User blog:Galaktor/Galaktor's big number

So on this page i will explain my tricks to write extremely big number that are finite, let's start with the first number language.

SuperPower number language
So here will be a language to write big power, with this you can write Graham's number without arrow, here the exemples:

5(10^)3 mean 10^10^10^10^10^3

9(5^)7 mean 5^5^5^5^5^5^5^5^5^7

The first number of the superpower (  9 (5^)7 ) mean the number of the power ( 9( 5^ )7 ) before the last number ( 9(5^) 7 ), here more avanced exemples:

3(4^)4(3^)7 mean 4^4^4^3^3^3^3^7

2(7^)2(8^)9 mean 7^7^8^8^9

This is exactly the same, the only difference is that the last number is another superpower. I will show numbers in superpower form:

Googolplex: 2(10^)100

Googolplexian: 3(10^)100"Coming soon more number language"""