Two desperate gamblers sit across a table. There are 12 guns on the table. We have no idea which one is loaded, or which bullet any of them has. Pure random stuff.
It's a RACE AGAINST TIME... when they get the GO! signal, the poor bastards grab the guns and shoot at each other as fast as they can until...
They are free to leave one gun and pick another but they have no idea which gun is loaded and how many bullets they have?
Should you drop a gun if it does not fire? Perhaps the next time you squeeze it'll fire? But what if your opponent finds the loaded gun before you do?
Decisions... decisions... and cruel twist of fate.
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