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Wooden Puzzles
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Devil's Chess - Wooden Brain Teaser Puzzle
Devil's Chess - Wooden Brain Teaser Puzzle
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5
0
5
Devil's Chess - Wooden Brain Teaser Puzzle
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$22.95
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$17.95
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Product Information
SKU:
682
Approximate Dimensions:
5.0" x 5.0" x 1.5"
Difficulty Level [1-5]:
Level 5
Brand :
Winshare Puzzles and Games
Age Group:
10 & Up
Info:
Solution or Instructions Available.
Online Solution / Instructions
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wood puzzles, brainteasers, chess game
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Description
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Questions and Answers
Did you know?...
Devil's Chess, also called 'Just Fit', was designed by William Strijbos and won the Hikimi Puzzle Competition in 1990 (competition for wooden made puzzles only in Japan).
All 16 pieces and tray are made of wood. Each piece of the puzzle has 2 colors and when the pieces are arranged in the wooden tray as shown in the picture, there are actually 2 layers of 4x4.
The pieces are cut in different angles and this is the reason the puzzle is hard to solve. Consider being a very difficult puzzle.
The object of the puzzle
This one of a kind sixteen pieces wooden brain teaser puzzle represent all the possible ways that two pieces of 2 colors cut in different angels can be joined.
The object is to assemble the pieces into a two-layer, 4x4 checkerboards with the colors matching on both layers and with the colors being different on both layers.
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5.0
Crazy Hard
This is definitely a level 5 of 5. The pieces are cut in different angles and figuring the right position for each one of them is crazy hard. A real good brain exercise.
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Found Helpful
Reviewed by:
Cheryl Friesen
from Upperco, MD on 1/21/2012
5
Q:
Will the pieces fall out if put in a display bowl? Or Is part of the puzzles "charm" is trying to figure out how to take it apart too?!!
Asked by:
NeedToGetResponseNOW
- 7/31/2015
A:
Taking it apart is easy, the pieces are just laying in the box. The object is to arrange all the pieces back in the wooden box, as well as making sure to assemble the pieces into a two-layer, 4x4 checkerboards with the colors matching on both layers and with the colors being different on both layers.
This is kind of a packing problem, and very hard one to solve.
Answer provided by:
Brilliant Puzzles Team (7/31/2015)
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