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mf_newforms • Show schema
{'Nk2': 2178, 'analytic_conductor': 11.436430548127033, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [18, 6, [11], [5]], 'cm_discs': [], 'conrey_index': 5, 'dim': 20, 'field_disc': 2078802771414650904194758171515946882071127299314502850826753463796530304096665600000000, 'field_disc_factorization': [[2, 30], [3, 10], [5, 8], [23399, 2], [33749398997, 2], [11601311203834604827, 2]], 'field_poly': [42080692026395342189225080891718217, -620756959890572838693596656972206, 623192578601325527612865828822963, -4874867111497712925857039900178, 2446510322689300614446071763767, -10899238750832113741944409252, 3644946427174260203987635170, -10177193606819996156162676, 2551316542474577226379677, -4680905675328128110986, 938326637750627487341, -1170707468814910094, 195479019402402405, -166712339223788, 23849722149866, -13472077884, 1685636151, -574086, 63819, -10, 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': 206342979602, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 31685912980962925197840227500032, 'hecke_ring_index_factorization': [[2, 46], [3, 37]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 4, -1, 6, 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': '18.11.d.a', 'level': 18, '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': '18.11.d.a', 'prim_orbit_index': 4, 'qexp_display': 'q+\\beta _{2}q^{2}+(-2-4\\beta _{1}+\\beta _{3}-\\beta _{4})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '10.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '18.11.d', 'trace_display': [0, -84, -9918, 12238], 'trace_hash': 2028611552637986930, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '17.362', 'prec': 20}, {'__RealLiteral__': 0, 'data': '10.795', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1323.969', 'prec': 27}, {'__RealLiteral__': 0, 'data': '3368.662', 'prec': 27}, {'__RealLiteral__': 0, 'data': '192335.073', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.172', 'prec': 17}, 'traces': [20, 0, -84, 5120, -9918, 12864, 12238, 0, 79248, 0, -327582, 9216, -280550, 175680, -2685042, -2621440, 0, 3925632, -2966240, -5078016, -11895726, 3473472, 10446606, 2752512, 9609944, 0, 2340576, 12531712, 32440806, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'Nk2': 2178, 'analytic_conductor': 11.436430548127033, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [18, 6, [11], [5]], 'conrey_index': 5, 'cusp_dim': 56, 'dim': 20, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206342979602, 'hecke_orbit_dims': [20], 'label': '18.11.d', 'level': 18, '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': 64, 'mf_new_dim': 20, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 10, 'sturm_bound': 33, 'trace_bound': 0, 'trace_display': [0, -84, -9918, 12238], 'traces': [20, 0, -84, 5120, -9918, 12864, 12238, 0, 79248, 0, -327582, 9216, -280550, 175680, -2685042, -2621440, 0, 3925632, -2966240, -5078016, -11895726, 3473472, 10446606, 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mf_twists_cc • Show schema
-
id: 2295079
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 20, 'source_embedding_index': 8, 'source_hecke_orbit_code': 206342979602, 'source_is_minimal': True, 'source_label': '18.11.d.a.11.8', 'source_level': 18, 'target_conrey_index': 11, 'target_dim': 20, 'target_embedding_index': 8, 'target_hecke_orbit_code': 206342979602, 'target_is_minimal': True, 'target_label': '18.11.d.a.11.8', 'target_level': 18, 'twist_class_label': '18.11.d.a.5.8', 'twist_class_level': 18, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 11} -
id: 2295080
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 20, 'source_embedding_index': 8, 'source_hecke_orbit_code': 206342979602, 'source_is_minimal': True, 'source_label': '18.11.d.a.11.8', 'source_level': 18, 'target_conrey_index': 35, 'target_dim': 20, 'target_embedding_index': 4, 'target_hecke_orbit_code': 206342979638, 'target_is_minimal': False, 'target_label': '54.11.d.a.35.4', 'target_level': 54, 'twist_class_label': '18.11.d.a.5.8', 'twist_class_level': 18, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 11} -
id: 2295081
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 20, 'source_embedding_index': 8, 'source_hecke_orbit_code': 206342979602, 'source_is_minimal': True, 'source_label': '18.11.d.a.11.8', 'source_level': 18, 'target_conrey_index': 161, 'target_dim': 20, 'target_embedding_index': 17, 'target_hecke_orbit_code': 9007268158767266, 'target_is_minimal': False, 'target_label': '162.11.b.c.161.17', 'target_level': 162, 'twist_class_label': '18.11.d.a.5.8', 'twist_class_level': 18, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 11} -
