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Topic: turning cards?? (Read 628 times) |
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valerfor
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This puzzle is given by my lecturer and he has not released the solution yet We are given a deck of 52 cards and 10 cards are overturned. The lights are off so we cannot see which are the overturned cards. We are then required to seperate the deck into piles having the same number of overturned cards. How do we go about doing it?
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towr
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Re: turning cards??
« Reply #1 on: May 17th, 2004, 8:20am » |
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The piles only need to have an equal number of overturned cards, otherwise they may differ in size, and that helps.. You could try it with less cards first, like 6 cards with 2 turned over
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« Last Edit: May 17th, 2004, 8:22am by towr » |
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Wikipedia, Google, Mathworld, Integer sequence DB
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Cathos
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Re: turning cards??
« Reply #2 on: May 17th, 2004, 2:21pm » |
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This one is similar to one of the coin-game riddles, I believe. It's very clever; I stumped everyone at work with it.
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Sum Arbor
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Sir Col
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Re: turning cards??
« Reply #3 on: May 17th, 2004, 2:54pm » |
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Just for clarity, are we saying that the pack of 52 cards has 10 face-up cards and 42 face-down cards randomly distrubuted throughout the pack? And we need to design a "blind-folded" method of creating piles containing the same number of face-up cards?
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mathschallenge.net / projecteuler.net
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towr
wu::riddles Moderator Uberpuzzler
    
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Re: turning cards??
« Reply #4 on: May 18th, 2004, 12:02am » |
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yes. (I'm sure it's on the site in a different guise allready, but it seems impossible to find the thread)
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BNC
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Re: turning cards??
« Reply #5 on: May 18th, 2004, 1:20am » |
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on May 18th, 2004, 12:02am, towr wrote:yes. (I'm sure it's on the site in a different guise allready, but it seems impossible to find the thread) |
| this one?
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How about supercalifragilisticexpialidociouspuzzler [Towr, 2007]
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towr
wu::riddles Moderator Uberpuzzler
    
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Re: turning cards??
« Reply #6 on: May 18th, 2004, 4:21am » |
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yep, that's the one.. I salute your l33t thread finding skilz
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valerfor
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hehe thanks guys!!! i tried looking for this puzzle in this site but just couldnt find it... the solution is simple and nice! thanks!
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