Not yet a member? No problem!
Sign-up just takes a second.
Forgot your password?
Recover it now.
Already signed up?
Log in now.
Forgot your password?
Recover it now.
Not yet a member? No problem!
Sign-up just takes a second.
Remember your password?
Log in now.
8 Comments
bobknight33We don't need a new government. We just need a government that has not sold out to special interests. A government that gets back to the original intent of the Constitution.
Trancecoachonly thing missing in this *parody is the fact that he actually doesn't "own" the government, but in fact, owes over a $trillion in debt.
siftbotAdding video to channels (Parody) - requested by Trancecoach.
brycewi19Still just a comedy video. *promote
We don't need a new government. We just need a government that has not sold out to special interests. A government that gets back to the original intent of the Constitution.
siftbotSelf promoting this video and sending it back into the queue for one more try; last queued Monday, October 7th, 2013 12:19pm PDT - promote requested by original submitter brycewi19.
PaybackBuild a government that even a fool could govern...
We don't need a new government. We just need a government that has not sold out to special interests. A government that gets back to the original intent of the Constitution.
siftbotThe thumbnail image for this video has been updated - thumbnail added by oritteropo.
![](data:image/jpg;base64,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)
SagemindDude, that's called a new government!
We don't need a new government. We just need a government that has not sold out to special interests. A government that gets back to the original intent of the Constitution.
Discuss...
Enable JavaScript to submit a comment.