Not Really a Chess Problem

Feb 21, 2010 11:52


    Two prisoners are being forced to play a "game" with the warden.  One will be brought into the warden's office where there will be a chessboard with a coin on each square (oriented heads-up/tails-up randomly).  The warden will have already chosen a "special square" on the board and will reveal this choice to the prisoner.  The prisoner will ( Read more... )

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Comments 8

gee_tar February 22 2010, 16:48:44 UTC
Alright, I give up. What's the solution?

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gee_tar February 23 2010, 03:50:19 UTC
Okay, I've thought about it a little more and I think I have something. I don't know if it's the solution, but I feel I have to be on the right track, though I haven't completely thought it out ( ... )

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joshua_green February 24 2010, 05:25:03 UTC
It seems unlikely that that can work.  The first prisoner would only have 36 coins to consider flipping but would have to deal with 64 possible special squares.

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joshua_green February 24 2010, 05:27:14 UTC
On the other hand, you are close, at least in some sense.

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gee_tar February 24 2010, 18:23:01 UTC
Are you telling me that you don't know the answer either and have posted this just to torture us?

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