User blog:SuperSpruce/The Fantasic Fibonacci Function!

Here is a function I once made up in my head and am posting here. It’s not used for making RIDICULOUSLY big numbers and is not meant to do that.

The Fantasic Fibonacci Factorial Function is notated at fff(x).

First, you have a function p(x), where p(x) is the xth prime number. You also have a function f(x), where f(x) is the xth Fibonacci number.

fff(x)=[(p(x))^(f(x))]*[(p(x-1))^(f(x-1))]* ... *[(p(2))^f(2))]*[(p(1)]^(f(1))].

fff(1)=2 fff(2)=6 fff(3)=60 fff(4)=2520

fff(x) has a similar growth rate as x^x^2.