Google Beatboxing

1. Copy and paste this text into Google Translate:
pv zk bschk pv zk pv bschk zk pv zk bschk pv zk pv bschk zk bschk pv bschk bschk pv kkkkkkkkkk bschk bschk bschk pv zk bschk pv zk pv bschk zk pv zk bschk pv zk pv bschk zk bschk pv bschk bschk pv kkkkkkkkkk bschk bschk bschk pv zk bschk pv zk pv bschk zk pv zk bschk pv zk pv bschk zk bschk pv bschk bschk pv kkkkkkkkkk bschk bschk bschk pv zk bschk pv zk pv bschk zk pv zk bschk pv zk pv bschk zk bschk pv bschk bschk pv kkkkkkkkkk bschk bschk bschk pv zk bschk pv zk pv bschk zk pv zk bschk pv zk pv bschk zk bschk pv bschk bschk pv kkkkkkkkkk bschk bschk bschk

2. Select German as the "From" language

3. Click the Listen button at the bottom-right of that text box

4. ???

5. Profit!

http://translate.google.ca/#de|en|pv%20zk%20bschk%20pv%20zk%20pv%20bschk%20zk%20pv%20zk%20bschk%20pv%20zk%20pv%20bschk%20zk%20bschk%20pv%20bschk%20bschk%20pv%20kkkkkkkkkk%20bschk%20bschk%20bschk%20pv%20zk%20bschk%20pv%20zk%20pv%20bschk%20zk%20pv%20zk%20bschk%20pv%20zk%20pv%20bschk%20zk%20bschk%20pv%20bschk%20bschk%20pv%20kkkkkkkkkk%20bschk%20bschk%20bschk%20pv%20zk%20bschk%20pv%20zk%20pv%20bschk%20zk%20pv%20zk%20bschk%20pv%20zk%20pv%20bschk%20zk%20bschk%20pv%20bschk%20bschk%20pv%20kkkkkkkkkk%20bschk%20bschk%20bschk%20pv%20zk%20bschk%20pv%20zk%20pv%20bschk%20zk%20pv%20zk%20bschk%20pv%20zk%20pv%20bschk%20zk%20bschk%20pv%20bschk%20bschk%20pv%20kkkkkkkkkk%20bschk%20bschk%20bschk%20pv%20zk%20bschk%20pv%20zk%20pv%20bschk%20zk%20pv%20zk%20bschk%20pv%20zk%20pv%20bschk%20zk%20bschk%20pv%20bschk%20bschk%20pv%20kkkkkkkkkk%20bschk%20bschk%20bschk

It's like I'm actually on Facebook!

SAGE

Aha nice one.

OH NO.

process.kill

lol ancient news

bampu pantsu

The next wave of excitement in set theory came around 1900, when it was discovered that Cantorian set theory gave rise to several contradictions, called antinomies or paradoxes. Bertrand Russell and Ernst Zermelo independently found the simplest and best known paradox, now called Russell's paradox: consider "the set of all sets that are not members of themselves", which leads to a contradiction since it must be a member of itself, and not a member of itself. In 1899 Cantor had himself posed the question "What is the cardinal number of the set of all sets?", and obtained a related paradox. Russell used his paradox as a theme in his 1903 review of continental mathematics in his The Principles of Mathematics.