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This page gathers all puzzles presented at
Puzzles.COM, which are either created by The Grabarchuk Family. |
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Linked Hearts |
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by
The Grabarchuk Family |
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In the picture within two dozen tangled hearts, there are exactly four
pairs of interlinked ones. Can you find these pairs? |
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Valentine Search |
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by
The Grabarchuk Family |
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How many different ways can the word VALENTINE be
read? You can move through neighboring letters vertically,
horizontally, or diagonally and pass some letters more than once. |
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Ornaments |
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by
The Grabarchuk Family |
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The ring consists of the six one-sided corners. Each corner has three
different ornaments on it. Can you find two exactly identical corners
which have the same set of ornaments? |
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Star |
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by
The Grabarchuk Family |
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In the inlay, find a perfect, four-pointed star exactly similar to
that shown just above it. The star can differ in size and orientation,
but its outline must be full and uninterrupted. |
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Knight in a Square |
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by
The Grabarchuk Family |
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If the knight moves normally, which cell could the knight never reach?
Note, in chess, a knight moves two squares in one direction and then one
square in a perpendicular direction. |
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E-Counter |
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by
The Grabarchuk Family |
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How many E's, exactly similar to the small one on
the top, of any possible size and orientation, can you find in the
pattern? |
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House Unfold |
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by
The Grabarchuk Family |
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Which pattern forms a full house when folded
along the dotted lines? No parts of the patterns should overlap each
other. |
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Big Square Fold |
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by
The Grabarchuk Family |
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You have a square sheet of paper colored on one
side and white on the other. What is the fewest number of simple folds
you should perform to make the biggest square colored on both sides? |
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Square Size |
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by
The Grabarchuk Family |
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Numbered tiles (1 through N) form a square and are placed in it
line-by-line in ascending order starting from its top left corner. A
fragment of the square is shown. What is the size of the square? |
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5x5 Letter Grid |
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by
The Grabarchuk Family |
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Starting from a cell of the grid and with each
next step moving to a vertically, horizontally or diagonally adjacent
one, can you find a 6-letter word? |
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Three and Up |
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by
The Grabarchuk Family |
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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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Last Updated: April 24, 2013 |
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