Coogolplex

A coogolplex is equal to \(10^{10^{100}} = 10^{\text{coogol}}\) using hypermathematics.Googol is a tiny dot, Hypermathematics 2009/02/12. retrieved 2022/03/10 Hypermathematics is the same as normal mathematics exсept for one thing: addition is working in another way: 5+5=55 and 36+36=3,636 for example.
A coogolplex is approximated as E99.301#4 in Hyper-E notation.
== Calculation ==
\(10^n\) in hypermathematics is approximated as \(10^{2 \cdot 10^{n-1}-1}\) in normal notation and a coogol is approximated as \(10^{10^{99.301}}\) in normal notation.Coogol#Calculation Therefore coogolplex is approximated as
\(10^{2 \cdot 10^{10^{10^{99.301}}-1}-1} \approx 10^{10^{10^{10^{99.301}}}} = E99.301\#4\)
in normal notation.
== Approximations ==
== Sources ==
==See also==
Category:Numbers
Category:Even numbers
Category:Googol series
Category:Hypermathematics
Category:Numbers from A googol is a tiny dot
Category:Undulating numbers
Category:Class 5
ja:クーゴルプレックス