Five matchsticks can be arranged into a stylized
version of a giraffe. The goal is to move one of them and in that way
let the giraffe to be rotated or reflected.
Five identical squares form a cross. Three
matchsticks can be moved so that six identical squares would appear.
The only thing left is to find the spots for the matchsticks to be
moved to. What are they?
Seven matchstick triangles are scattered around in quite a chaotic order.
How to move just three matchsticks so that an additional triangle would
appear?
A rhomb and a square made of eight matchsticks. More just three
matchsticks and create an equilateral triangle in addition to the two
initial shapes. What is the right approach?
Two dozen matchsticks are arranged in a grid consisting of nine identical
squares. Your goal is just to remove 6 matchsticks so that only three
squares remain.
It can be a little Christmas puzzle gift to entertain you for a few
minutes at least - only three triangles hidden in a Christmas Tree and the
extra one that has to be found.
More than two dozens of squares are hidden in a simple 4x4 match square
grid. But less than a dozen matches is required to be removed to destroy
all them for good.
It's easy to divide in half a 2x2 match square with only two matches. But
how to perform the same division to the same square if there are four
matches?
