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{'Nk2': 25992, 'analytic_conductor': 147.87801915102983, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [72, 2, [55, 37, 65], [1, 1, 2]], 'cm_discs': [], 'conrey_index': 19, 'conrey_indexes': [19], 'dim': 16, 'field_disc': 97153530608568336579261657862516619348376988778627322998823001134162521174491773824971537118642861944807141716557029267565411411648469535662346801306640625, 'field_disc_factorization': [[3, 12], [5, 9], [7, 4], [11, 1], [13, 1], [17, 1], [31, 4], [71, 2], [397, 1], [735143, 1], [4579975861, 2], [114818096268911891, 2], [206591168862566587298667797536187, 2]], 'field_poly': [104537110830703973784435514554213400615593028192885557279787723664062500000000000000, 0, 571314919513523940667592109743659078499903982727661487427097929687500000000, 0, 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'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 476824222332853746578013686347651456224460800, 'hecke_ring_index_factorization': [[2, 120], [3, 15], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 8, 4, -1, 2, 0]], 'is_cm': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '72.19.b.b', 'level': 72, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '8.19.d.b', 'prim_orbit_index': 4, 'qexp_display': 'q+(-3^{3}+\\beta _{1})q^{2}+(-27760-30\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '18.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '72.19.b', 'trace_display': [-426, 0, 0, 0], 'trace_hash': 1805892483018917582, 'trace_moments': 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-
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{'Nk2': 25992, 'analytic_conductor': 147.87801915102983, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [72, 2, [55, 37, 65], [1, 1, 2]], 'conrey_index': 19, 'cusp_dim': 212, 'dim': 89, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 69038243912, 'hecke_orbit_dims': [1, 16, 36, 36], 'label': '72.19.b', 'level': 72, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 220, 'mf_new_dim': 91, 'num_forms': 4, 'prim_orbit_index': 4, 'relative_dim': 89, 'sturm_bound': 228, 'trace_bound': 2, 'trace_display': [-84, 0, 0, 0], 'traces': [89, -84, 0, 352016, 0, 0, 0, -29064372, 0, 482870628, -2825920878, 0, 0, -28645143732, 0, -44907603760, -56596854234, 0, 498351928606, 1333619965368, 0, -1847281084292, 0, 0, -66437452499455, -2067614180160, 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mf_twists_nf • Show schema
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id: 62822
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 16, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '72.19.b.b', 'source_level': 72, 'target_char_orbit': 4, 'target_dim': 16, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '8.19.d.b', 'target_level': 8, 'twist_class_label': '8.19.d.b', 'twist_class_level': 8, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 19}
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id: 62823
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 16, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '72.19.b.b', 'source_level': 72, 'target_char_orbit': 4, 'target_dim': 16, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '8.19.d.b', 'target_level': 8, 'twist_class_label': '8.19.d.b', 'twist_class_level': 8, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 19}
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id: 62824
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 16, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '72.19.b.b', 'source_level': 72, 'target_char_orbit': 4, 'target_dim': 16, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '32.19.d.b', 'target_level': 32, 'twist_class_label': '8.19.d.b', 'twist_class_level': 8, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 19}
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id: 62825
