DeF!(n,O) is an extension to RAYO(x) and FOOT(x)
DeF!(n,O) is the largest finite number possible by n symbols within first order set theory and arithmetic (addition, subtraction, multiplication, division, exponents, roots, n-ations, exponents), including O custom Operators with the best synergy.
> Custom Operators
Each custom operator (C.O) is defined by n symbols each, including all previous C.O's defined and epilepsis.
C.O's can either have 2 inputs or 1 input.
DeFeR is DeF!(10^100,10^100), why did i add an entire section here?