1st Annual Jay Cutler Turnover thread

Lord Beasley

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:laff: :laff: :laff::laff::laff::laff:

overpay mediocre fakkits brehs!!!
 

beenz

Rap Guerilla
Joined
May 1, 2012
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The Chi (South Side)
these nikkas go so far out of their way to play conservative, and cutler still throws a costly INT in the 4th of a close game.
 
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