Board Thread:Local Games/@comment-7395353-20151106203233/@comment-5617649-20151122195225

Solstice2000 wrote:

Steve820 wrote:

Steve820 wrote: $$ \left. \begin{matrix} & &10^{100^{\cdot^{\cdot^{\cdot^{100}}}}}\underbrace{\uparrow \uparrow \cdots\cdots\cdots\cdots\cdots \uparrow}10^{100^{\cdot^{\cdot^{\cdot^{100}}}}} \\ & &10^{100^{\cdot^{\cdot^{\cdot^{100}}}}}\underbrace{\uparrow \uparrow \cdots\cdots\cdots\cdots \uparrow}10^{100^{\cdot^{\cdot^{\cdot^{100}}}}} \\ & &\underbrace{\qquad\;\; \vdots \qquad\;\;} \\ & &10^{100^{\cdot^{\cdot^{\cdot^{100}}}}}\underbrace{\uparrow \uparrow \cdots\cdot\cdot \uparrow}10^{100^{\cdot^{\cdot^{\cdot^{100}}}}} \\ & &10^{100^{\cdot^{\cdot^{\cdot^{100}}}}}\uparrow \uparrow \uparrow \uparrow10^{100^{\cdot^{\cdot^{\cdot^{100}}}}} \end{matrix} \right \} \text{GN layers} $$"GN" means Graham's number. There are a Graham's number amount of "100"'s in every exponent.

Let's say that the above number is Steve's number (SN for short).

Here's something incredibly insane:

SN!SN! . . . SN! ^ SN!SN! . . . SN! ^ SN!SN! . . . SN! ^ SN!SN! . . . SN! ^ SN!SN! . . . SN! .....   ↑↑↑  SN!SN! . . . SN! ^ SN!SN! . . . SN! ^ SN!SN! . . . SN! ^ SN!SN! . . . SN! ^ SN!SN! . . . SN! .....   ↑↑↑  SN!SN! . . . SN! ^ SN!SN! . . . SN! ^ SN!SN! . . . SN! ^ SN!SN! . . . SN! ^ SN!SN! . . . SN! .....   ↑↑↑    ...........

"SN!" is the factorial of Steve's number. The factorial of SN repeats for a Steve's number amount of times in the exponent. That exponent is to the power of the exponent (^), repeating for a Steve's number of times, before the up-arrow notation. The whole equation and the up-arrow notation is repeated again, and again for a total of Steve's number amount of times. Who can beat me now? :D I don't think taking previous numbers into the current equation is allowed...?

Oops, sorry. Can we still accept it though, since I spent a lot of effort on making this number? And the previous number that I copied was my number, so maybe we should make an exception to the rule, in which we're allowed to copy our own numbers, and not steal or mention anyone elses. The number I made is just incredibly huge and unbeatable and this number should be an exception to the rule since I didn't really pay much attention to the rules when I was making that number.