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{'Nk2': 18900, 'analytic_conductor': 111.88388900436996, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [21, 1, [8, 10], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 8, 'field_disc': 984177400395885998088246166894470576414110784873003711573808884556228899027272514016786273029679699686432518125, 'field_disc_factorization': [[5, 4], [13, 1], [41, 1], [269, 1], [6857, 1], [11779, 1], [12960901, 1], [315338018505217193, 1], [33270534874389959417103563905509485639051000260175204223877950153978163, 1]], 'field_poly': [-192489451427205341333847862033094, -963948141617979543405904380129, -671343000872604695849378947, 1309688035004575248975, 2511494407820476041, -1405020216555, -2857317313, -3, 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': [[2, [-6405628089416956644973846357606400, -4064465490825388909632946176000, -574281377998365643217305600, 24850123743190080798720, 2243145773108109696, -42309992742264, -2691622714, 19461, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799385427989, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 8496659443258648166400, 'hecke_ring_index_factorization': [[2, 26], [3, 16], [5, 2], [7, 6]], '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': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '21.30.a.d', 'level': 21, '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': True, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.30.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2433+\\beta _{1})q^{2}+3^{14}q^{3}+(183377628+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '29.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '21.30.a', 'trace_display': [-19461, 38263752, -8498112672, -5425784582792], 'trace_hash': 44994700171249221, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.172', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.425', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.676', 'prec': 17}, {'__RealLiteral__': 0, 'data': '150.159', 'prec': 24}, {'__RealLiteral__': 0, 'data': '154.650', 'prec': 24}, {'__RealLiteral__': 0, 'data': '4648.736', 'prec': 27}], 'trace_zratio': 0, 'traces': [8, -19461, 38263752, 1467008653, -8498112672, -93081359709, -5425784582792, -16689415716987, 183014339639688, 636942348029770, 395708686257744, 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mf_hecke_cc • Show schema
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'embedding_root_real': 25358.157340085407, 'hecke_orbit': 4, 'hecke_orbit_code': 13510799385427989, 'label': '21.30.a.d.1.6', 'level': 21, 'weight': 30}
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{'ALdims': [7, 7, 8, 6], 'Nk2': 18900, 'analytic_conductor': 111.88388900436996, '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': [21, 1, [8, 10], [1, 1]], 'conrey_index': 1, 'cusp_dim': 76, 'dim': 28, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 503316501, 'hecke_orbit_dims': [6, 7, 7, 8], 'label': '21.30.a', 'level': 21, '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': True, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 80, 'mf_new_dim': 28, 'num_forms': 4, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 80, 'trace_bound': 2, 'trace_display': [50050, 0, -47133524848, -1356446145698], 'traces': [28, 50050, 0, 5725675522, -47133524848, -382847970636, -1356446145698, 16864624126350, 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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': 8, 'source_embedding_index': 6, 'source_hecke_orbit_code': 13510799385427989, 'source_is_minimal': True, 'source_label': '21.30.a.d.1.6', 'source_level': 21, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 6, 'target_hecke_orbit_code': 13510799385427989, 'target_is_minimal': True, 'target_label': '21.30.a.d.1.6', 'target_level': 21, 'twist_class_label': '21.30.a.d.1.6', 'twist_class_level': 21, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 30}
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mf_hecke_charpolys • Show schema
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id: 84850
{'charpoly_factorization': [[[-6405628089416956644973846357606400, -4064465490825388909632946176000, -574281377998365643217305600, 24850123743190080798720, 2243145773108109696, -42309992742264, -2691622714, 19461, 1], 1]], 'hecke_orbit_code': 13510799385427989, 'p': 2}
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id: 84851
{'charpoly_factorization': [[[-4782969, 1], 8]], 'hecke_orbit_code': 13510799385427989, 'p': 3}
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id: 84852
{'charpoly_factorization': [[[-231232916565776163679986162438354047598519073140879985399829563745117187500000000, -123936792308593468933447601610365438282964745707245271337968750000000000, -8299665676442276945007986529798186206706235388446000000000000, 2442102171327538786854202559026814771576256000000000, 238136376837757694693141638194559102500000, -8680301679677229713348191512000, -951415995631689155104, 8498112672, 1], 1]], 'hecke_orbit_code': 13510799385427989, 'p': 5}
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id: 84853
{'charpoly_factorization': [[[678223072849, 1], 8]], 'hecke_orbit_code': 13510799385427989, 'p': 7}
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id: 84854
