User blog:Hellotheretrespasser/BRP Array Notation

Hey this is my own new array notation which can show very large numbers. First, you have to start out with one of these brackets - on each end. The first number (left) is b, or the base. It can be any number. The last number (right) is p, or the power. Right now our array looks like this. (bp) This is not the final product. There is r, the repeat variable. You have to put this in another set of brackets, like this. (b(r)p) This is why it is called the BRP array. Here is how it works. Let's do an example, and decode it. Here it is (3(2)1) First, we will find out 3 to the 1 power (b to the p power) This is 3. But we don't stop here, as the repeater variable says two. So we take our product, and find out our product to the power of itself, which is 27. Therefore, (3(2)1) = 27. How do I make googolplex? Simple. For b and p, we can use exponents to shorten the number. This is googolplex. (10^100(1)10^100) What about googolplexianiteron? We change the r to 4. This is googolplexianiteron (10^100(4)10^100) I hope you found this helpful! please add it to pages or make it it's own page, and if you like it tell me! Thanks!