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mf_newforms • Show schema
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{'Nk2': 2400, 'analytic_conductor': 12.360860067932956, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [24, 2, [7, 13, 17], [2, 1, 2]], 'cm_discs': [], 'conrey_index': 13, 'dim': 18, 'field_disc': -777058933134906745771578757218534807735616235471273836667071289069186762221604306944, 'field_disc_factorization': [[-1, 1], [2, 18], [2083, 2], [72298139, 2], [11432484714753450612849783977, 2]], 'field_poly': [3530172528998645760000, 528496957656524390400, 33278997342311628800, 395298533233475584, -53836398547537920, -6231752888295424, -276067668007936, -830496445440, 893528237824, 8938233856, 410038976, 114642624, 13308368, -273568, -6804, -3116, -143, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206326202392, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 844004671288070422502934369533952, 'hecke_ring_index_factorization': [[2, 65], [3, 28]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 8, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '24.10.d.a', 'level': 24, '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, 3], 'level_radical': 6, 'minimal_twist': '24.10.d.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(2-\\beta _{1})q^{2}-\\beta _{2}q^{3}+(29-2\\beta _{1}-\\beta _{5}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 18, 'rm_discs': [], 'sato_tate_group': '9.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '24.10.d', 'trace_display': [34, 0, 0, -9604], 'trace_hash': 1868676567335401636, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.910', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1168.492', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '136546.708', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [18, 34, 0, 512, 0, -3078, -9604, 15844, -118098, -34788, 0, -57996, 0, -209204, 202500, -1928, 203996, -223074, 0, 406744, 0, 4311616, -3465976, 1142748, -5309486, -7786712, 0, -4722944, 0, 1214676, 4737540, 19090184, 0, -26138884, 0, -3359232, 0, 81529688, -18507528, 102781640, -3780956, -37252548, 0, -113955840, 0, 155174504, -112458264, 72347904, 90859338, -240578846, 0, -232023472, 0, 20194758, -76355584, 349245496, 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mf_hecke_cc • Show schema
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'weight': 10}
-
mf_newspaces • Show schema
Hide schema
{'Nk2': 2400, 'analytic_conductor': 12.360860067932956, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [24, 2, [7, 13, 17], [2, 1, 2]], 'conrey_index': 13, 'cusp_dim': 34, 'dim': 18, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206326202392, 'hecke_orbit_dims': [18], 'label': '24.10.d', 'level': 24, '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, 3], 'level_radical': 6, 'mf_dim': 38, 'mf_new_dim': 18, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 18, 'sturm_bound': 40, 'trace_bound': 0, 'trace_display': [34, 0, 0, -9604], 'traces': [18, 34, 0, 512, 0, -3078, -9604, 15844, -118098, -34788, 0, -57996, 0, -209204, 202500, -1928, 203996, -223074, 0, 406744, 0, 4311616, -3465976, 1142748, 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mf_twists_cc • Show schema
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id: 2286573
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206326202392, 'source_is_minimal': True, 'source_label': '24.10.d.a.13.5', 'source_level': 24, 'target_conrey_index': 13, 'target_dim': 18, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206326202392, 'target_is_minimal': True, 'target_label': '24.10.d.a.13.5', 'target_level': 24, 'twist_class_label': '24.10.d.a.13.5', 'twist_class_level': 24, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
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id: 2286574
