Faghiremon

FaGHiReMoN (Fast Growing Hierarchy Repeating Moser Number) is equal to \(M(\underbrace{f_{\varepsilon_{\text{Ack}(10)}}(M(2,3)),\cdots,f_{\varepsilon_{\text{Ack}(10)}}(M(2,3))}_{f_{\varepsilon_{\text{Ack}(10)}}(M(2,3))})\), where \(M\) represents the Hyper-Moser notation \(f\) represents the Fast-growing hierarchy, and \(\text{Ack}\) represents Ackermann's worm.kv0dratui. Numbers defined by kv0dratui, Google Site. Retrieved (UTC) 2023/12/11. The term was coined by Googology Wiki user kvOdratui.
Unfortunately, the number is ill-defined due to the lack of a specific fundamental sequence to evaluate the fast-growing hierarchy. For more details, see fast-growing hierarchy#Warning.
== Sources ==
Category:Numbers
Category:Incomplete
Category:Salad numbers
Category:Numbers by KvOdratui