About: Googoodxij   Sponge Permalink

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

Googoodxij, coined with the googoo- prefix, is equal to \(^{2}1024\) = g(3, 2, 1024) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 35249714121083826571348148398002815464391421343966471060391382605731070276854749365048330296473663862456968155395298373973259049475943113619888338673116133666814706870765271907656205646018608369985558721267670321739031938633833281889192620158426531806923144239269726876399951961191980348023291703472305763782410394589758934585631111078120435303032688818751446435291371357171755632775362932694795076313436687469638004327689390246735321855830610856865924913760826763776003265851716557334210642277343475757799780499021559822412434275087084317293455129570406707590002071704673135527533543217355987568107697577946785796412456048360

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  • Googoodxij
rdfs:comment
  • Googoodxij, coined with the googoo- prefix, is equal to \(^{2}1024\) = g(3, 2, 1024) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 35249714121083826571348148398002815464391421343966471060391382605731070276854749365048330296473663862456968155395298373973259049475943113619888338673116133666814706870765271907656205646018608369985558721267670321739031938633833281889192620158426531806923144239269726876399951961191980348023291703472305763782410394589758934585631111078120435303032688818751446435291371357171755632775362932694795076313436687469638004327689390246735321855830610856865924913760826763776003265851716557334210642277343475757799780499021559822412434275087084317293455129570406707590002071704673135527533543217355987568107697577946785796412456048360
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dbkwik:googology/p...iPageUsesTemplate
abstract
  • Googoodxij, coined with the googoo- prefix, is equal to \(^{2}1024\) = g(3, 2, 1024) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 35249714121083826571348148398002815464391421343966471060391382605731070276854749365048330296473663862456968155395298373973259049475943113619888338673116133666814706870765271907656205646018608369985558721267670321739031938633833281889192620158426531806923144239269726876399951961191980348023291703472305763782410394589758934585631111078120435303032688818751446435291371357171755632775362932694795076313436687469638004327689390246735321855830610856865924913760826763776003265851716557334210642277343475757799780499021559822412434275087084317293455129570406707590002071704673135527533543217355987568107697577946785796412456048360072965616871024866244650081059068183038134518514222987186837394598019859512993600379236190197576838905080733359989094687008999416247722020061992559931401872357379708488585003666965930609730430774107407494018065365845077094320534700692354400169824131578389153656916754682252425562742895026822086112236185768931940433324078692386463642378029291582384550904012284265277124667452816985659337497580991592510201479766500877427834566619156314388107585743546289067551052434075678195345373363919571323210113622615511765134329627207955793605376892875938357672870881305679305521293359975427801921997534891474090868113467357784359783383091085717100807228425031226776985197364359404683041506613943646666199454899363685801848776729685837803228216113833854742443409221480450232563130417709625320794971672737737385983975520047739978165124906916857931960902407397841536657650378758012409157205939513085324282439290108909069036515430690359963152986587749930516880670326145036987607052961696781556418550966201822821857978020062536824015697620957222738065538832187097409859502669196589025961199448758997373792973191723335549772394878874050854532785922475822836403793986623193174020931432381418437022760412682276382989354839625453241289807108260905134234679130954867570447354549760174691007078528452745027994943853229480544512368831378761119681616719327637308142315105120528704683515182038320225078665313911731749364255621284434304945437214609406008640520972029509955435568094888815701470419410889156523971182172814423274140955428070594328381667048286771972857703435525803544707834567774027206614143419982410109261930698311010857874866840743851472857645330929169548403751084494725893729355450473771059986801058342021902735367627900974872368137838996397379898161454825970910732858202781282973937642847973381838672980693399039429342613001595148968082010016061022316242842367672741265405434553107296623559604413326352140529618171175450657884255099334618722731697920185582437182391397673301168160682516639214706566981465961731374808949131742364752993078326367714117001404210930251538132442219335072672096865184691303027156962439777053707286583949764055151291816402546462452719134797179099210233577596277925646031824172274874084562113440043397395191065473620717104250686040896580928700842593919173283844531470952205600874482302488523867074532907781264990865351844684807012208039108287564534854500486391538876063611476665620230294811468351835374072060530215907909311281816131942219776
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