About: Googoodix   Sponge Permalink

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

Googoodix, coined with the googoo- prefix, is equal to \(^{2}1018\) = g(3, 2, 1018) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 771326060145688839242168008343070223793409617220302896100252695033817362935333144791935692268060844935941634958925974464960644911513173673865127909182882136526285623227417642412613807638819705532538070605618353458885552426516249832665940147334405924350068276394325677279489565983848355161634734071689967407687881305253791362858249072460445538866565867547017207864253113221465048903396115794106513718531471967430296240627002909751413339218798567682309075279020299868439919397172284620228601312656654742487791383351573090812461939208446324708312475842854757774256814530336505596183815363140562872539048011894454715183699498049737

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  • Googoodix
rdfs:comment
  • Googoodix, coined with the googoo- prefix, is equal to \(^{2}1018\) = g(3, 2, 1018) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 771326060145688839242168008343070223793409617220302896100252695033817362935333144791935692268060844935941634958925974464960644911513173673865127909182882136526285623227417642412613807638819705532538070605618353458885552426516249832665940147334405924350068276394325677279489565983848355161634734071689967407687881305253791362858249072460445538866565867547017207864253113221465048903396115794106513718531471967430296240627002909751413339218798567682309075279020299868439919397172284620228601312656654742487791383351573090812461939208446324708312475842854757774256814530336505596183815363140562872539048011894454715183699498049737
dcterms:subject
dbkwik:googology/p...iPageUsesTemplate
abstract
  • Googoodix, coined with the googoo- prefix, is equal to \(^{2}1018\) = g(3, 2, 1018) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 77132606014568883924216800834307022379340961722030289610025269503381736293533314479193569226806084493594163495892597446496064491151317367386512790918288213652628562322741764241261380763881970553253807060561835345888555242651624983266594014733440592435006827639432567727948956598384835516163473407168996740768788130525379136285824907246044553886656586754701720786425311322146504890339611579410651371853147196743029624062700290975141333921879856768230907527902029986843991939717228462022860131265665474248779138335157309081246193920844632470831247584285475777425681453033650559618381536314056287253904801189445471518369949804973746458467941022039108876534787035699367162377420523449516219420225442315764621773342039438002935893235374881192967535919694891509469096799886653590740290281888246711106821504371142741678168203408831123635387178275449546434014161288636003714754589168296605634949698955986776586453400067452101037576990994326965688764288073384994881245314851563060566466663927929423870082535596059008017523674869549064192223625868015366659567569648888727981721201433493208288669284350180822063408246972397350160353813182760672275972245834992683174141953408228546343085246724599309323539751048867488844390756442493357611143224139447711795519001007537484085745531621784175369199233071935750016790590286546270361202500354291374013877222957255559478884049049890447105181121791252371880980483651902522320055355724291659293951703657917177020469618518341157166852223089271992428942448361213824996728303775039973574040369280351198035988982557982279232211569535936868053431466885730040026540638610910126847752769087656329495581064152729773140525413538956493097402596589395078009818740265726909644540944647633171599332778977810350853716221766716647443387249097342989132060011716097069214603155519326395986158856910716689493547258931518804185688014841782846175652224894612882991132729740879954039297703227549383042406262190228650093478670563584891765855417906314982111203490537832298750432878571846381404491612810330968650467335107087631573250075858531979390770139455617992597695963309670163163924563556099858691580097078667339071089688134166469643384290838044972746322462566726627152374790435251448096234641187273244445312264648365424418184647264622761357604672654518550013607279906635795277588042488457917784587417743138473201989492558051984442919247981935165431189392786793184876518253767771476908596256771096114359936143489886060611157209883972408137423094679458879893257146806522438036665629357084431146723314819760348641706977043705341550231678115980733899565249650120689518637277758623111953597208345318477460907518700410848625570169324309246606986850132858836404125644723148791354536358483790966327047610282538390501122970846817389785909997740830298916637892382093190604799869903236497632831989919356028668985336387280215769819160911491726292157164627624161604316987101832455186515898316410999579225191790771624427304130859422918489766251893339441986475955027590420884726658061935300253226281829261940335725652135144650375600270908749013752457823454362599424
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