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206326202392, 'source_is_minimal': True, 'source_label': '24.10.d.a.13.5', 'source_level': 24, 'target_conrey_index': 37, 'target_dim': 18, 'target_embedding_index': 14, 'target_hecke_orbit_code': 13511005208313928, 'target_is_minimal': False, 'target_label': '72.10.d.d.37.14', 'target_level': 72, 'twist_class_label': '24.10.d.a.13.5', 'twist_class_level': 24, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
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id: 2286575
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206326202392, 'source_is_minimal': True, 'source_label': '24.10.d.a.13.5', 'source_level': 24, 'target_conrey_index': 49, 'target_dim': 18, 'target_embedding_index': 14, 'target_hecke_orbit_code': 206326202464, 'target_is_minimal': False, 'target_label': '96.10.d.a.49.14', 'target_level': 96, 'twist_class_label': '24.10.d.a.13.5', 'twist_class_level': 24, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
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id: 2286576
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206326202392, 'source_is_minimal': True, 'source_label': '24.10.d.a.13.5', 'source_level': 24, 'target_conrey_index': 49, 'target_dim': 18, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206326202464, 'target_is_minimal': False, 'target_label': '96.10.d.a.49.5', 'target_level': 96, 'twist_class_label': '24.10.d.a.13.5', 'twist_class_level': 24, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 10}
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id: 2286577
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206326202392, 'source_is_minimal': True, 'source_label': '24.10.d.a.13.5', 'source_level': 24, 'target_conrey_index': 13, 'target_dim': 18, 'target_embedding_index': 6, 'target_hecke_orbit_code': 206326202392, 'target_is_minimal': True, 'target_label': '24.10.d.a.13.6', 'target_level': 24, 'twist_class_label': '24.10.d.a.13.5', 'twist_class_level': 24, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 10}
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id: 2286578
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206326202392, 'source_is_minimal': True, 'source_label': '24.10.d.a.13.5', 'source_level': 24, 'target_conrey_index': 145, 'target_dim': 18, 'target_embedding_index': 8, 'target_hecke_orbit_code': 13511005208314144, 'target_is_minimal': False, 'target_label': '288.10.d.d.145.8', 'target_level': 288, 'twist_class_label': '24.10.d.a.13.5', 'twist_class_level': 24, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 10}
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id: 2286579
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206326202392, 'source_is_minimal': True, 'source_label': '24.10.d.a.13.5', 'source_level': 24, 'target_conrey_index': 37, 'target_dim': 18, 'target_embedding_index': 13, 'target_hecke_orbit_code': 13511005208313928, 'target_is_minimal': False, 'target_label': '72.10.d.d.37.13', 'target_level': 72, 'twist_class_label': '24.10.d.a.13.5', 'twist_class_level': 24, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 10}
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id: 2286580
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206326202392, 'source_is_minimal': True, 'source_label': '24.10.d.a.13.5', 'source_level': 24, 'target_conrey_index': 145, 'target_dim': 18, 'target_embedding_index': 11, 'target_hecke_orbit_code': 13511005208314144, 'target_is_minimal': False, 'target_label': '288.10.d.d.145.11', 'target_level': 288, 'twist_class_label': '24.10.d.a.13.5', 'twist_class_level': 24, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 91125
{'charpoly_factorization': [[[2417851639229258349412352, -160560460417567937265664, 2969925795867237810176, -56349038537659645952, 4240701999122743296, -367703076607361024, 4285140410826752, 198266427801600, 20168663105536, -1403638513664, 39391920128, 756326400, 31926784, -5350784, 120528, -3128, 322, -34, 1], 1]], 'hecke_orbit_code': 206326202392, 'p': 2}
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id: 91126
{'charpoly_factorization': [[[6561, 0, 1], 9]], 'hecke_orbit_code': 206326202392, 'p': 3}
