User blog:Primussupremus/A fast growing sequence of numbers.

This sequence starts with 1,2,4,256,3.23170060713*10^616,10^(1.99237390285*10^619) and so and so forth. The way you construct the sequence is as follows you: start with 1 as this would be the most logical place to start a sequence a positive integers. Now because 1 is to small for anything of any value to happen you need to move on to 2. yet again 2 is too small for anything of use to happen so you have to raise 2 to the power of itself to make 4. you then have to raise to raise 4 to the power of itself to make 256. Once you've got 256 you need to raise it to the power of itself to make 3.23170060713*10^616. So the sequence could also be written as 1,2,2^2,4,4^4,256,256^256,3.23170060713*10^616,3.23170060713*10^616^3.23170060713*10^616,10^(1.99237390285*10^619),10^(1.99237390285*10^619)^10^(1.99237390285*10^619)...