Product Design

100 Unfortunate Gnomes Mug by puzzledgear

"100 gnomes are lined up in order of decreasing height, and then each randomly given either a black or white hat. Each can see all the hats of the gnomes in front of him, but not any behind, nor his own. Starting with the rearmost, an executioner asks each gnome what color his hat is. If the answer is incorrect, the gnome is killed. The other gnomes can hear the answer, but not whether it was correct. Assuming the gnomes are allowed to confer in advance, how many can survive?" Can be extended to N colors of hats without too much difficulty.

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With the title “100 unfortunate gnomes mug”, this customizable mug design is a wonderful representation of creativity in the think section of the marketplace at Zazzle. Posted by a very imaginative Zazzle designer called puzzledgear, the special "brain teasers" mug displayed above can be searched for in the Computer Puzzles store category and was tagged with brain teasers, logic, think, and brainteaser. The most ideally sized brainteaser drinking mug for your favorite beverage, this 100 unfortunate gnomes design can be used on an everyday basis. A great present for people who like thinking or brainteaser designs, this amazingly creative custom drinking mug is constructed to last for years.

If you have been looking for think mugs, you will certainly admire this personalized mug after it’s printed with puzzledgear's Computer Puzzles shop category artwork. This 100 unfortunate gnomes mug is not just sturdy, but it looks really outstanding, as well. Choose the thinking design above and your drinking mug will certainly look fantastic. Considering the huge array of options provided for think designs, you will most certainly find the ideal customizable mug for you and for your friends and family.

100 Unfortunate Gnomes Mug

4.7 (581 reviews)

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Style: (more information)

Two-Tone Mug

$16.60

Color:

Hunter Green

Size:


11 oz


15 oz

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Created By puzzledgear:

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100 Unfortunate Gnomes

The gnomes are lined up and will be executed...

"100 gnomes are lined up in order of decreasing height, and then each randomly given either a black or white hat. Each can see all the hats of the gnomes in front of him, but not any behind, nor his own. Starting with the rearmost, an executioner asks each gnome what color his hat is. If the answer is incorrect, the gnome is killed. The other gnomes can hear the answer, but not whether it was correct. Assuming the gnomes are allowed to confer in advance, how many can survive?" Can be extended to N colors of hats without too much difficulty.

Rated G

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