apt-get install 4chan-games

xMoot - An xBill fork where you must ``whack a Moot'' before he turns all the textboards and imageboards into canv.as. Save the Internet from those ``social'' normalfags!

4chack - A Nethack fork where everything has a 4chan-related theme. Monsters include Ponies, Touhous, Tulpas, Slenderman, Spooky Scary Skeletons, Newfags, Dubs Guy, Epic Fail Guy, Rage Faces, Jews, Autists, Costanza, AI Mind, The Abelson, The Sussman, and dozens of others including the final boss Moot himself. Items include the Guy Fawkes mask, the troll thread, dubs, proxies, the Banhammer, the 4chan Pass, Losethos, Gentoo, Monads, Le Monkey Face, Creepypasta Rituals, and many many more.

That sounds awful.

4chan is dead and you're raping its corpse

>>3
:3

top lel

pone and 2hu should be playable races

``moot'' isn't capitalized, fagstorm.


((name "Dubs Guy")
 (symbol #\%)
 (description "Dubs Guy searches the world endlessly for dubs. "
              "When Dubs Guy encounters a foe, he circles the "
              "target and asks it to check his dubs. "
              "If chased by an enemy, Dubs guy will run and "
              "leave his dubs on the ground as a trap. "
              "If the pursuer accidentally walks upon one of "
              "the dubs, the purser's health is set to the "
              "remainder of the division of the current health "
              "by the dubs stepped on, and Dubs guy will stop "
              "to say, \"Nice dubs, bro[i]![/i]\")
 (friends "Dubs" "Incrementing Number Stream")
 (foes "Dubs Bot" "Capcha"))

>>8
Nice ternary dubs.

Formally, the order among cardinal numbers is defined as follows: |X| ≤ |Y| means that there exists an injective function from X to Y. The Cantor–Bernstein–Schroeder theorem states that if |X| ≤ |Y| and |Y| ≤ |X| then |X| = |Y|. The axiom of choice is equivalent to the statement that given two sets X and Y, either |X| ≤ |Y| or |Y| ≤ |X|

Combinatorial set theory concerns extensions of finite combinatorics to infinite sets. This includes the study of cardinal arithmetic and the study of extensions of Ramsey's theorem such as the Erdős–Rado theorem.