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| rdfs:comment | - Googomxox, coined with the googo- prefix and the Mayan ox, is equal to \(2026^{1013}\) = g(2,1013,2026) in the Ackermann's Generalized Exponential Notation. It is 3,350 digits long. Its full decimal representation is:
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| dbkwik:googology/property/wikiPageUsesTemplate | |
| abstract | - Googomxox, coined with the googo- prefix and the Mayan ox, is equal to \(2026^{1013}\) = g(2,1013,2026) in the Ackermann's Generalized Exponential Notation. It is 3,350 digits long. Its full decimal representation is: 42242903156877253891975287104058261549880590779986771496943872432167708328963697972913526859133384805637063109185352237149294187392217886721253278120702197804510378963982963315247250604243928439720236071340344885392724573249430117955259068910867116085960296512080304618641609671429719279402704933782648815944614663212747220696642593608358442374034748644595057183443171974440471904962935768936872907749066208328538324371137386778399238860916066212464126143474693157297283851467176195755750595809465609954510645389509480221281186763187408924226697437283258257753009805704549407638935420841241005785160136078239539494303388143052969144090353606401493224066757809663353726243363277826898143147954202735660953341562872123876263517552278359706330876527065277023296315966725513126641963415629408539601086192879193721573440747159578345491534899945391664538683889740942738143428635620669580409398963210824437003098339017654790663824738888919349015214006641881278232869376172222023199257532194270331158821511126239067902331936269429655285786274651337260553542968741869629288249409843189930059621100007428390886933668766709955986272834629483908927317921663823832311490121278642999173759231067058850908493679770634379316946299390010036551279794862833824634054621758369547920001115434345265431293359394709712381019665640405320210756008594070775559483194909427140346278180213198867822868087263770317238567596567926133246817235935009153823718764936586495598434814206671220970657566767493973157183198350504409535052864065936785274465236820841012751921169019330501994150379759122166443659051514143055610432340151644240278841944772106809581714020415559537963083074401854228242346589630437494017548850199963298517694989315257126159427566018320704418508693996641785065386264192015409812890638223940224052139498122525748074224788750867847017138757652410973541101851138255364331538267272218464788629864008906951451284897856039629028568037783001798317744176447338388592971290687576845262469061945346299461924435626022380891152017968479562395912317883471249230426883185257858343179067643764783934231482101972660781113038412933610109714389608781347659074697298380520328441043694996660209107683387900687724801638594359017303819316731378502508777363846897502535907268439701209647766403645630322808145680033094771568205235237652431691420474128216901419587667503523532491478270507535865892251708601189223088894542803901217491903235827869519772336736129042950806412208914125216624924996007125355968208437412864434866115895282732233357048412002408071981648325045294441017816432307040741247431566904807635379482470428153910946452463783109374126344021211297643616464247290364814548694032081738670617436495022210618174073920516028318189702831676803225243978011999654084786925094521419458141661033122766376762811008133143806492048432708195446724497511729287617435345724576093640859366393441833097349162689243924434416964453879608302527776374294175582401734304702239748763911748033723239338689703103419333618485393458671195825552278564671329474767899690038641025047973569755342009876243728584206196920133528870553132174789656578797764245615400414056127435372160777013621351508258722434460820718345512525814690308169518470316182848949477581519282130109702050636750541449067614441100031415263246854884214682709429928321820121779805187393370095067020754452620413437069821766539383538712576
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