Too Greedy <G6> PM Thoth
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shadyforce U-S-E_T-H-E_F-O-R-C-E
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shadyforce U-S-E_T-H-E_F-O-R-C-E
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shadyforce U-S-E_T-H-E_F-O-R-C-E
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shadyforce U-S-E_T-H-E_F-O-R-C-E
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shadyforce U-S-E_T-H-E_F-O-R-C-E
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shadyforce U-S-E_T-H-E_F-O-R-C-E
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Thanks a lot Mathcam .
Anyway the problem is can they trust each other. Each of their objectives are to win. There's no glory in second place. Don't kid yourself.
OK, here's the position:
-They both get eliminated, I win.
-They both take the money, I win.
-One of them get's eliminated and loses, the other wins.
So the third option is what we need to analyse.
For one of them, should they try to win, they will be choosing an amount. Bacause one of them will be eliminated, it doesn't matter how much. If they choose any amount be it 1 or 50000 then they potentially win the whole pot or lose. So they might as well choose 1.
So now there are only 2 viable options, choosing 0 or 1.
0+0 = My win.
1+1 = My win.
1+0 = Person A wins.
0+1 = Person B wins.
Remember that if you choose 0 you will have no chance of winning whatsoever. So Istillthink they will both choose 1!
[size=75][color=darkblue]I'm never wrong... well I was wrong once but that was when I thought I'd made a mistake but hadn't.[/color][/size]-
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shadyforce U-S-E_T-H-E_F-O-R-C-E
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shadyforce U-S-E_T-H-E_F-O-R-C-E
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shadyforce U-S-E_T-H-E_F-O-R-C-E
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shadyforce U-S-E_T-H-E_F-O-R-C-E
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shadyforce U-S-E_T-H-E_F-O-R-C-E
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shadyforce U-S-E_T-H-E_F-O-R-C-E
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