id: 2295082
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 20, 'source_embedding_index': 8, 'source_hecke_orbit_code': 206342979602, 'source_is_minimal': True, 'source_label': '18.11.d.a.11.8', 'source_level': 18, 'target_conrey_index': 17, 'target_dim': 20, 'target_embedding_index': 4, 'target_hecke_orbit_code': 206342979638, 'target_is_minimal': False, 'target_label': '54.11.d.a.17.4', 'target_level': 54, 'twist_class_label': '18.11.d.a.5.8', 'twist_class_level': 18, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 11} -
id: 2295083
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 20, 'source_embedding_index': 8, 'source_hecke_orbit_code': 206342979602, 'source_is_minimal': True, 'source_label': '18.11.d.a.11.8', 'source_level': 18, 'target_conrey_index': 5, 'target_dim': 20, 'target_embedding_index': 8, 'target_hecke_orbit_code': 206342979602, 'target_is_minimal': True, 'target_label': '18.11.d.a.5.8', 'target_level': 18, 'twist_class_label': '18.11.d.a.5.8', 'twist_class_level': 18, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 11} -
id: 2295084
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 20, 'source_embedding_index': 8, 'source_hecke_orbit_code': 206342979602, 'source_is_minimal': True, 'source_label': '18.11.d.a.11.8', 'source_level': 18, 'target_conrey_index': 161, 'target_dim': 20, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007268158767266, 'target_is_minimal': False, 'target_label': '162.11.b.c.161.4', 'target_level': 162, 'twist_class_label': '18.11.d.a.5.8', 'twist_class_level': 18, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 11}
-
id: 2295079
-
mf_hecke_charpolys • Show schema
-
id: 71325
{'charpoly_factorization': [[[262144, 0, -512, 0, 1], 5]], 'hecke_orbit_code': 206342979602, 'p': 2} -
id: 71326
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id: 71327
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id: 71328
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id: 71329
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id: 71330
{'charpoly_factorization': [[[534197781493852256253089223497580239409411101587799287606445902022727187734079237183716141748372873355001856, 26224635664597621026633992089283255313703528907084121098233309722373271454096526072111504179529094463488, 1351379174620948128096141267763323336395269147099309469611579140252807802573760809448364875894235136, 2220093763170189746298262729270655186038798894149051267824171080211603879730184558018792390656, 124646734728937387933216255289947319750210515328353382281235702625663611091475803518946048, -1104000444385945372970255584651802460299847731120331758956728652901813909268850899456, 14524779280335846385207245722423378748462297295699288133001245802032511646284576, -78680131410396828050652259599774329727617153126510292324262465633536648048, 424219672745181166347683740088066737177398135845728452236674509213921, -1276217212522917493450687579440436143688317571577836666983617146, 4398106364024402899991484082004742843614319763823070087157, -8353570886776321695753673363236548674857226473043678, 27799584426298211026184604899270244768458348394, -35833240176598940812066416510777761398050, 126922892384894540069039966664698301, -57668381112428204130505254450, 400707894826616854333674, -36392090605234446, 840716921173, 280550, 1], 1]], 'hecke_orbit_code': 206342979602, 'p': 13} -
id: 71331
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id: 71332
{'charpoly_factorization': [[[331708007538305480638772579833186629013980788979866976799234240, -1625116365749960490177353919357435780462046396425330017600, 1738342115348736421809552126630353981467030621863984, 1180775980269844790694826315726789149206133408, -2036072456309754501189885154944990436380, 64425214909855300260180723710364, 476393247391004278202569593, -33420858633833127972, -38650403361798, 1483120, 1], 2]], 'hecke_orbit_code': 206342979602, 'p': 19} -
id: 71333
