User:Vel!/BOX M~

This is my attempt at decoding a paper by Marco Ripà.


 * \(n\$ = {}^{n!}(n!)\) (Clifford Pickover's superfactorial)
 * \(n¥ = {}^{n!}(n\$) \uparrow {}^{2!}(2\$) \uparrow {}^{1!}(1\$)\)
 * \(n¥̃ = {}^{n\$}(n\$) \uparrow {}^{2\$}(2\$) \uparrow {}^{1\$}(1\$)\)
 * \(n£ = {}^{n¥̃}(n¥̃) \uparrow {}^{2¥̃}(2¥̃) \uparrow {}^{1¥̃}(1¥̃)\)