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 16, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '72.19.b.b', 'source_level': 72, 'target_char_orbit': 4, 'target_dim': 16, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '32.19.d.b', 'target_level': 32, 'twist_class_label': '8.19.d.b', 'twist_class_level': 8, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 19}
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id: 62826
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 16, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '72.19.b.b', 'source_level': 72, 'target_char_orbit': 2, 'target_dim': 16, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '72.19.b.b', 'target_level': 72, 'twist_class_label': '8.19.d.b', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 19}
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id: 62827
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 16, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '72.19.b.b', 'source_level': 72, 'target_char_orbit': 2, 'target_dim': 16, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '72.19.b.b', 'target_level': 72, 'twist_class_label': '8.19.d.b', 'twist_class_level': 8, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 19}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 228250
{'charpoly_factorization': [[[22300745198530623141535718272648361505980416, 36240072077079946358849395691483314520064, 101543153513936356517356651462392807424, 258934669151556422088284241647370240, 649740523222847864780873179070464, 1694688785310071377046878027776, 3915519425610639670830432256, 7120468806619675502837760, 12794745216908174295040, 27162432886580183040, 56978306756509696, 94074125451264, 137587907584, 209165760, 312904, 426, 1], 1]], 'hecke_orbit_code': 4503668665614408, 'p': 2}
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id: 228251
{'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 4503668665614408, 'p': 3}
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id: 228252
{'charpoly_factorization': [[[29424580836471666118583378826446672668191511264234664649518153397661448798208000000000000000000000, 0, 2512669588508116536197480978858658493983318369234385882171495211209850880000000000000000, 0, 17090485100219006890873960199173072967919345112397640095502937620480000000000, 0, 27535651636102879861942544384490861648367307988199557562368000000, 0, 15661926919933396378103627011312084256089870172160000, 0, 4175861845008886699989723248547201024000, 0, 568442201209924224914841600, 0, 38177832695040, 0, 1], 1]], 'hecke_orbit_code': 4503668665614408, 'p': 5}
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id: 228253
{'charpoly_factorization': [[[963361411271505538320209842624721823414883796562177898825756192548967963027489830389133749135873985565586809159680000000, 0, 22352064390896529595641012605795084798024336390653872934741874849104802674814331034365094038589900062720000, 0, 159840178320695575053347248691312458111642522468869763593328927095818228582577474308250009600, 0, 382232414746564015694268568132573473817531609169765486632826582234945499955200, 0, 431867555571428102559273461904758833714422456738920838369116160, 0, 260434799164570310251037378237911178650520125440, 0, 85962116741909301900908748472320, 0, 14620516635350016, 0, 1], 1]], 'hecke_orbit_code': 4503668665614408, 'p': 7}
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id: 228254
{'charpoly_factorization': [[[4397573729255213524497819106247758827331275395445490192094052165519741184, 10220094642501851449586450734640939962058302623617317832536197120, -311600931005966172352613433551137840720516564260367260928, -22961447059453089508330254177929467668170620416, 156639442887790272438475150849204894560, 13220023919665583010716931456, -22598845007743888720, -1235785632, 1], 2]], 'hecke_orbit_code': 4503668665614408, 'p': 11}
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id: 228255
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id: 228256
