User:John0512
Orzorzorz Number
This is a number I coined. The exact value of this number is ![\[\sum_{m=17}^{122}\sum_{k=17}^{122}\sum_{n=17}^{\min(m,k)} (2^{24})^{n-17}\cdot(2^{730})^{\min(m,k)-n}\cdot26^{12(m-17)+12(k-17)},\]](http://latex.artofproblemsolving.com/4/4/8/4485f43e58cfd4b36fe9a054519e9353b34b0a99.png)
and is approximately equal to 
. It's also approximately 
to 210 significant figures. The formula used to find this number is an approximation of the number of ways mathimathz can happen, however I will not go into further detail about exactly how it was derived. Each one of the numbers in the formula has a good reason, however I am not revealing just yet. :)