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id: 91127
{'charpoly_factorization': [[[707126647694181315017387835479420400023155609600000000, 0, 83402166078756103355238442796615835949204480000000, 0, 741314302686980342593705046880602215915520000, 0, 2041559426492773506127183962909113139200, 0, 2641643085482601142965734069827584, 0, 1849986272980091133963566592, 0, 739055570145245934848, 0, 168078085677632, 0, 20232868, 0, 1], 1]], 'hecke_orbit_code': 206326202392, 'p': 5}
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id: 91128
{'charpoly_factorization': [[[265271429200074958457777461838336, 46156743235422858495881036032, -412083820404896913245504000, -14002522651353139310848, 63494633542815443136, 9303283461141600, -1083365443616, -192776464, 4802, 1], 2]], 'hecke_orbit_code': 206326202392, 'p': 7}
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id: 91129
{'charpoly_factorization': [[[491225093650039220718053695770176049909771860155776222104299519845779468451840000, 0, 90511842998659974445012381478370036744519753343264307293571747843093299200, 0, 1096565147480035145519609575369908320985763072231378146022574260224, 0, 4138854471977630784905353835115059489605386457369502810112, 0, 5759913488999652199546841189662918435030500900864, 0, 3838552375724147924440237207137210597376, 0, 1359069147290064923516890775552, 0, 260771525744328572928, 0, 25544471552, 0, 1], 1]], 'hecke_orbit_code': 206326202392, 'p': 11}
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id: 91130
{'charpoly_factorization': [[[464340559216414743191757060816036221096925689857282261599518149819893452460442150502400, 0, 20010684482135695077617383873557291433865703132196818165848153074924851629654016, 0, 48202763315628259079553656499707270383687774374236683701582130524979200, 0, 33992377407315548146416009934677237451076932025169283217620992, 0, 9522150392258439521056744700626378952763855282896896, 0, 1346945807171866545644543032155454962532352, 0, 105570280034436022149296360341504, 0, 4639911852195340149760, 0, 106799428496, 0, 1], 1]], 'hecke_orbit_code': 206326202392, 'p': 13}
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id: 91131
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id: 91132
{'charpoly_factorization': [[[1342778561428146611882109036970183685302379890848594631153761868444638085589263711186449985328375660544, 0, 83582108287057686482564616094683551080475789767977651240942672253728209175953494317635469312, 0, 2110808376234376732760860524841423526308266383944024561118164469792211834551402496, 0, 28146050437293012977255688891734892738686740225296769223737172847230976, 0, 216057361377855892256869488253996938450488473768967375159296, 0, 981009849510826068627244602932796428232926560256, 0, 2627594610187786931543317310193614848, 0, 4008820154137390657610752, 0, 3176555001488, 0, 1], 1]], 'hecke_orbit_code': 206326202392, 'p': 19}
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id: 91133
{'charpoly_factorization': [[[99905696042088188675366911452442324826389006029422592, -174844780472976935960932993307022383182715486208, -1853197980805186846829932750247586804203520, -574726346323894928888249199539011584, 5874122059188725261768802756608, 3324185335470282498655744, -5923676774257639168, -3581901067328, 1732988, 1], 2]], 'hecke_orbit_code': 206326202392, 'p': 23}
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id: 91134
{'charpoly_factorization': [[[68050109470404846710740646004353534644645487404468330218620403422529000372554476165526323798840951363480907449368576, 0, 188039129422238474900513713373046764031745152329280978721975298456600582428220329946657875410492857057280, 0, 194956873910019930071295611714297057088687458814141303826501545821775668011648479677716168704, 0, 98121448546892518349795012267172479006416302926827254052293009061193511001473024, 0, 25878207060829103739729960913775781167186397804880465280001032435712, 0, 3576831392871465582654095978258876747846024973472972288, 0, 248539200751495530398825376449428954492160, 0, 8778135836551144600146196032, 0, 150800493425348, 0, 1], 1]], 'hecke_orbit_code': 206326202392, 'p': 29}