{'charpoly_factorization': [[[-190192402941881936772529412986923237937497595243777353694365627793404676826511691431680, 15023798954538494420966171190547670146716837220177010538434146516387399443456, 127253349842385599649723787546976675318791490914290345454145304320, -19639438843260856868409884293178618872800707113655988480, 159486319845786100848714180717501288438835296, 4219666150079099129440448985542592, -44602285358166756227728, -88219650672, 1], 2]], 'hecke_orbit_code': 4503668665614408, 'p': 17}
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id: 228257
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id: 228258
{'charpoly_factorization': [[[4211087640020424937920882911743186924879438001655328052984236431239625054926740132490028795738363487841043978062719032229624139861320517904040907028768193962373188121612089124139827200000000000, 0, 624441880146824594494397927219376235897159494418968638091402042678785643087073756161057404756348390680386786770601938375965243725983013015550033517543183450961346560000000, 0, 2826659874283841164469623437690598534780084537621089289084721802759142378488455383225586800310791159499335156983621044489770833366119784382464000000, 0, 4738083232801370400389253569226221848378790318704441961847837636410250608648011366658567684339618055983542734532493967360000, 0, 3699542958802033052471775637894174004653854561829567038424247612473709492623790418460334761181184000, 0, 1446299469540628020712693329929999086195070514236724985765807342747228569600, 0, 286873710007620110435011668160477692705199802941440, 0, 27445926162263713933095936, 0, 1], 1]], 'hecke_orbit_code': 4503668665614408, 'p': 23}
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id: 228259
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id: 228260
{'charpoly_factorization': [[[2237601506257399649989052933794591991371960289369070993525859793020728001868070457307849995758007564096821516313824975455497577591088743151879379684140427805605695885585085996273396576098501821202432000000000000000, 0, 159865509580215671120582354832405109153682006134155286341945442946514419511957642625531367216466663759470240987455196979216127904746636364464447421384762122291182899429166016364544000000000, 0, 2353253243301420212596055192492288785709127670054528654460685439120542953119027883364259673149326766672458877348894807435407493736273790699492039845782487040000000, 0, 11038360115210975809637183957569269461084434987300216008734639671345272912239512467123620213648719036367673064564363568568059559936000000, 0, 24592690903870032567152541091959793010832018280618470640410590444492775767983921935533387471054463817482240000, 0, 29722599140709756790736184413469780296312579111857487368224915643517676753518592000, 0, 19999867521430090078479459689563720868510187732860928000, 0, 7027206371643860944375726080, 0, 1], 1]], 'hecke_orbit_code': 4503668665614408, 'p': 31}
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id: 228261
{'charpoly_factorization': [[[6154883245305220751365214003042584569594233867681672061194026071734286340884790299100670996050319888244634631161937665350299253564783037344312107785469616627741194381567585130000145381033872529825801102343391923090227200000, 0, 30066861877863726153954107808105448794223926608481375155897429927318915011720029289924573416840024966082299437638993411005715075508568224974783734215763647560552570861933909533998782990050656256000, 0, 38749991239941670248538493104765144306029438382320037332412392931568119753058503854313466529833692899235603988642220741811639643189906145601309424057151804409479010713600, 0, 14604777198415262738881641328049511717315040927929130367739031444968502183076772978724992074084973554313551565294090940334341919777688964300800, 0, 2308442750029934316030834941412513665811010630197974946095363910742445892418799851472351163792373311321404300328960, 0, 181077504204155868166978506707730367766757957488069364376000362223152156975987189350400, 0, 7317924417378738474520295396130078054529648254227878010880, 0, 141988078414839052251848238336, 0, 1], 1]], 'hecke_orbit_code': 4503668665614408, 'p': 37}
