by DatBrasswind July 10, 2014
Get the Move Bricks mug.by Don't Be A Richard May 2, 2016
Get the Richard move mug.The Ginger Separatist Movement is a Nazi-esque organization that was created by Eric Cartman to promote Ginger supremacy. It appeared in the episode "Ginger Kids".
by CB31 April 21, 2010
Get the Ginger Separatist Movement mug.The most epic voice crack in LP history. Originated from the voice of LPer ProtonJon, is now a popular meme among the gaming community.
by pbudp January 15, 2011
Get the Move Faster Pokey!!!!! mug.Former political organization in the Canadian province of Quebec that advocated Quebec becoming the 51st state of the United States. They thought that it might be possible to arrange for Quebec to have only one official language more easily than if they remained part of Canada. This was probably true, except that the one official language wouldn't have been Français. The organization's policies don't appear to have been well thought-out.
Mouvement 51 wanted to ensure a French-speaking Quebec by becoming part of the United States. C'est fou!
by avgfhadsfkjbvhadsfjhbv September 8, 2006
Get the Mouvement 51 mug.by ninjaman920 April 16, 2013
Get the Reed move mug.A Total Carnegie Mellon University Move ("Total CMU Move," or "TCMUM"), defined as prefacing an uber-intelligent question or statement with something to the effect of, "I know this is a dumb question," or, "This is probably the stupidest thing you'll hear today," as some subtly patronizing way of letting everyone around you know you're smarter than them -- as though it were an utterance so far below the usual standards of your stunning intellect that you have to apologize for it.
Pierre de Fermat: "So I have this equation here, it's kinda hard to solve... But it goes something like this, a^n + b^n = c^n..."
Student: "Uh, Professor Fermat, excuse me for sounding like a total idiot asking something as basic this, but it appears to me that no three positive integers a, b, and c can satisfy that equation for any integer value of 'n' greater than two. Or am I just like way off here?"
Everyone thinking in unison: "Total CMU Move, dude."
Student: "Uh, Professor Fermat, excuse me for sounding like a total idiot asking something as basic this, but it appears to me that no three positive integers a, b, and c can satisfy that equation for any integer value of 'n' greater than two. Or am I just like way off here?"
Everyone thinking in unison: "Total CMU Move, dude."
by deltachild7 September 23, 2013
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