{'charpoly_factorization': [[[4898947100039043715654548945242816738477438921834493132506293500065503392814342333679504937671545098503719981725867633680219897856, 21894776402038901462335163409975243630165499619150199356429107387308474140934788886726577654212252130842430010407543759699968, 22110488685342260395115592192378559091914783362648597826070420246903531385349622637429861952791143627369481235130744832, -46960929720034754316438188001653126260470275455294765869745150107999280013902901101171892155797768880124102443008, -38007274288275393080733600353201276791286086831842428670334160717101701207046830511542309633165111472128, 26306105651103454435942601450758156956846682360374722276002604274996414762954325351724177778772574208, 2949720970975616230610789299686045532251588590015956013559416280898045638126065673043020327168, -6987432876154715265732165307606605596646303940403362088743145442958761041048874239004192, -30140637239572497482199991180527375475169366416585385471181199705115286053442111, 934530809456959523253055572620928551979928625744202759344587890144395942634, 35022947322713949669882794877685193119909045213180068043867625348079, -68808721663223094731716434982093768265631748035463597726269090, -6101202893924493551971138637657062950832104412680162, 2979866032017919559824729996738381968646943521842, -34312166817808227676747432068301984600821, -86264563423675771785907842534927270, 4772683579912118999800466958, 1138449377826007682166, -72600726246849, -10446606, 1], 1]], 'hecke_orbit_code': 206342979602, 'p': 23} -
id: 71334
{'charpoly_factorization': [[[39095133344854041929440065941606097934726930308585113506942838422311824511975708324887993608237720216149976775641785732864602848961673280352160000, -38929398588483747484973360778078629151042500787393898670143911311273024327294646138970642552840516631912692949926320427230189436512465331200, 13607780517533222404039566938376513167983808026073669885976527095643499568299083094338570977299602394491365013938012800983026506860928, -683415526193351097819012959008473373636515217340016947828307109483202675215594691864599421125484281701815852671241266470151680, -76388231398756742034404476954389266775799849067898084435031330636079000091003148282915058983398920416481020922584122192, 5716646409676213893865217653232352778153631366574857824201286682455878321277336493281653422600952389858090119520, 319484600463269460936000447910073825735274982322158187279319710727199896485595354079948839970469696259768, -31795466356223100188245250506225653662671049258335694546204515662001977624676381695069002846325864, -412477322594345707434067181784245009839872413127872758386948953226360003638685958772484303, 87711602897174494952059932450893426506859766997765222894231234386959240834330565870, 25685438662778381844706615908894618864936269892792578354443471115120867433, -174963080089459643516009984003021478535820005330539797736715655886930, 2010150836394089341095763465100723223631067225236906364958738, 210535787431575964383256484030573481527356540543630686, -3643566281210672046901879159810570040909784519, -186552884664505405621734695692701959070, 4342484802840210147325804344882, 93344206409222044776930, -2526568172498943, -32440806, 1], 1]], 'hecke_orbit_code': 206342979602, 'p': 29} -
id: 71335
{'charpoly_factorization': [[[344629419015028118056912759654052467234333575405999196938368026636415188869934763112013865914570250680762428422167488352498982159475015260569600, 449181937996348681188502927834527241173210095408676787763047338917368718055579358813769367998963556670551873527872418369017940338100142080, 500704102140529466352435810386289137817870705454267158054787756868648722814169702118953955034001780374934319421364646664857729368064, 131673153853898275951541315950000806211950765615236824027384471124477798404271270096920444856322913340075320731087171911417856, 35452912229702154409049257463937974380423858139194598623158837282176380180984315459188041570660471566650230047521964032, -509741946524224640885003951330751196653225244576472582184938215375182805264141722653198379765514085457034739712, 465161940852789939119355136391890678624011568388988296796805278223206463640091282727732550410153066890240, 4628398393292806122699182468094378017235593501085334376985963165700492614193225816726093228312512, 2508812679089662439675863319016751411731739323241434364057077283782058048475281192407747753, 11487034238843064655921469106863110568552645732000031876019717479180334861618854554, 8064664345563606347150430915476586171913699174344083278621241521479875842387, 67402943551390776914831147895075424786621960267456751351191366508066, 15706290416210798264762128073574698020608606847445632924309230, 51958608232881304143993967814774628417654069205796058, 17410432634717637343503233090678766406535860935, 128725062525334397430972156546748090086, 11403649403830899379759338600078, 78011314457309660696910, 4903821174650515, 40069958, 1], 1]], 'hecke_orbit_code': 206342979602, 'p': 31} -