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id: 228262
{'charpoly_factorization': [[[-8099116122151146841269029309479741890619928543274994871276283920989477908549154016274796287032944883795119725821696, 82708777359851869225391691765750156336861751781846278638360209961267409389085235304809867519713551360, 1118183690354574379274430078639964168191723875360557782665870305266177970961786413283072, -14024662056844928960736567172858026993477404235715312217351177210784174336, 26662397216954241976321346494138420556327441601383264200800, 127107128522545791817156527343678313162291136, -363733711927878484034312045200, -297465781222512, 1], 2]], 'hecke_orbit_code': 4503668665614408, 'p': 41}
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id: 228263
{'charpoly_factorization': [[[-28540070533921811913492606087326631351855877567603610120538549413862278551304854420877205550660217166081398934368000, 220084908509240640001383650123825565504850157673466568148457078057008207538739477221290665137249040384, 5883433156295737120698441882320655806646773552955591164676386801873062653145225658024704, -17318692361749244749023879082666528227427209294396099075513724180818145792, -270127963805743932744061487305683539393831132712649791327392, -641056664416730650743559035732596003514825088, -40244017062879918723185035088, 1270077508788896, 1], 2]], 'hecke_orbit_code': 4503668665614408, 'p': 43}
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id: 228264
{'charpoly_factorization': [[[147113181597016227044029168688423661434570997973746312615694092636172296172291312245604684453633704756636434482035698227815584121837811026911354895335433571662955640639165444042800682261347640771869274924351258487481630248669698378956800000, 0, 4580786019617938986895381309364270925422140252908390471673339737020503321499665291115889704365520143969987861240776015631214366173181546076916792414308076016546905909683436747494648531346892467875802119143424000, 0, 37876531063991623406143102349098462574502578498834816591790028024864669833351944820712340296559252325809706113660031705079222518551872537982344207661332055369216001660635173198233600, 0, 127126944987620087078823257781779482602809259380611569436589963510767456510901575465476178043482375987738879657698998672823203402360966809362254895513600, 0, 196006972900570690474198742090503502600717161128218299098243548739953961823624143233411959489511773156244882267905468661760, 0, 152328960573265867443949108947042770552860419872722029793991790781071011206163167279904194560, 0, 62012169446219239571408759396003609238616147254307940330373120, 0, 12590739042832349909997730615296, 0, 1], 1]], 'hecke_orbit_code': 4503668665614408, 'p': 47}
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id: 228265
{'charpoly_factorization': [[[196069829361881549954662482783300403114522125334322362784230457596227746382946440642402291689906168522138386805259297649266389396187623220554331220590496269357466740188588148297671246222637769220651573028882959754224892903245679615069388800000, 0, 1801721485411627739776909238169405123712506651433365778320196815659201232167378216783618242807106202913588965250180048797570846974623481472111244194829315098417792438787071935237642765526226673642598703829090304000, 0, 5900915838381981681900939878994927237107170741278070618330760924318395013640492105854168770256764446679708257060032600798230118949932672144871644072797894191397608504615206152411545600, 0, 8905395194558493722038782496480748401204224708089580987160880212228856144130689283726558826992821368329493419850011883213760796892723707971623481612697600, 0, 6659280997126140956884977240959112235958783429082102114417621089736118685664591242431117082041074321893128198426232157634560, 0, 2497694671473772307895696455868623563115608155022712879453086553142125030740779224821121679360, 0, 449927309102787137832386714358633110324769443878448092835635200, 0, 35679067049762372717586026286336, 0, 1], 1]], 'hecke_orbit_code': 4503668665614408, 'p': 53}
