User blog:Lord Aspect/BOX

for first, we should calculate 10^100 (googol) let's imagine it like number b0. So, b0 = 10^100. Next number we shall imagine is b1. b1 = (b0)^10^100. So, b1 = 10^100^10^100. Next is b2 ((b1)^10^100).

After some calculations, we are getting to number b10^100 (bgoogol). This number is going to be number B.

Next number that we will calculate, will start from 8^8. 8^8 is going to be number-o. o2 will be (8^8)^(8^8)^(8^8)^(8^8)^...... in total 8^8 times. then, o3. o3 = o2^o2^o2..... o2 times. Last number of this series is number-o244, or number-O.

Then, number-X. Just imagine something as big as Rayo's Number.

Final step is multiply B by O, and multiply result by X

B*O*X, or simply, BOX