id: 71336
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id: 71337
{'charpoly_factorization': [[[757418143353424187409517489462874559652347675648398077023567001760946012306061380469961138374721453486111117849929250218719027211080124858592750942168733225, 239141907795882091063179759743706082049061616425076738592975553191304336196657837072445301834311989444407080154171518537823268031587630784535937841490, 20376876294749504502495292344633277764037723331625096133597092011167827970236260345429594459776551864917808463753400131266654383564228025435027, -1512820463816765167289194278576650223032748980486247130446925904327156661292496144897442833570018978024170144679385406012437132542347506, -31570845069852351206641136289279271254237078598889775552488083243392300333009001513782781992009264095093927236014259217998895865, 3628432100204010085572820219949994255467009283483867650398061325205734067871222270423633105809235831601934515675079573548, 147680820564108634098922085611439637955894133260261247061534753997991160139108329624565350165645408169101999034842, 831981928350622432284764813359006103534762323358324128701483164381847114510329336380532025692058102524796, -35636897425633021066358146573807512899323493207732255979634106669748961813454982138006619791429339, -346501543865689949466649661259801605613920499667522362893714970806829181694413125113176746, 7380372369134778893050358566784242417893149115449415559552223408185911593523066381, 95398888418475830868001571573668925284692419153560803621588008019358720242, -417291870810033812013751527035560681552607494230753975890367303747, -9027953637398446507383127511255260506161409595256868328140, 17346509936297869716771413392042326396616949108154, 644866569813027986775597006320476326743844, 1447989803791359320477979976048479, -14161605510595696636507542, -37626799003850061, 245419398, 1], 1]], 'hecke_orbit_code': 206342979602, 'p': 41} -
id: 71338
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id: 71339
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id: 71349
{'charpoly_factorization': [[[4541185504180712072744120765268372991325689336911091646633675293837824216531953016739216316013405298052067547786605293646376291656222163216995149006354295775149942848620509167134751201169453677700625, -1818494317944767945172842041974578407049791855805653552996825874141924545862879749339769975793144376025136753265863357504611118253317878008571304253395130097491592513370419675011980163454350, 752997782423024176401965653771851949435781706221627073556285436235371171213124941307367880443533866231637501159509077363080967496872143072685698199832433414708182602630156416801631, -162142642810997264479247191761140699948432045210434020273485512182300541231125761920952148812398403675487104832960244643937653880400561086485965108629611460788256570364566, 40684905419509260474955210374111366122852570872302783968127973237461960872441910068829317180100425939398341042228813994177082487982911350190143209028383665510807, -6640143808992742188552957029653368441971890138526758844698550536382429762350456482745794116435372812760613068384100772535216232572724799605344155395588, 1341260495903855668952718959703000421847384620668503508400614053441543112363570624564313606540365155008795624386765484319901377013381417076386, -174187645068453813285750523169804657129583606739360066853728055219775847423454025442006852602411747437962849169523619788909055214604, 28235890648148954233041390635949442688857082900140882675646980516513157933460436129213207984725512793560686155263155560189, -2843189071070572790689316462591016144519751529819589000838694764350372290196411973364534675713265185422379788010, 400495823303556312368988029156212190350868417498582510302630021187317256320302811614555264501969532321, -32431599856638819675533407761205330858741093829435132509657552754409787597298374968052879834, 4071724822572345948556483744191657464730781508825948262814557045466517316141317229, -246643089877159543230337696229810628955982867519367537985141389954262764, 28660651246715353643256436337746159966848836702951497728777954, -1286286601459553016447383579997553015992942327626724, 147352115019856322935330798819202044643847, -4098462960630908146294360341894, 475154417212379148319, -6721893598, 1], 1]], 'hecke_orbit_code': 206342979602, 'p': 97}
-
id: 71325
-
mf_newform_portraits • Show schema
{'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '18.11.d.a', 'level': 18, 'portrait': 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', 'weight': 11} -
