Wikipedia:Historical archive/Sandbox: Difference between revisions

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Stupid sandbox!! *throws sand at you* Mmmmm.. sand WTF why dont pages get spammed? I love the lovely quality of the Cameltoe Movies at Cameltoe TV and the Free Cameltoe pictures at Cameltoe-World.com! What about you?

xxxxxxxxxxxxxxxxxxxxxxxxxxx

You have been infected with the honor system virus. Please delete all of your files and pass this message along to all your friends. vvvvvv http://www.cnn.com

100 buckets of bits on the wall,
100 buckets of bits,
You pop one down, process it around,
FF buckets of bits on the wall...

I'm bored, anybody else???

The wheels on the buss go round and roug The wipers on the bus go swish swish swish... The Nazis on the bus go HAIL HITLER!!

Hey! I did that and now my computer doesn't work anymore! Why?!

But the comment is gone, right? See, it worked!

spreadsheet program . o O ( didn't work...how do I do this? )

Bold text ,,,What a very stupid phrase

File:Bearhome.jpg

I already did! Gosh, I keep my fingers crossed.

Behold the power of Graham's number (G) (or rather its incredible bigness):

$x\uparrow ^{n}y\equiv {\begin{cases}xy,&n=0\\1,&n>0\land y=0\\x\uparrow ^{n-1}(x\uparrow ^{n}(y-1)),&n>0\land y>0\end{cases}}$

$g(n)\equiv {\begin{cases}4,&n=0\\3\uparrow ^{g(n-1)}3&n>0\end{cases}}$

$G\equiv g(64)$

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 I already did! Gosh, I keep my fingers crossed.
+'''Behold the power of [[Graham's number]] (''G'') (or rather its incredible bigness):'''
+<math> x \uparrow^n y \equiv \begin{cases} xy, & n = 0 \\ 1, & n > 0 \and y = 0 \\ x \uparrow^{n-1} (x\uparrow^n (y-1)), & n > 0 \and y > 0\end{cases}</math>
+<math> g(n) \equiv \begin{cases} 4, & n = 0 \\ 3 \uparrow^{g(n-1)} 3 & n > 0\end{cases}</math>
+<math> G \equiv g(64) </math>