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id: 91135
{'charpoly_factorization': [[[215419432508115903073512353447047788639215111403194652229120, -684618023517597260653978162732885878149695382219210496, -734624220710233278355195604015529463576347753984, -175722270461085263521247114611908117917952, 18900722861672905204752500689551168, 9371174223648809136902206560, 19901033375245806624, -162948676114704, -2368770, 1], 2]], 'hecke_orbit_code': 206326202392, 'p': 31}
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id: 91136
{'charpoly_factorization': [[[2669621738438862710538029372600120463223033144895363749808868778445152003453157959579353423295645386088029896606737580974669824, 0, 425765252777421718577721459497290741216611160991057414557328085392949436577749520791423226628842823078865740496896, 0, 20610802645066769729126985130329595013809585202194897032920699422168946294246405968894947808140853248, 0, 486862755813453869499679739035091863338502944908749652641639368080756643043531441569792, 0, 6566038163605827168520121180805627160888214185103637151413408429053575168, 0, 53863527329371013558179359544881061951715982973931714772992, 0, 273046139699384163630930848889265066468704256, 0, 833849961445559145754851549184, 0, 1403957099027264, 0, 1], 1]], 'hecke_orbit_code': 206326202392, 'p': 37}
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id: 91137
{'charpoly_factorization': [[[-5963281810583772306401530082929781894755482243784175020210536960, 7349661910082046440107769839672153909154549482398065985792, -492325475414283617566827848865946567018065301049856, -157819197129017672682053529312234362519587584, 6254883637863305242609812774459992128, 1014597484444401423668985286624, -9374553521290497880736, -1859066165149040, 1890478, 1], 2]], 'hecke_orbit_code': 206326202392, 'p': 41}
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id: 91138
{'charpoly_factorization': [[[1032854665539238091499988716396827973897763462400346896808062793391948865692998058349984288553670004948387009087236378862813184, 0, 10173178761261197579182233599281030971286375551406390479055837947312637314391832703275970892287886682582944397131776, 0, 1126884304617488911768131465907986394116039175671584344569353550735715926724785363413750929669163581440, 0, 34543525337543640979693225458260933418662522527960910862131893649384384116690660588781568, 0, 400478430731815531125422987796656340172145487511849647151750973563372306432, 0, 2158648883933601074126266028255679684420576986824529617485824, 0, 5766014584976138126291229737831707979479859200, 0, 7610715739820208380112441091072, 0, 4579682648009360, 0, 1], 1]], 'hecke_orbit_code': 206326202392, 'p': 43}
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id: 91139
{'charpoly_factorization': [[[-4627598425993137703518885351226494375626290420920061471453095395328, 831995898949844915868379613033061526764219658444688140075008, -23349898258527981167208579089050809195351424539230208, -2790450885754597961103404669429366901636218880, 116220320566448211270322970037700184064, 3882350510540697750960446940672, -147755975074220517071616, -3019118016237120, 56229132, 1], 2]], 'hecke_orbit_code': 206326202392, 'p': 47}
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id: 91140
{'charpoly_factorization': [[[6667548583510849177068401734558513543007923005111380172881549917019603656071921317399551483312302606875405630897963079479332183533158400, 0, 100908613073737506134334426437723019900123534608338549823940186998723184191592385387104693986629419343275898013182750949376, 0, 528109110437101070301578715387453437848252214064634149188633185717008909854767437022349203911217824275693568, 0, 1354223765801867364758228186652082808043646910525259328962789518778417192985320246354755272704, 0, 1909484817213889266617474095717280890258625876084062784472852414805368919799808, 0, 1533533515189274990175797275334708596122898467714798537060728320, 0, 697470889509892068977092770812769304478219398400, 0, 172949959001476259511430228252224, 0, 21265694234576324, 0, 1], 1]], 'hecke_orbit_code': 206326202392, 'p': 53}
