About: Googoodxi   Sponge Permalink

An Entity of Type : owl:Thing, within Data Space : 134.155.108.49:8890 associated with source dataset(s)

Googoodxi, coined with the googoo- prefix, is equal to \(^{2}1022\) = g(3, 2, 1022) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 455843226901894001819717972280198892019692164329622793096669816402491219528682489998670902991137110218461887605187270026555651518530031657169706922849869344010285488978746804529696640141374518407878373698543246103841547120824590961506745777197902761703387509714284228617354423423300711890222986271020079219373720686784398312868012708393672456184451330960655889405405429856315742923302150792079977574679763538227873081449791990639204961287767276968765406375575919260054784296043492571839680130960259152521147051318218188834754830694070533271407369894194318908128792506642849473551571040045227092334242490441024262479146975454147

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rdfs:label
  • Googoodxi
rdfs:comment
  • Googoodxi, coined with the googoo- prefix, is equal to \(^{2}1022\) = g(3, 2, 1022) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 455843226901894001819717972280198892019692164329622793096669816402491219528682489998670902991137110218461887605187270026555651518530031657169706922849869344010285488978746804529696640141374518407878373698543246103841547120824590961506745777197902761703387509714284228617354423423300711890222986271020079219373720686784398312868012708393672456184451330960655889405405429856315742923302150792079977574679763538227873081449791990639204961287767276968765406375575919260054784296043492571839680130960259152521147051318218188834754830694070533271407369894194318908128792506642849473551571040045227092334242490441024262479146975454147
dcterms:subject
dbkwik:googology/p...iPageUsesTemplate
abstract
  • Googoodxi, coined with the googoo- prefix, is equal to \(^{2}1022\) = g(3, 2, 1022) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 4558432269018940018197179722801988920196921643296227930966698164024912195286824899986709029911371102184618876051872700265556515185300316571697069228498693440102854889787468045296966401413745184078783736985432461038415471208245909615067457771979027617033875097142842286173544234233007118902229862710200792193737206867843983128680127083936724561844513309606558894054054298563157429233021507920799775746797635382278730814497919906392049612877672769687654063755759192600547842960434925718396801309602591525211470513182181888347548306940705332714073698941943189081287925066428494735515710400452270923342424904410242624791469754541479488409987832864982863344297958932977061645004360555797926188911835557018852465653061769430985341296912883973670659928717420169467906908881681722126670006686831058128414998839288093450512510687764217352094878264187210013907241670388359778329289857419609689567015681169865314945784051422300321808657312650527920522637271252923396661322164318097108719226832608091371439599211956817606114088742182577695952131531755795243832564644712842603173921540846762568790675388697096468465138528358265389813919081813112191697218641264474181440425239671519280177727712941482990909075121299473078395930287283843095222521814913766788821078723144286853980585981255748946462349351541340747324574253954188115572568034552086002857713555426104315773901862794338976057512706689207120044057193295660880097527609052310608110047068955576074255942808954419348969041525933514092314071715861550862701299978020918050368915135288605907639658204385680438422980571043442774162007254867555898206225468327813784863127288107033755883781240164082548536210338855884563794118900036026761332164067596112506455619260485613827115118921585007335062557063661203469341305721838464928940033085754109555242363825770718332090340642431320466372199349378633610392286410662049823524964319029992887055881126966081010991166047895401819006519518705121213793163412964261477876537316152750289152771110575409536671953076227448923260126834706605322899968817826990163711178123077683721209745773908166054280697389846286562079131644617037957728401333001455543667302179405355108913868745044350281262270638783121600651289519746403436939579879476003163104100570682374439690196394685411274333848567511589517942684306134747193609727287278586742514238628482147381775576969862593499172747958538809132021172740588596281506519752273483484178901342768788060698661348516679878190515799273038640425127826200534721775532301508914231496024295245684988563891369490816209116886564189235438409531173442099657166133549388336186051577725129332407647535480959011904463448484283839500461342495480783547540777887804995907277764717279966923902844698800284233061300913012618530030392375627313873499304266204671684607157218225352423856562445486149663282498132795614705702320083384277333451409457245876589809808925502565285777191582035534899709668561290867567413757808792412178447181970909029833549512840920536680430105003305806603608476590786954342942815186556543560385239795196216072496862001087309487861826091089570061582026443587584
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