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Three and Up
Three and Up
by The Grabarchuk Family
What is the biggest number of outlines of isosceles triangles you can get by rearranging the three identical isosceles triangles shown?
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Stover's Pencils
Stover's Pencils
by Mel Stover
One of the vanishing puzzles where an object vanishes just in front of your eyes after a simple manipulation. Just figure out where the object got to and what, if anything, appears instead of it.
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Square-in-Square
Square-in-Square
by Peter Grabarchuk
When two rectangles are placed side by side one square is supposed to be created. But here one more square will appear. The challenge is to select the right rectangles from the set provided.
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Tessellated Tiles
Tessellated Tiles
by Henry E. Dudeney
Twenty tessellated square tiles each one consisting of four color cells. Your goal is just to select 16 of them and arrange the square in which every cell matches color to color.
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Plus 2 Hexagons
Plus 2 Hexagons
by Peter Grabarchuk
Four contours of regular hexagons are already available. The goal is quite simple - rearrange them in some way so that two more regular hexagons would appear. What's the trick?
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Squares 4 Four
Squares 4 Four
by Peter Grabarchuk
A dozen of dots are scattered among the four pieces and your goal is to drive these dots into the corners of the four squares at once.
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The Diamond Puzzle
The Diamond Puzzle
This old puzzle is known for years because of its famous advertising adaptation. Here it is given slightly redesigned, and with three extra challenges.
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Three Hares
Three Hares
by Serhiy Grabarchuk
An old tricky puzzle transformed for the matching card version. The idea remains to distribute three ears between three hares to give every hare... two ears.
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Four Cards
Four Cards
after Professor Louis Hoffmann
A three-in-one set of puzzles with four playing cards for each of them. The thing is to be able to hide as many pips of cards as required for every puzzle.
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The Treasure at Medinet
The Treasure at Medinet
after Professor Louis Hoffmann
Restore the map of an ancient kingdom with a network of roads and eight fortresses, and make no more than one fortress accessible on every road.
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Saddle the Horses
Saddle the Horses
after Sam Loyd
Arrange the three cards so that each rider is in his correct riding position on top of each horse.
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Last Updated: May 24, 2012 top
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