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id: 91141
{'charpoly_factorization': [[[1391357904557920723407024783078728763690387567817391851772239794083142456902943057688705354532766499178701061467666086978144268774831204335616, 0, 122874685549998877742511376695529475984448192867752841787541622086005131347778807736457169069136987779196918809045850969392283648, 0, 117123060378858252818412142567220340630807361218975287350340880865343255346456281076163919973047674124484743266304, 0, 46101259749131939134308465838115280300836810747711470766384393830128003678368997897599559919468544, 0, 9758276541463491356873658393310975684227647682351351781341822765100716570024345600, 0, 1215871163864856924214172785734487239109871301629582348208507322368, 0, 91512826077557499027056751483264525140716155650048, 0, 4077292140826881193017538874123264, 0, 98748408145612432, 0, 1], 1]], 'hecke_orbit_code': 206326202392, 'p': 59}
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id: 91142
{'charpoly_factorization': [[[6096414950569794658321847088472201281930346806181410355145059639289614416252117232825419997765341775340382802463564814989865557069660160000, 0, 236467167770275370444489059855206289900116642414553634062508886342546097746007087691006577628546214156534636158596860923084800, 0, 2305841117991327881311269464340798726211670648872569788107363510128861062874556142279417533806538992328938356736, 0, 3656215720079891074811768759365755582312501505351995271992196810875584510104266811391258136674304, 0, 2197047515480731708185334695199457411613037476234307979458306554536309601186349056, 0, 570039306289570582613295256061129223391439540691809690717685547008, 0, 67457457386203619477424675242462295378479765520384, 0, 3856138580542599772778114104320000, 0, 102572579416432896, 0, 1], 1]], 'hecke_orbit_code': 206326202392, 'p': 61}
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id: 91143
{'charpoly_factorization': [[[77186376602955453840559213219255980441931861740757228863905901770425195475187775611472091384002447138014753568318257499834645581567686401327104, 0, 3825691351414157213175154960715061746516415852855912909533164624460134271678478092491890332672872478515802156855136945567720013824, 0, 6817587147738488205457234899014116762138487883407592435261683679466448744841583653549144104907656814802602546954240, 0, 2844925401478980655631532475601331665727023771373355966496574203981313905054146870781166555330772992, 0, 488527729056036054148023011019166882238864182386281040608296070597980567547230027776, 0, 39130192122095077086499754727845261469956314500422186257387033067520, 0, 1499774231438294331506074048294294254891546949926912, 0, 28966558588462987910920951195788288, 0, 273125551656541968, 0, 1], 1]], 'hecke_orbit_code': 206326202392, 'p': 67}
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id: 91144
{'charpoly_factorization': [[[-12272099658624850049028509679917670126746934608682639046587419689029992448, 928076604573876976217444493076269416099960254870804012824887623680, -3578065823507232864218338898413050291638345500751197175808, -207717723193217667781428027245925910395541328117760, 1010356711519167334954336687858818041001984, 12229303303241815009300388634207744, -40609178057772439496656128, -234594801530588736, 204471156, 1], 2]], 'hecke_orbit_code': 206326202392, 'p': 71}
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id: 91145
{'charpoly_factorization': [[[903028347804669768509938456421976969437835442439214629067205781933360640, -390736714322557430715690686925858808222183339744989685821664810752, 7460529853393912595521582601953668007503176717852388558336, 248953612724138531112662700924552573178589568896256, -2556020852779503761636999938867978718241984, -4552665476696977511610864400593440, 93949209224972079296428768, -168024176177401584, -413062154, 1], 2]], 'hecke_orbit_code': 206326202392, 'p': 73}