{'charpoly_factorization': [[[-7659709815904009892683171940554218008890339439909239411620592136471371102380120245596912237183993395221546373533611065344, 28831894602395373323679269013306902113818011691007512633742608580011539487406135235996657520256366545272832, -15187694504299471573131999586133897756359187628089557566698288542752216169874921984748802048, -30731197878878667042928100536526565547126769713577707799046123820455580200960, 26087965288283483818611864751813392824513126602721536362759936, 7620443536060770587400107558670932953335709440, -9350131661261153169719154147952, -395708686257744, 1], 1]], 'hecke_orbit_code': 13510799385427989, 'p': 11}
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id: 84855
{'charpoly_factorization': [[[-125794516558611727462493789696596058625771083174776909374253543402502359203765076920136751418938617067031544592819391441024454400, 58268047724640072157474931334900816083685568519276631965001580884408744749321640224692897715359213150311142476800, 6610948265696523196141027683894577525801781234295494031758469964250794411701975681268814156051200, -2344118879718466281024220393619726742228005740056631793185452787474472277195104000, 13570992706821770509262971732751042541709217629374536311576510816, 18512797325430709393640700669989891116361107332928, -675318189790916828430130915942736, -22809319742321168, 1], 1]], 'hecke_orbit_code': 13510799385427989, 'p': 13}
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id: 84856
{'charpoly_factorization': [[[87319890122457884033734578198200642766371573812610690253817885475958383953700495499550356237448469378954210793408353689183054128332911078656, 2381358431462510451146761802272530204175038909145469264719034323345198000497795037913358584718840718501048940175733326947328, 22337086978733219947087590312594817747115248514526575465956611921664618552436472387042597748752862973862912, 74775770905511716447354168798843720415932612217028859437212410278359285846386554384407040, -31234937540614727932107137019842510759529986787102888766714715983707744, -581824829165988174673316702977331849187230492146668480, -563380506306885536051942450018274912, 875764906948588224, 1], 1]], 'hecke_orbit_code': 13510799385427989, 'p': 17}
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id: 84857
{'charpoly_factorization': [[[-4143285998666713326766751577487191328471748375892044310606021810712231529005189267334522205274446054140263034249499296779163500418791459822919942144, 11764653963867627287897038901457504079273318789503952650069385405907113469314067235385375441518239866107778656803157586712068882432, -6601054222314141628240794014264390461026665196806987928381041346089850491371061739665020633707988404551463108608, -1672594448548407960854671951180802803742622752194406816679784389548830059785269151077233827840, 1210170276191831833716041506211598616895734460065866855784073099030246887936, 75307312272618371793919153624146939248372095911501660160, -64442551630491049883800731144683743232, -1426892827775457824, 1], 1]], 'hecke_orbit_code': 13510799385427989, 'p': 19}
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id: 84858
{'charpoly_factorization': [[[-18171285593493031665390377227115499230062692762374326089535993284789947252453553156881966159877117273114299149686370951262871135522123613604140948484259840000, 2586635551544675577641075288176942899338467895553912033691520554516059550634204320814663172748222289135075075615149102562726018386231296000, -83528530614103533233259343610275789060429111621247156229341609315221369473693026437627102571129020114927117714312396800, -1654924002180210598722258839188331838950304747579767599457143934600227563575822843997631141247016960, 71832948316754446182523746137323271471763598221653261359832846934705358649711616, 401927717438943350114010841225668166668532163039664100646784, -16001779102883868752056231049111182725744, -31571815389865907376, 1], 1]], 'hecke_orbit_code': 13510799385427989, 'p': 23}
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id: 84859
{'charpoly_factorization': [[[-3580578639378945604294189289780164356804512946735195895144083650057803965277024158127165004743019790229564170749776408574239778205155472743430049334692146113356848475904, -56865052272496810270384978322631908840833572055672688911044706397996568275681854297648776382106188571655403033876319882064869800317850194884283902976, -73300080971203438565190701022735113025538754782992989079865680807338764572734514110976021416150086600416415148529849431224077568, 33825029517273217472208432307163647448078966913466492630512505942184692270473147508645281895970857671067392, 64988993054398461487124971107828473478638522469033979208636801041970195489395212820320, -1934583870393093316920799959416720794153530164697037702529600832, -14852971456117499867734626652021428911287888, -403819311812853278064, 1], 1]], 'hecke_orbit_code': 13510799385427989, 'p': 29}
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id: 84860
{'charpoly_factorization': [[[38725552066542768004833530113146250984414780884501473461126082114583660401766034679560484213813905847259905658212040352124341697789640470851748756560412980169450008766054400, 20856489756019024534811877230337575063444995182726480333613964380106602938796955403196050832825472853226330797524279041625667967803357185072273817600000, -15447986424489424338307369822832645404364115414059783958385083981602339227753433706073188034208373724160143220420786468091624161280, -5812276912026709717854905122967003665666034188924335777325779954924894152857840308256724523418210913192509440, 1961079969616517885865903711860714176713175329234985636655151526169635583516908682919936, 417952918062219105919855044933050721075391186579823084959976211456, -84020214962200672818370722642058218317045184, -6056711864477051297664, 1], 1]], 'hecke_orbit_code': 13510799385427989, 'p': 31}
