Stuff.

If you eat when you're bored, and the only way not to is going to the gym, and at the gym you work off calories you didn't gain so you get muscular, but then if you didn't go you would put on pounds from snacking 'cause you're bored, so you have a paradox/oxie-moron, what do you do?????????¿????!????!??¿??????
 
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I'll have you all know that @Squeaker555 has rated my post as 'Winner' the latest, so technically speaking I am the 'last' poster to have been technically declared as 'Winner' by himself.
So.
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