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id: 91146
{'charpoly_factorization': [[[1467619418297707847170091179190339570512029650178495512737064160231565145600, -79033586339383656436570478796145273705526704531641849396203673378560, 1210908979194875718011355769727728973734920744540554195966464, -3994890948441028953596712944164991726482577024661760, -18933545068905687810475619378934159138469824, 92172314827119038633370127853268576, 94322263921794486769281952, -575166313040510608, -191204746, 1], 2]], 'hecke_orbit_code': 206326202392, 'p': 79}
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id: 91147
{'charpoly_factorization': [[[2349915284464417644186613459960476629641342491415516993866989887408666190169855878899566978405566060934122480736560540304391719528434018432906690560000, 0, 1271631671929188210126386555453282503537582812241266764872680348613020668252895412068664844829347379080545431329791173502536770924906020864, 0, 93354710920199224349225906913680523228597433851046473520781365918202227178911968724139281869198822805737378682397706420224, 0, 2554630285727107241598063320474286271239159407338935215368289525888213906074653607888317483128666829357056, 0, 33315739345849019465062962785488344527117733937769703251975136690442204560161545931194368, 0, 230035180077045342370338634869234309835483550539039631313431446048210944, 0, 887969937634676124982007963269912529343443912106180608, 0, 1920967526374227713724885771774722048, 0, 2173196427874655488, 0, 1], 1]], 'hecke_orbit_code': 206326202392, 'p': 83}
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id: 91148
{'charpoly_factorization': [[[1088285924354190038126284279856696446963490363114920647153175491987239054707200, 9182865194732313573759553006694627626366742187964528162288072720247040, -17336475467658379553618625661727821115546595661321806895289856, -144977776369911251040683478341518848528801331406144256, 105252739596835864627782266371041225727183552, 766898361904473617786727895237667296, -285915641947104930341426144, -1534697939623042544, 229232410, 1], 2]], 'hecke_orbit_code': 206326202392, 'p': 89}
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id: 91149
{'charpoly_factorization': [[[21925937918649070761015391285389831864291239446119512416331978436816906030809600, 137436751169906449263291370748331052562955100543827015282754898053171456, -42618023315536404055995522440357367362633849837897237875584512, -1278991072920574362410465144221716914602873093918911232, -372749459354655980514045851739505988812107840, 3768629834983186477187230751900788704, 378883149076493072273011360, -3550387317353039728, -132049390, 1], 2]], 'hecke_orbit_code': 206326202392, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '24.10.d.a', 'level': 24, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 7144344
{'hecke_orbit_code': 206326202392, 'n': 1, 'trace_an': 18}
-
id: 7144345
{'hecke_orbit_code': 206326202392, 'n': 2, 'trace_an': 34}
-
id: 7144346
{'hecke_orbit_code': 206326202392, 'n': 3, 'trace_an': 0}
-
id: 7144347
{'hecke_orbit_code': 206326202392, 'n': 4, 'trace_an': 512}
-
id: 7144348
{'hecke_orbit_code': 206326202392, 'n': 5, 'trace_an': 0}
-
id: 7144349
{'hecke_orbit_code': 206326202392, 'n': 6, 'trace_an': -3078}
-
id: 7144350
{'hecke_orbit_code': 206326202392, 'n': 7, 'trace_an': -9604}
-
id: 7144351
{'hecke_orbit_code': 206326202392, 'n': 8, 'trace_an': 15844}
-
id: 7144352
{'hecke_orbit_code': 206326202392, 'n': 9, 'trace_an': -118098}
-
id: 7144353
{'hecke_orbit_code': 206326202392, 'n': 10, 'trace_an': -34788}
-
id: 7144354
{'hecke_orbit_code': 206326202392, 'n': 11, 'trace_an': 0}
-
id: 7144355
{'hecke_orbit_code': 206326202392, 'n': 12, 'trace_an': -57996}
-
id: 7144356
{'hecke_orbit_code': 206326202392, 'n': 13, 'trace_an': 0}
-
id: 7144357
{'hecke_orbit_code': 206326202392, 'n': 14, 'trace_an': -209204}
-
id: 7144358
{'hecke_orbit_code': 206326202392, 'n': 15, 'trace_an': 202500}
-
id: 7144359
{'hecke_orbit_code': 206326202392, 'n': 16, 'trace_an': -1928}
-
id: 7144360
