You can have dinner with 2 current Cowboys. Which players would you go with and what are you eating?

jobberone

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If I could pick Garrett then I'd go with him and Romo. I went with current players only.
 

jday

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You can have dinner with 2 current Cowboys. Who and what are you eating?

Ask me after final cuts; I wouldn't want to eat any of the players that could potentially make the final 53...or did I misunderstand the question?

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