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id: 228266
{'charpoly_factorization': [[[-3011504061914747139955367353312686699546932166198413580665317049874051132250099521564903066106208397852058784956589382451064576, -2502980095240574925913904759926516099735010696109236823924576942813515629641690507892214801494286808524628867072, -454583681554339442584764972774340770302552760746253983190438156397762253618974733653688974187776, 90032148231699223118064571187216652406686584094873060523118369105616425137156608, 25123760105432552001323937397664030851209135632763542926751779680, -887674849233447495132744284004324825586960029312, -321422344126161193654190354772304, 278403943157088, 1], 2]], 'hecke_orbit_code': 4503668665614408, 'p': 59}
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id: 228267
{'charpoly_factorization': [[[98442576836305120705668591719573766833910983086022922533477665510923567051489749855575163625340958464965452675381764626668108674620356238360460684387942281228946441158258888066032965411395366859969420845115859936012230766379694212199882240945029120000000, 0, 168393540100216074259245133545167215835509448655909541457767249015600687323647828920297999367927282802066909638749789215352023315509208736243612638590628847755919446547407819682423451695312803886556815082693955360600883200000, 0, 14002150546883541615820260547199555096345419180595862767779953607324942822461793320070903275690653707565780471718428802215763134295224135950884112559440074627749471140902865641127338370400256000, 0, 475524081446935517119395238443728607162755808829966737630879940692439422387800922734746791036748606414791546404151709111332080107442580052171760899350528943718400, 0, 8338194419263434727160675521166802294736153325621399070973736580378392830438970215651868905259559348564158891531032823285887795200, 0, 80161705401739719848944407455960337615179380553951079246688917502835639153364023788081023827312640, 0, 414831340131222009484706448652221082425353525343219428947430891520, 0, 1050422166750561662584221148949760, 0, 1], 1]], 'hecke_orbit_code': 4503668665614408, 'p': 61}
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id: 228268
{'charpoly_factorization': [[[83186973761334424829363380414835536660212688908590114660410821089237078847358586647777172695782246406297485513285772147196265713920, -19934046060203075313570757182786695548284581389991695167653382104707098141693096871354700209356496083691835387693056, 1316449241989960390543753235610042519324491248896920675344217348047352789251320611542472429760951040, 17327476438939263106936959890760056169847259636865098400474322194008286604395752960, -5017845010133751766901331627391133380817565177205151103658430347424, 165203098177472836450905477341323065084069770565248, 44456740653564137392796278082992, -81214287467306848, 1], 2]], 'hecke_orbit_code': 4503668665614408, 'p': 67}
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id: 228269
{'charpoly_factorization': [[[6462332335684739737473075557922415488409284236576922132193142206424394108188016016725771140174419080502449922603969365788802556022434726006065419699603802970825125672588603782096196304644492378288016246036150495042247452225602920805206528811164323775690833920000000, 0, 87737410654788820492058978697469373246567766324380083628446113785408807795823264525577503224259612598006577297065590350483950869903687383308521853024894156783048590585474190354606046520427836997944527174067043440704327337482649600000, 0, 408422979834529808074883731800250454872289692183250164045727020672358157634588770942985460899754056342827423985838125933349552996136310502970286049026410367035073550432749586911355754521980299116544000, 0, 830000756517413815122049001471344491207000487781898141798394081013107125705176448110593359340318756954120280179694658384415323266748332348852795106831752777437701734400, 0, 819014989262081943189121878296270361229728782897153074876856003831463932775195966700083522309998592773584616240794186256113691787264000, 0, 429867909759105107252998952801036992259058536386858337184487233107913427874506683662501254741088010240, 0, 122455329812023642041959775876747164436759264954257817993002682286080, 0, 17705780196395504665498929581184000, 0, 1], 1]], 'hecke_orbit_code': 4503668665614408, 'p': 71}
