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The last post is the WINNER!

Wu Wei

ursus senum severiorum and ex-Bisy Backson
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Revoltingest

Pragmatic Libertarian
Premium Member
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
th
 

Revoltingest

Pragmatic Libertarian
Premium Member
I'm here to win for a while.

There's an old saying.....
When the mangy curs & bears are away,
the dashingly handsome janitors will play.
 

Brickjectivity

Veteran Member
Staff member
Premium Member
But you should be in bed, because you didn't get enough sleep. Have you taken your vitamins? Did you brush your teeth and wash behind your ears?
 

Revoltingest

Pragmatic Libertarian
Premium Member
But you should be in bed, because you didn't get enough sleep. Have you taken your vitamins? Did you brush your teeth and wash behind your ears?
Me teeth ain't just brushed....they're also flossed!
But I've had me plenty'o shut eye.
So I can handle a win now.
And you can go back in the Lego box.
 
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