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id: 84861
{'charpoly_factorization': [[[265817208555618244037803119797479004683209452872502736903440753231359016260149503296762110255991376697968661593741939407124607071218467493793912036456346954957513399766166920786176, -1049282829404196614837856727270425696892701059561680322109859706417045426457231714918423021794483636996234960147160950710749236913329048517546478135055523468288, 82426252335245522438220481668139946023617892269545312598373788051784633630642736585173838356336023367553209817591125328885693401237254912, 397797843290395940711204593983304539873861070503785576147349227156925240536442669088012745579163464025505164806400, -75215943957060757071529187866399175407051653295367895891850671110304125106975404965682845344, 608178969716948736585040710929945323549875669563828288231857749821760, 15237727472427066282844162772571678549706297008, -249301086380038228224144, 1], 1]], 'hecke_orbit_code': 13510799385427989, 'p': 37}
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id: 84862
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id: 84863
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id: 84864
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id: 84865
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id: 84866
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id: 84867
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id: 84868
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id: 84869
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id: 84870
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id: 84871
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id: 84872
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id: 84873
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id: 84874
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '21.30.a.d', 'level': 21, 'portrait': 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', 'weight': 30}
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mf_hecke_traces • Show schema
Hide schema
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id: 35712750
{'hecke_orbit_code': 13510799385427989, 'n': 82, 'trace_an': 31867674822051710989797094358}
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id: 35712854
{'hecke_orbit_code': 13510799385427989, 'n': 1, 'trace_an': 8}
-
id: 35712855
{'hecke_orbit_code': 13510799385427989, 'n': 2, 'trace_an': -19461}
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id: 35712856
{'hecke_orbit_code': 13510799385427989, 'n': 3, 'trace_an': 38263752}
-
id: 35712857
{'hecke_orbit_code': 13510799385427989, 'n': 4, 'trace_an': 1467008653}
-
id: 35712858
{'hecke_orbit_code': 13510799385427989, 'n': 5, 'trace_an': -8498112672}
-
id: 35712859
{'hecke_orbit_code': 13510799385427989, 'n': 6, 'trace_an': -93081359709}
-
id: 35712860
{'hecke_orbit_code': 13510799385427989, 'n': 7, 'trace_an': -5425784582792}
-
id: 35712861
{'hecke_orbit_code': 13510799385427989, 'n': 8, 'trace_an': -16689415716987}
-
id: 35712862
{'hecke_orbit_code': 13510799385427989, 'n': 9, 'trace_an': 183014339639688}
-
id: 35712863
{'hecke_orbit_code': 13510799385427989, 'n': 10, 'trace_an': 636942348029770}
-
id: 35712864
{'hecke_orbit_code': 13510799385427989, 'n': 11, 'trace_an': 395708686257744}
-
id: 35712865
{'hecke_orbit_code': 13510799385427989, 'n': 12, 'trace_an': 7016656910030757}
-
id: 35712866
{'hecke_orbit_code': 13510799385427989, 'n': 13, 'trace_an': 22809319742321168}
-
id: 35712867
{'hecke_orbit_code': 13510799385427989, 'n': 14, 'trace_an': 13198899220714389}
-
id: 35712868
{'hecke_orbit_code': 13510799385427989, 'n': 15, 'trace_an': -40646209468683168}
-
id: 35712869
{'hecke_orbit_code': 13510799385427989, 'n': 16, 'trace_an': -529929838419631103}
-
id: 35712870
{'hecke_orbit_code': 13510799385427989, 'n': 17, 'trace_an': -875764906948588224}
-
id: 35712871
{'hecke_orbit_code': 13510799385427989, 'n': 18, 'trace_an': -445205257965996021}
-
id: 35712872
{'hecke_orbit_code': 13510799385427989, 'n': 19, 'trace_an': 1426892827775457824}
-
id: 35712873
{'hecke_orbit_code': 13510799385427989, 'n': 20, 'trace_an': -28899057412113817626}
-
id: 35712874
{'hecke_orbit_code': 13510799385427989, 'n': 21, 'trace_an': -25951359460172069448}
-
id: 35712875
{'hecke_orbit_code': 13510799385427989, 'n': 22, 'trace_an': -5186094623833295684}
-
id: 35712876
{'hecke_orbit_code': 13510799385427989, 'n': 23, 'trace_an': 31571815389865907376}
-
id: 35712877
{'hecke_orbit_code': 13510799385427989, 'n': 24, 'trace_an': -79824958002461594403}
-
id: 35712878
{'hecke_orbit_code': 13510799385427989, 'n': 25, 'trace_an': 484933790864619664792}
-
id: 35712879
{'hecke_orbit_code': 13510799385427989, 'n': 26, 'trace_an': 871531917323138656458}
-
id: 35712880
{'hecke_orbit_code': 13510799385427989, 'n': 27, 'trace_an': 875351913052098873672}
-
id: 35712881
{'hecke_orbit_code': 13510799385427989, 'n': 28, 'trace_an': -994959116533732362397}
-
id: 35712882
{'hecke_orbit_code': 13510799385427989, 'n': 29, 'trace_an': 403819311812853278064}
-
id: 35712883
{'hecke_orbit_code': 13510799385427989, 'n': 30, 'trace_an': 3046475505413600987130}
-
id: 35712884
{'hecke_orbit_code': 13510799385427989, 'n': 31, 'trace_an': 6056711864477051297664}
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