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id: 228270
{'charpoly_factorization': [[[-4560124964395845894655856274305446166133042098863906708894749724724545949800784577324614330282938247855959633440131008035144400640, 9736343481580041497434111538394328177215532701701300359179130956055779942337275812271013547212008648232155757607936, 72698301829751117683001492404918563474023178900376844616896979468709225556791805567350338814232320, -489947655953194075853090396135405951343163275218969666642562713187721199748092757760, 39160793018291178768829506872514942568805593548349623279477434291296, 205895732333211275979330603478054864388272726978112, -14446319606628506214204688973890448, 3827856426246128, 1], 2]], 'hecke_orbit_code': 4503668665614408, 'p': 73}
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id: 228271
{'charpoly_factorization': [[[2166297720624349895221322123303769052811193303341701929648022908602027984926915821279075824688520086093592231069718688009554768804273911814288273581919746322403741351088314920802269852733734485837712800597939680098743965534549679565655835372982873540564484636561899520000000, 0, 1539759942165372810760269269272586705509841462981191006703832825422553094079677738768500629487977394457609217916965432671771140685267105656943739721598680234351732753842065505461461233160090692093344358093957417272763574761201846766796800000, 0, 441667582062067346448728593586671323126158267133527460077569256643102076180558168177126700424275938799030896772112346841254682329147762444643887850595788965476300984614095966411433366555034552043523014656000, 0, 67052238059861907699360213311075035373770949579822436160040066988445982232248545253915121149525773411176892253000846083007942208389623428313107721735850044942219843574169600, 0, 5895336802852287531252618503335001515613060819207905809345516458243638250825098285340268946057527045214781622665419410646577337142031155200, 0, 307468480667349014998645846953262496552326708552339455846916533334645938989288055430457047238135104143360, 0, 9316936960103359744898897506622044000769188077190324507632607627837440, 0, 150661132902366443398497126970183680, 0, 1], 1]], 'hecke_orbit_code': 4503668665614408, 'p': 79}
-
id: 228272
{'charpoly_factorization': [[[-87774844494812656832352273731390909074720220844043201093294734348869407174847923131690546967844379214005004364498375619343909224160997120, -927690546542279640088013291852407943542144164702723885239318103369590614223874486368985505343844744499323093446326941696, 53019516448830693249444044091410701203678705428814466187244484270647615495657684923723102577978339603200, 424277213026146410414815713937019776173168887918368842554926946172159987872811150574080, -5077704836229659582136298993772565384932545431074688290847358945900704, -51554535195768531541771439289813097472562627804312192, -66114659934204443677373179754429008, 433178668069257312, 1], 2]], 'hecke_orbit_code': 4503668665614408, 'p': 83}
-
id: 228273
{'charpoly_factorization': [[[55602788561066523297184676330840603053575971000307521019022378313080050487665217250095810962137418666594903839246010383715344919684803297536, 520607360206598167880707578837718713171736206234275849428965807795710662126917077177804226119980988945765368620785705665536, -2453054455567933313989771036398490383408355231238699569141667105965468548919390637337059670628857705044224, -18397750388022853946889114638876454293069467508675831806169479590865132795647109023992064, 55336312719770151673156017746469080781060071471463370491470316864605280, 163923839647489932052288168413828440209189545504970176, -425130881522520175137713957193514384, -441823275232142064, 1], 2]], 'hecke_orbit_code': 4503668665614408, 'p': 89}
