': 72057594172146210, 'n': 16, 'trace_an': 24576}
-
id: 240346016
{'hecke_orbit_code': 72057594172146210, 'n': 17, 'trace_an': 21222}
-
id: 240346017
{'hecke_orbit_code': 72057594172146210, 'n': 18, 'trace_an': 34992}
-
id: 240346018
{'hecke_orbit_code': 72057594172146210, 'n': 19, 'trace_an': 9527}
-
id: 240346019
{'hecke_orbit_code': 72057594172146210, 'n': 20, 'trace_an': 832}
-
id: 240346020
{'hecke_orbit_code': 72057594172146210, 'n': 21, 'trace_an': -55566}
-
id: 240346021
{'hecke_orbit_code': 72057594172146210, 'n': 22, 'trace_an': 80432}
-
id: 240346022
{'hecke_orbit_code': 72057594172146210, 'n': 23, 'trace_an': 33229}
-
id: 240346023
{'hecke_orbit_code': 72057594172146210, 'n': 24, 'trace_an': -82944}
-
id: 240346024
{'hecke_orbit_code': 72057594172146210, 'n': 25, 'trace_an': 265321}
-
id: 240346025
{'hecke_orbit_code': 72057594172146210, 'n': 26, 'trace_an': -105456}
-
id: 240346026
{'hecke_orbit_code': 72057594172146210, 'n': 27, 'trace_an': -118098}
-
id: 240346027
{'hecke_orbit_code': 72057594172146210, 'n': 28, 'trace_an': 131712}
-
id: 240346028
{'hecke_orbit_code': 72057594172146210, 'n': 29, 'trace_an': 174185}
-
id: 240346029
{'hecke_orbit_code': 72057594172146210, 'n': 30, 'trace_an': -2808}
-
id: 240346030
{'hecke_orbit_code': 72057594172146210, 'n': 31, 'trace_an': 119045}
-
id: 240346031
{'hecke_orbit_code': 72057594172146210, 'n': 32, 'trace_an': 196608}
-
id: 240346032
{'hecke_orbit_code': 72057594172146210, 'n': 33, 'trace_an': -271458}
-
id: 240346033
{'hecke_orbit_code': 72057594172146210, 'n': 34, 'trace_an': 169776}
-
id: 240346034
{'hecke_orbit_code': 72057594172146210, 'n': 35, 'trace_an': 4459}
-
id: 240346035
{'hecke_orbit_code': 72057594172146210, 'n': 36, 'trace_an': 279936}
-
id: 240346036
{'hecke_orbit_code': 72057594172146210, 'n': 37, 'trace_an': 56562}
-
id: 240346037
{'hecke_orbit_code': 72057594172146210, 'n': 38, 'trace_an': 76216}
-
id: 240346038
{'hecke_orbit_code': 72057594172146210, 'n': 39, 'trace_an': 355914}
-
id: 240346039
{'hecke_orbit_code': 72057594172146210, 'n': 40, 'trace_an': 6656}
-
id: 240346040
{'hecke_orbit_code': 72057594172146210, 'n': 41, 'trace_an': 101632}
-
id: 240346041
{'hecke_orbit_code': 72057594172146210, 'n': 42, 'trace_an': -444528}
-
id: 240346042
{'hecke_orbit_code': 72057594172146210, 'n': 43, 'trace_an': 441323}
-
id: 240346043
{'hecke_orbit_code': 72057594172146210, 'n': 44, 'trace_an': 643456}
-
id: 240346044
{'hecke_orbit_code': 72057594172146210, 'n': 45, 'trace_an': 9477}
-
id: 240346045
{'hecke_orbit_code': 72057594172146210, 'n': 46, 'trace_an': 265832}
-
id: 240346046
{'hecke_orbit_code': 72057594172146210, 'n': 47, 'trace_an': -892849}
-
id: 240346047
{'hecke_orbit_code': 72057594172146210, 'n': 48, 'trace_an': -663552}
-
id: 240346048
{'hecke_orbit_code': 72057594172146210, 'n': 49, 'trace_an': 705894}
-
id: 240346049
{'hecke_orbit_code': 72057594172146210, 'n': 50, 'trace_an': 2122568}