mf_hecke_traces • Show schema
-
id: 7160598
{'hecke_orbit_code': 206342979602, 'n': 1, 'trace_an': 20} -
id: 7160599
{'hecke_orbit_code': 206342979602, 'n': 2, 'trace_an': 0} -
id: 7160600
{'hecke_orbit_code': 206342979602, 'n': 3, 'trace_an': -84} -
id: 7160601
{'hecke_orbit_code': 206342979602, 'n': 4, 'trace_an': 5120} -
id: 7160602
{'hecke_orbit_code': 206342979602, 'n': 5, 'trace_an': -9918} -
id: 7160603
{'hecke_orbit_code': 206342979602, 'n': 6, 'trace_an': 12864} -
id: 7160604
{'hecke_orbit_code': 206342979602, 'n': 7, 'trace_an': 12238} -
id: 7160605
{'hecke_orbit_code': 206342979602, 'n': 8, 'trace_an': 0} -
id: 7160606
{'hecke_orbit_code': 206342979602, 'n': 9, 'trace_an': 79248} -
id: 7160607
{'hecke_orbit_code': 206342979602, 'n': 10, 'trace_an': 0} -
id: 7160608
{'hecke_orbit_code': 206342979602, 'n': 11, 'trace_an': -327582} -
id: 7160609
{'hecke_orbit_code': 206342979602, 'n': 12, 'trace_an': 9216} -
id: 7160610
{'hecke_orbit_code': 206342979602, 'n': 13, 'trace_an': -280550} -
id: 7160611
{'hecke_orbit_code': 206342979602, 'n': 14, 'trace_an': 175680} -
id: 7160612
{'hecke_orbit_code': 206342979602, 'n': 15, 'trace_an': -2685042} -
id: 7160613
{'hecke_orbit_code': 206342979602, 'n': 16, 'trace_an': -2621440} -
id: 7160614
{'hecke_orbit_code': 206342979602, 'n': 17, 'trace_an': 0} -
id: 7160615
{'hecke_orbit_code': 206342979602, 'n': 18, 'trace_an': 3925632} -
id: 7160616
{'hecke_orbit_code': 206342979602, 'n': 19, 'trace_an': -2966240} -
id: 7160617
{'hecke_orbit_code': 206342979602, 'n': 20, 'trace_an': -5078016} -
id: 7160618
{'hecke_orbit_code': 206342979602, 'n': 21, 'trace_an': -11895726} -
id: 7160619
{'hecke_orbit_code': 206342979602, 'n': 22, 'trace_an': 3473472} -
id: 7160620
{'hecke_orbit_code': 206342979602, 'n': 23, 'trace_an': 10446606} -
id: 7160621
{'hecke_orbit_code': 206342979602, 'n': 24, 'trace_an': 2752512} -
id: 7160622
{'hecke_orbit_code': 206342979602, 'n': 25, 'trace_an': 9609944} -
id: 7160623
{'hecke_orbit_code': 206342979602, 'n': 26, 'trace_an': 0} -
id: 7160624
{'hecke_orbit_code': 206342979602, 'n': 27, 'trace_an': 2340576} -
id: 7160625
{'hecke_orbit_code': 206342979602, 'n': 28, 'trace_an': 12531712} -
id: 7160626
{'hecke_orbit_code': 206342979602, 'n': 29, 'trace_an': 32440806} -
id: 7160627
{'hecke_orbit_code': 206342979602, 'n': 30, 'trace_an': 37556352} -
id: 7160628
{'hecke_orbit_code': 206342979602, 'n': 31, 'trace_an': -40069958} -
id: 7160629
{'hecke_orbit_code': 206342979602, 'n': 32, 'trace_an': 0} -
id: 7160630
{'hecke_orbit_code': 206342979602, 'n': 33, 'trace_an': -35367930} -
id: 7160631
{'hecke_orbit_code': 206342979602, 'n': 34, 'trace_an': 30746496} -
id: 7160632
{'hecke_orbit_code': 206342979602, 'n': 35, 'trace_an': 0} -
id: 7160633
{'hecke_orbit_code': 206342979602, 'n': 36, 'trace_an': -32695296} -
id: 7160634
{'hecke_orbit_code': 206342979602, 'n': 37, 'trace_an': -127390400} -
id: 7160635
{'hecke_orbit_code': 206342979602, 'n': 38, 'trace_an': 370567296} -
id: 7160636
{'hecke_orbit_code': 206342979602, 'n': 39, 'trace_an': 153125550} -
id: 7160637
{'hecke_orbit_code': 206342979602, 'n': 40, 'trace_an': 0} -
id: 7160638
{'hecke_orbit_code': 206342979602, 'n': 41, 'trace_an': -245419398} -
id: 7160639
{'hecke_orbit_code': 206342979602, 'n': 42, 'trace_an': -344505600} -
id: 7160640
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id: 7160841
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id: 7160842
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id: 7160843
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id: 7160844
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id: 7160845
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id: 7160846
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id: 7160847
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id: 7160848
{'hecke_orbit_code': 206342979602, 'n': 953, 'trace_an': 0} -
id: 7160849
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id: 7160850
{'hecke_orbit_code': 206342979602, 'n': 967, 'trace_an': -765744619004510} -
id: 7160851
{'hecke_orbit_code': 206342979602, 'n': 971, 'trace_an': 0} -
id: 7160852
{'hecke_orbit_code': 206342979602, 'n': 977, 'trace_an': -4381520571788346} -
id: 7160853
{'hecke_orbit_code': 206342979602, 'n': 983, 'trace_an': -5096713563688050} -
id: 7160854
{'hecke_orbit_code': 206342979602, 'n': 991, 'trace_an': -2840852841311336} -
id: 7160855
{'hecke_orbit_code': 206342979602, 'n': 997, 'trace_an': 694173502730206}
-
id: 7160598
Embedded newform data - 18.11.d.a.11.8