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Subject Item
n2:
rdfs:label
Googoodvi
rdfs:comment
Googoodvi, coined with the googoo- prefix, is equal to \(^{2}1012\) = g(3, 2, 1012) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 174855240886541692257647296627863945768712964277648654215673849257501594444251994262146690862581957318983566169305928776260436225862361828140474778970170314452411812919176353594618174029436956199788324271756824690304326108158446400058228782279864752816743951859444758400017036479109157381560587777082125768451271183083951852026911556710349213519441566075684954612726922579456669574226226567882016417798517492522532538716423210182677338955367230408360956010889845422141522537826355216865862279258200166169476214113787049081947481440929614656996311086764566175949569311268212942153361829451672356042415692230240248570199387571563
dcterms:subject
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n11:abstract
Googoodvi, coined with the googoo- prefix, is equal to \(^{2}1012\) = g(3, 2, 1012) in the Ackermann's Generalized Exponential Notation. Its full decimal representation is: 174855240886541692257647296627863945768712964277648654215673849257501594444251994262146690862581957318983566169305928776260436225862361828140474778970170314452411812919176353594618174029436956199788324271756824690304326108158446400058228782279864752816743951859444758400017036479109157381560587777082125768451271183083951852026911556710349213519441566075684954612726922579456669574226226567882016417798517492522532538716423210182677338955367230408360956010889845422141522537826355216865862279258200166169476214113787049081947481440929614656996311086764566175949569311268212942153361829451672356042415692230240248570199387571563601706862821798561478651126503598245489364497955781332469186707205428524830591269848759838113742875199622274272318730187016042253788831073930804442689646936876620954657163939266902069922049853265908360110170229376134839047156934159668689453547835963766807561804483585719587326119953007193077522264430570706047464874973023278760479573679447960555705260024960364284652434059254655750613425605016224704841758326348606699395664506601619638914896343538616145582977089756980726553003407072447101145323303238113863609150452698971893309632606595430262726756066088952050749140847471328353115239992555312711643893370790475434578323090172805349718650306492294924589632921370053826538835717927678268906364088132602565798120188996714116402906828528486758066950816337279769806401747474979441786220035527665127655893363979455410084016901546658101287367724046969081297763938827659330703948359573373133009352321222196420568114720278903278618761149706213811943791117106269690855801815675029901933855869333719180356309303672949283413567226798256480053463348687926241655930357487926893554798365622849369438712922206574587532927025020020793110778298459758114592847622333452615898600097184787436051281952140387752197568271490830362300417076813389184036222736900128988098629560786055124650745562106588221862592983789159924920025676916083687811018772639411938632262870185569591161755398870931867999165763438825674025807806562505073884158049821392623735552456310741399465408925984207327682796133331702812511153771178821994536624007644856732847073178634272389471181410345153980016513809796186439667792505028300864283006980509756911695449507445640858289349469309793113316171926936512418592198848617296069658216019618665498458204314112261430558563846810631110955655843285784392869039365027037319786012330765751482193493867292846003989705619064755414297399600918994650239920505350933935350320808727038142233654854478613747975550056967336753035262656136802452263227119253765073515731245167788889178919379704209220665656297549739263760816761705025793377853764099250328827127693299098107088385717460015520760205493048437796774669274786042698946643737106952474991961274103799197750164461961172858663331144692559267754646765153120856112357989674020786379003224214961905363212846301677336574165352547406689481524011299788762511266016249319827587665360234284588698954226882391387411195620392407705721373353354446057096324663309975962256667730568544256