-
id: 228274
{'charpoly_factorization': [[[14906581229852938919129135462315642316873385726311351435451491134185931200259376800234347110811194545003952396873483191822426547255899622949120, 152345483353073371152650006563074450327873671287117671285394866372634568903524475299200357179784930992577418552553106570976256, 558110857463034131377005427965028301660035965444861498968500446693815763845227909251052897756370022355834624, 704456384133183722645892918809188825484944369509526309803071676141022355890609875406422272, -579236437847100365881178446074033302197067331222739335054874150948364192, -2159426706286094866555735935405756431139804957893497792, -971295803289539294081862944148214928, 1307447429263390064, 1], 2]], 'hecke_orbit_code': 4503668665614408, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 2, 'label': '72.19.b.b', 'level': 72, 'portrait': 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', 'weight': 19}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 80547000
{'hecke_orbit_code': 4503668665614408, 'n': 1, 'trace_an': 16}
-
id: 80547001
{'hecke_orbit_code': 4503668665614408, 'n': 2, 'trace_an': -426}
-
id: 80547002
{'hecke_orbit_code': 4503668665614408, 'n': 3, 'trace_an': 0}
-
id: 80547003
{'hecke_orbit_code': 4503668665614408, 'n': 4, 'trace_an': -444332}
-
id: 80547004
{'hecke_orbit_code': 4503668665614408, 'n': 5, 'trace_an': 0}
-
id: 80547005
{'hecke_orbit_code': 4503668665614408, 'n': 6, 'trace_an': 0}
-
id: 80547006
{'hecke_orbit_code': 4503668665614408, 'n': 7, 'trace_an': 0}
-
id: 80547007
{'hecke_orbit_code': 4503668665614408, 'n': 8, 'trace_an': -304914744}
-
id: 80547008
{'hecke_orbit_code': 4503668665614408, 'n': 9, 'trace_an': 0}
-
id: 80547009
{'hecke_orbit_code': 4503668665614408, 'n': 10, 'trace_an': -1569837600}
-
id: 80547010
{'hecke_orbit_code': 4503668665614408, 'n': 11, 'trace_an': 2471571264}
-
id: 80547011
{'hecke_orbit_code': 4503668665614408, 'n': 12, 'trace_an': 0}
-
id: 80547012
{'hecke_orbit_code': 4503668665614408, 'n': 13, 'trace_an': 0}
-
id: 80547013
{'hecke_orbit_code': 4503668665614408, 'n': 14, 'trace_an': -26163923904}
-
id: 80547014
{'hecke_orbit_code': 4503668665614408, 'n': 15, 'trace_an': 0}
-
id: 80547015
{'hecke_orbit_code': 4503668665614408, 'n': 16, 'trace_an': -192320075504}
-
id: 80547016
{'hecke_orbit_code': 4503668665614408, 'n': 17, 'trace_an': 176439301344}
-
id: 80547017
{'hecke_orbit_code': 4503668665614408, 'n': 18, 'trace_an': 0}
-
id: 80547018
{'hecke_orbit_code': 4503668665614408, 'n': 19, 'trace_an': -833365634368}
-
id: 80547019
{'hecke_orbit_code': 4503668665614408, 'n': 20, 'trace_an': -1256486405760}
-
id: 80547020
{'hecke_orbit_code': 4503668665614408, 'n': 21, 'trace_an': 0}
-
id: 80547021
{'hecke_orbit_code': 4503668665614408, 'n': 22, 'trace_an': 59927319356}
-
id: 80547022
{'hecke_orbit_code': 4503668665614408, 'n': 23, 'trace_an': 0}
-
id: 80547023
{'hecke_orbit_code': 4503668665614408, 'n': 24, 'trace_an': 0}
-
id: 80547024
{'hecke_orbit_code': 4503668665614408, 'n': 25, 'trace_an': -15320509140080}
-
id: 80547025
{'hecke_orbit_code': 4503668665614408, 'n': 26, 'trace_an': -4184514840864}
-
id: 80547026
{'hecke_orbit_code': 4503668665614408, 'n': 27, 'trace_an': 0}
-
id: 80547027
{'hecke_orbit_code': 4503668665614408, 'n': 28, 'trace_an': -12301604294400}
-
id: 80547028
{'hecke_orbit_code': 4503668665614408, 'n': 29, 'trace_an': 0}
-
id: 80547029
{'hecke_orbit_code': 4503668665614408, 'n': 30, 'trace_an': 0}
-
id: 80547030
{'hecke_orbit_code': 4503668665614408, 'n': 31, 'trace_an': 0}
-
id: 80547031
{'hecke_orbit_code': 4503668665614408, 'n': 32, 'trace_an': -141481742931936}
-
id: 80547032
{'hecke_orbit_code': 4503668665614408, 'n': 33, 'trace_an': 0}
-
id: 80547033
{'hecke_orbit_code': 4503668665614408, 'n': 34, 'trace_an': 80653465357268}
-
id: 80547034
{'hecke_orbit_code': 4503668665614408, 'n': 35, 'trace_an': -20487495736320}
-
id: 80547035
