About: Googooccli   Sponge Permalink

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

Googooccli, coined with the googoo- prefix, is equal to \(^{2}502\) = g(3, 2, 502) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 5665862187035787773091020177020576781420518335756165683548734664529760177692199449531445030339087084799086483141718211986565320494141856078880640017947902177511997734876873952862778607296668195138938508467726144808681178104483000544389072560072033887211758786438255534907624355538712887120990103613437030570451550081938975317442793562259511839421920723120692597366146408973660738835415429074081653394605011147490501578972815144724582088543137218116066498330750642541082108804040157976698368342143390280258797827427024464443153527328974848960329625667145309107888805315466135313099083529982166652799100737580192049297269841079368

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rdfs:label
  • Googooccli
rdfs:comment
  • Googooccli, coined with the googoo- prefix, is equal to \(^{2}502\) = g(3, 2, 502) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 5665862187035787773091020177020576781420518335756165683548734664529760177692199449531445030339087084799086483141718211986565320494141856078880640017947902177511997734876873952862778607296668195138938508467726144808681178104483000544389072560072033887211758786438255534907624355538712887120990103613437030570451550081938975317442793562259511839421920723120692597366146408973660738835415429074081653394605011147490501578972815144724582088543137218116066498330750642541082108804040157976698368342143390280258797827427024464443153527328974848960329625667145309107888805315466135313099083529982166652799100737580192049297269841079368
dcterms:subject
dbkwik:googology/p...iPageUsesTemplate
abstract
  • Googooccli, coined with the googoo- prefix, is equal to \(^{2}502\) = g(3, 2, 502) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 566586218703578777309102017702057678142051833575616568354873466452976017769219944953144503033908708479908648314171821198656532049414185607888064001794790217751199773487687395286277860729666819513893850846772614480868117810448300054438907256007203388721175878643825553490762435553871288712099010361343703057045155008193897531744279356225951183942192072312069259736614640897366073883541542907408165339460501114749050157897281514472458208854313721811606649833075064254108210880404015797669836834214339028025879782742702446444315352732897484896032962566714530910788880531546613531309908352998216665279910073758019204929726984107936819259877893495367204506949583934254320372123423462524069444146177702524974448308064811619213605921566361902725332891689248118143625534120792753827424498008865343673967414696747606073033057034028526689351968912450680644002874489299101854938532227211683578771865739400432675657246388068720539483292156801348908990421080973913441737868406437278169446359425754967017357717548578682852715738642727671541423179220862979792392077652498865326772944641006418981004278120430779500417408840087303039736828646435909891700402245581017764110428532063152149608454969173776166363713970120820633342873664140916954799556480241669245112354437753795632244604010262529789401209492216633704149134376131388680513294566879716145862076666413069321109504
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