About: Googoocciv   Sponge Permalink

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

Googoocciv, coined with the googoo- prefix, is equal to \(^{2}408\) = g(3, 2, 408) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 1410413774228008802878399184063151755903660993388184993697358353617957066730436535939848191058384217465912852959484539037384598915808842543086342146486682171714895283913037799104014608089861822234751471111717896347620850141179495954740174258711010884833231913364591171210434679471535985256687457251039125920059491510897016124307063614716843143726233130301580430165238229459121373646401108052543246017755436862602021322342581102198237422222034001238616676092172613295835786510831925590642480619496413105549421955244825972517965064467818024440502458816896506880599150219628413098664837999661810497549685084741255494472523331594835

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  • Googoocciv
rdfs:comment
  • Googoocciv, coined with the googoo- prefix, is equal to \(^{2}408\) = g(3, 2, 408) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 1410413774228008802878399184063151755903660993388184993697358353617957066730436535939848191058384217465912852959484539037384598915808842543086342146486682171714895283913037799104014608089861822234751471111717896347620850141179495954740174258711010884833231913364591171210434679471535985256687457251039125920059491510897016124307063614716843143726233130301580430165238229459121373646401108052543246017755436862602021322342581102198237422222034001238616676092172613295835786510831925590642480619496413105549421955244825972517965064467818024440502458816896506880599150219628413098664837999661810497549685084741255494472523331594835
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abstract
  • Googoocciv, coined with the googoo- prefix, is equal to \(^{2}408\) = g(3, 2, 408) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 1410413774228008802878399184063151755903660993388184993697358353617957066730436535939848191058384217465912852959484539037384598915808842543086342146486682171714895283913037799104014608089861822234751471111717896347620850141179495954740174258711010884833231913364591171210434679471535985256687457251039125920059491510897016124307063614716843143726233130301580430165238229459121373646401108052543246017755436862602021322342581102198237422222034001238616676092172613295835786510831925590642480619496413105549421955244825972517965064467818024440502458816896506880599150219628413098664837999661810497549685084741255494472523331594835038940118662178813540394871039617800546511420409810673275591577857822938200329957107961531873332069677016576457189527213771494531630282436107799760819985624903777645092108780928631940288328499387501577698084610960991122880146979220712828634192672634590370447616354823119604965927297760050989514011490482479883186746827927867877254812771176059003508278972012143057191117866388624189118491725401356900473749417440041547603527353162442735616
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