{'hecke_orbit_code': 4503668665614408, 'n': 36, 'trace_an': 0}
-
id: 80547036
{'hecke_orbit_code': 4503668665614408, 'n': 37, 'trace_an': 0}
-
id: 80547037
{'hecke_orbit_code': 4503668665614408, 'n': 38, 'trace_an': -493456694265564}
-
id: 80547038
{'hecke_orbit_code': 4503668665614408, 'n': 39, 'trace_an': 0}
-
id: 80547039
{'hecke_orbit_code': 4503668665614408, 'n': 40, 'trace_an': -519930573603840}
-
id: 80547040
{'hecke_orbit_code': 4503668665614408, 'n': 41, 'trace_an': 594931562445024}
-
id: 80547041
{'hecke_orbit_code': 4503668665614408, 'n': 42, 'trace_an': 0}
-
id: 80547042
{'hecke_orbit_code': 4503668665614408, 'n': 43, 'trace_an': -2540155017577792}
-
id: 80547043
{'hecke_orbit_code': 4503668665614408, 'n': 44, 'trace_an': -73781630442072}
-
id: 80547044
{'hecke_orbit_code': 4503668665614408, 'n': 45, 'trace_an': 0}
-
id: 80547045
{'hecke_orbit_code': 4503668665614408, 'n': 46, 'trace_an': 153882272211264}
-
id: 80547046
{'hecke_orbit_code': 4503668665614408, 'n': 47, 'trace_an': 0}
-
id: 80547047
{'hecke_orbit_code': 4503668665614408, 'n': 48, 'trace_an': 0}
-
id: 80547048
{'hecke_orbit_code': 4503668665614408, 'n': 49, 'trace_an': -3186415704132848}
-
id: 80547049
{'hecke_orbit_code': 4503668665614408, 'n': 50, 'trace_an': -5668141028706330}
-
id: 80547050
{'hecke_orbit_code': 4503668665614408, 'n': 51, 'trace_an': 0}
-
id: 80547051
{'hecke_orbit_code': 4503668665614408, 'n': 52, 'trace_an': -4594372123628160}
-
id: 80547052
{'hecke_orbit_code': 4503668665614408, 'n': 53, 'trace_an': 0}
-
id: 80547053
{'hecke_orbit_code': 4503668665614408, 'n': 54, 'trace_an': 0}
-
id: 80547054
{'hecke_orbit_code': 4503668665614408, 'n': 55, 'trace_an': 0}
-
id: 80547055
{'hecke_orbit_code': 4503668665614408, 'n': 56, 'trace_an': -8184134137073664}
-
id: 80547056
{'hecke_orbit_code': 4503668665614408, 'n': 57, 'trace_an': 0}
-
id: 80547057
{'hecke_orbit_code': 4503668665614408, 'n': 58, 'trace_an': -10505700099162720}
-
id: 80547058
{'hecke_orbit_code': 4503668665614408, 'n': 59, 'trace_an': -556807886314176}
-
id: 80547059
{'hecke_orbit_code': 4503668665614408, 'n': 60, 'trace_an': 0}
-
id: 80547060
{'hecke_orbit_code': 4503668665614408, 'n': 61, 'trace_an': 0}
-
id: 80547061
{'hecke_orbit_code': 4503668665614408, 'n': 62, 'trace_an': -6212402633091840}
-
id: 80547062
{'hecke_orbit_code': 4503668665614408, 'n': 63, 'trace_an': 0}
-
id: 80547063
{'hecke_orbit_code': 4503668665614408, 'n': 64, 'trace_an': -56432885385732032}
-
id: 80547064
{'hecke_orbit_code': 4503668665614408, 'n': 65, 'trace_an': 21153177930524160}
-
id: 80547065
{'hecke_orbit_code': 4503668665614408, 'n': 66, 'trace_an': 0}
-
id: 80547066
{'hecke_orbit_code': 4503668665614408, 'n': 67, 'trace_an': 162428574934613696}
-
id: 80547067
{'hecke_orbit_code': 4503668665614408, 'n': 68, 'trace_an': 70717864614203736}
-
id: 80547068
{'hecke_orbit_code': 4503668665614408, 'n': 69, 'trace_an': 0}
-
id: 80547069
{'hecke_orbit_code': 4503668665614408, 'n': 70, 'trace_an': 4248100663257600}
-
id: 80547070
{'hecke_orbit_code': 4503668665614408, 'n': 71, 'trace_an': 0}
-
id: 80547071
{'hecke_orbit_code': 4503668665614408, 'n': 72, 'trace_an': 0}
-
id: 80547072
{'hecke_orbit_code': 4503668665614408, 'n': 73, 'trace_an': -7655712852492256}
-
id: 80547073
{'hecke_orbit_code': 4503668665614408, 'n': 74, 'trace_an': -9613779604149984}
-
id: 80547074
{'hecke_orbit_code': 4503668665614408, 'n': 75, 'trace_an': 0}
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id: 80547978
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id: 80547984
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id: 80547990
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id: 80547991
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id: 80547996
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id: 80547997
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id: 80547998
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id: 80547999
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