{'hecke_orbit_code': 206326202392, 'n': 17, 'trace_an': 203996}
-
id: 7144361
{'hecke_orbit_code': 206326202392, 'n': 18, 'trace_an': -223074}
-
id: 7144362
{'hecke_orbit_code': 206326202392, 'n': 19, 'trace_an': 0}
-
id: 7144363
{'hecke_orbit_code': 206326202392, 'n': 20, 'trace_an': 406744}
-
id: 7144364
{'hecke_orbit_code': 206326202392, 'n': 21, 'trace_an': 0}
-
id: 7144365
{'hecke_orbit_code': 206326202392, 'n': 22, 'trace_an': 4311616}
-
id: 7144366
{'hecke_orbit_code': 206326202392, 'n': 23, 'trace_an': -3465976}
-
id: 7144367
{'hecke_orbit_code': 206326202392, 'n': 24, 'trace_an': 1142748}
-
id: 7144368
{'hecke_orbit_code': 206326202392, 'n': 25, 'trace_an': -5309486}
-
id: 7144369
{'hecke_orbit_code': 206326202392, 'n': 26, 'trace_an': -7786712}
-
id: 7144370
{'hecke_orbit_code': 206326202392, 'n': 27, 'trace_an': 0}
-
id: 7144371
{'hecke_orbit_code': 206326202392, 'n': 28, 'trace_an': -4722944}
-
id: 7144372
{'hecke_orbit_code': 206326202392, 'n': 29, 'trace_an': 0}
-
id: 7144373
{'hecke_orbit_code': 206326202392, 'n': 30, 'trace_an': 1214676}
-
id: 7144374
{'hecke_orbit_code': 206326202392, 'n': 31, 'trace_an': 4737540}
-
id: 7144375
{'hecke_orbit_code': 206326202392, 'n': 32, 'trace_an': 19090184}
-
id: 7144376
{'hecke_orbit_code': 206326202392, 'n': 33, 'trace_an': 0}
-
id: 7144377
{'hecke_orbit_code': 206326202392, 'n': 34, 'trace_an': -26138884}
-
id: 7144378
{'hecke_orbit_code': 206326202392, 'n': 35, 'trace_an': 0}
-
id: 7144379
{'hecke_orbit_code': 206326202392, 'n': 36, 'trace_an': -3359232}
-
id: 7144380
{'hecke_orbit_code': 206326202392, 'n': 37, 'trace_an': 0}
-
id: 7144381
{'hecke_orbit_code': 206326202392, 'n': 38, 'trace_an': 81529688}
-
id: 7144382
{'hecke_orbit_code': 206326202392, 'n': 39, 'trace_an': -18507528}
-
id: 7144383
{'hecke_orbit_code': 206326202392, 'n': 40, 'trace_an': 102781640}
-
id: 7144384
{'hecke_orbit_code': 206326202392, 'n': 41, 'trace_an': -3780956}
-
id: 7144385
{'hecke_orbit_code': 206326202392, 'n': 42, 'trace_an': -37252548}
-
id: 7144386
{'hecke_orbit_code': 206326202392, 'n': 43, 'trace_an': 0}
-
id: 7144387
{'hecke_orbit_code': 206326202392, 'n': 44, 'trace_an': -113955840}
-
id: 7144388
{'hecke_orbit_code': 206326202392, 'n': 45, 'trace_an': 0}
-
id: 7144389
{'hecke_orbit_code': 206326202392, 'n': 46, 'trace_an': 155174504}
-
id: 7144390
{'hecke_orbit_code': 206326202392, 'n': 47, 'trace_an': -112458264}
-
id: 7144391
{'hecke_orbit_code': 206326202392, 'n': 48, 'trace_an': 72347904}
-
id: 7144392
{'hecke_orbit_code': 206326202392, 'n': 49, 'trace_an': 90859338}
-
id: 7144393
{'hecke_orbit_code': 206326202392, 'n': 50, 'trace_an': -240578846}
-
id: 7144394
{'hecke_orbit_code': 206326202392, 'n': 51, 'trace_an': 0}
-
id: 7144395
{'hecke_orbit_code': 206326202392, 'n': 52, 'trace_an': -232023472}
-
id: 7144396
{'hecke_orbit_code': 206326202392, 'n': 53, 'trace_an': 0}
-
id: 7144397
{'hecke_orbit_code': 206326202392, 'n': 54, 'trace_an': 20194758}
-
id: 7144398
{'hecke_orbit_code': 206326202392, 'n': 55, 'trace_an': -76355584}
-
id: 7144399
{'hecke_orbit_code': 206326202392, 'n': 56, 'trace_an': 349245496}
-
id: 7144400
{'hecke_orbit_code': 206326202392, 'n': 57, 'trace_an': -79112376}
-
id: 7144401
{'hecke_orbit_code': 206326202392, 'n': 58, 'trace_an': -368612756}
-
id: 7144402
{'hecke_orbit_code': 206326202392, 'n': 59, 'trace_an': 0}
-
id: 7144403
{'hecke_orbit_code': 206326202392, 'n': 60, 'trace_an': -229298688}
-
id: 7144404
{'hecke_orbit_code': 206326202392, 'n': 61, 'trace_an': 0}
-
id: 7144405
{'hecke_orbit_code': 206326202392, 'n': 62, 'trace_an': 243931700}
-
id: 7144406
{'hecke_orbit_code': 206326202392, 'n': 63, 'trace_an': 63011844}
-
id: 7144407
{'hecke_orbit_code': 206326202392, 'n': 64, 'trace_an': 627902720}
-
id: 7144408
{'hecke_orbit_code': 206326202392, 'n': 65, 'trace_an': 300816016}
-
id: 7144409
{'hecke_orbit_code': 206326202392, 'n': 66, 'trace_an': -43281216}
-
id: 7144410
{'hecke_orbit_code': 206326202392, 'n': 67, 'trace_an': 0}
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