User blog:Nedherman1/The most powerful factorial!

(I don't speak English)

'''I was seeing the factorials and decided to create a more powerful factorial of all ... at least of which I know. From what I saw on the site, the most powerful factorial is the superfactorial (correct me if I'm wrong) which is defined by: (n!) n =        (n!)'''

After thinking a little, I created the Arrow Factorial and it is defined like this:

'''n! =             n ^ ... ^ n with (n-1) ^ ... ^ (n-1) arrows with (n-2) ^ ... ^ (n-2) arrows ...           with 2 ^ ... ^ 2 arrows with 1 arrow'''

Example:

'''3 ^ =       3 ^ ... ^ 3                             3^...^3        =    3^^^^3 > 3$       with 2 ^ ... ^ 2 arrows    =              2^2 with 1 arrow'''

'''To have a notion 3 ^^^^ 3 is equal to 3 3    3       ...           3 The "3" is repeated 27 times.'''