-
id: 240346050
{'hecke_orbit_code': 72057594172146210, 'n': 51, 'trace_an': -572994}
-
id: 240346051
{'hecke_orbit_code': 72057594172146210, 'n': 52, 'trace_an': -843648}
-
id: 240346052
{'hecke_orbit_code': 72057594172146210, 'n': 53, 'trace_an': 2093965}
-
id: 240346053
{'hecke_orbit_code': 72057594172146210, 'n': 54, 'trace_an': -944784}
-
id: 240346054
{'hecke_orbit_code': 72057594172146210, 'n': 55, 'trace_an': -331222}
-
id: 240346055
{'hecke_orbit_code': 72057594172146210, 'n': 56, 'trace_an': 1053696}
-
id: 240346056
{'hecke_orbit_code': 72057594172146210, 'n': 57, 'trace_an': -257229}
-
id: 240346057
{'hecke_orbit_code': 72057594172146210, 'n': 58, 'trace_an': 1393480}
-
id: 240346058
{'hecke_orbit_code': 72057594172146210, 'n': 59, 'trace_an': -136204}
-
id: 240346059
{'hecke_orbit_code': 72057594172146210, 'n': 60, 'trace_an': -22464}
-
id: 240346060
{'hecke_orbit_code': 72057594172146210, 'n': 61, 'trace_an': -3989946}
-
id: 240346061
{'hecke_orbit_code': 72057594172146210, 'n': 62, 'trace_an': 952360}
-
id: 240346062
{'hecke_orbit_code': 72057594172146210, 'n': 63, 'trace_an': 1500282}
-
id: 240346063
{'hecke_orbit_code': 72057594172146210, 'n': 64, 'trace_an': 1572864}
-
id: 240346064
{'hecke_orbit_code': 72057594172146210, 'n': 65, 'trace_an': -28561}
-
id: 240346065
{'hecke_orbit_code': 72057594172146210, 'n': 66, 'trace_an': -2171664}
-
id: 240346066
{'hecke_orbit_code': 72057594172146210, 'n': 67, 'trace_an': -2218250}
-
id: 240346067
{'hecke_orbit_code': 72057594172146210, 'n': 68, 'trace_an': 1358208}
-
id: 240346068
{'hecke_orbit_code': 72057594172146210, 'n': 69, 'trace_an': -897183}
-
id: 240346069
{'hecke_orbit_code': 72057594172146210, 'n': 70, 'trace_an': 35672}
-
id: 240346070
{'hecke_orbit_code': 72057594172146210, 'n': 71, 'trace_an': 2045928}
-
id: 240346071
{'hecke_orbit_code': 72057594172146210, 'n': 72, 'trace_an': 2239488}
-
id: 240346072
{'hecke_orbit_code': 72057594172146210, 'n': 73, 'trace_an': -8557479}
-
id: 240346073
{'hecke_orbit_code': 72057594172146210, 'n': 74, 'trace_an': 452496}
-
id: 240346074
{'hecke_orbit_code': 72057594172146210, 'n': 75, 'trace_an': -7163667}
-
id: 240346075
{'hecke_orbit_code': 72057594172146210, 'n': 76, 'trace_an': 609728}
-
id: 240346076
{'hecke_orbit_code': 72057594172146210, 'n': 77, 'trace_an': 3448522}
-
id: 240346077
{'hecke_orbit_code': 72057594172146210, 'n': 78, 'trace_an': 2847312}
-
id: 240346078
{'hecke_orbit_code': 72057594172146210, 'n': 79, 'trace_an': -8559709}
-
id: 240346079
{'hecke_orbit_code': 72057594172146210, 'n': 80, 'trace_an': 53248}
-
id: 240346080
{'hecke_orbit_code': 72057594172146210, 'n': 81, 'trace_an': 3188646}
-
id: 240346081
{'hecke_orbit_code': 72057594172146210, 'n': 82, 'trace_an': 813056}
-
id: 240346082
{'hecke_orbit_code': 72057594172146210, 'n': 83, 'trace_an': 2496351}
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