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Jigsaw Cells 2 |
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Put a set of sixteen jigsaw-like pieces into a jigsaw-like board. The
places for many pieces can be discovered based on a logical reasoning. You
just have to make the right conclusions. A sequel puzzle to
Jigsaw
Cells. |
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Star Battle |
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Light a couple of stars in each column, each row and each region in the
blue sky. No star can touch each other, even diagonally. No guessing while
solving, only logical reasoning is required. Thus, how long it will take
you to light all the stars? By Zoltán Horváth. |
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SMS Codes |
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Do you like to type SMS messages with your cell phone? Whatever your
answer is, we'd like to offer you more interesting challenge - to read
them. Where is the trick? The reading isn't that simple - it's actually
code-breaking. |
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Finnish Snake |
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A sea serpent lies hidden under the surface of the water with only its
head, tail and a few other parts visible. Should it be hard to reveal its
entire body from head through tail, knowing it doesn't touch itself
anywhere? |
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Jigsaw Cells |
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Put a set of nine jigsaw-like pieces into a special grid. A distinctive
feature of the challenge is that there is a definite logical place and
order for each piece to be located within the grid. The goal is only to
discover it! |
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TLs |
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Can you pack a checkered T-shape and seven checkered L-shapes into a
regular 8x8 checkerboard so that to completely fill it in a way that dark and
light cells are properly alternating? |
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Hard 14 |
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Do you think it is hard enough to assemble 14 different pieces into a
regular 8x8 checkerboard? Isn't there any connection between the name and
the puzzle itself? |
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Broken Checkerboard |
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Restore a simple 5x5 checkerboard from the six pieces scattered around.
Don't forget to alternate the colors of the cells. Are there many ways to
make the board? |
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Coins & Triangles |
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Remove some coins from a big coin triangle containing ten coins and a lot
of smaller equilateral triangles so that no equilateral coin triangles
remain. |
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Version for Pocket PC |
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Coin Triangle |
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Change the triangle into a square by moving the minimum of the coins. How
many coins will you need to move to do this? |
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The M Puzzle |
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Make a symmetric letter M using four pieces. How many strange shapes will
you see before you get your perfect letter M? |
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Version for Pocket PC |
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Christmas Tree |
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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. |
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Turn the Fish |
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How can you move 3 matches to make the fish swim in the opposite
direction? |
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Puzzling Time |
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Move two matches to get the exact time half past four. |
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Tessellated Tiles |
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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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Squares 4 Four |
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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 Knossos Labyrinth |
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You are an architect and you have to restore the labyrinth after the
fragments of an old plan. What would be your starting point through these
ancient walls? |
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Magic Triangle 3X |
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The six numbers from 1 to 6 have to be placed along the sides of a
triangle so that to create some magic sum along each of its sides. What
magic sums can be there? |
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The 26 Puzzle Re_Solution |
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A sequel to
The "Twenty-Six" Puzzle. Numbers 1 through 12 and the magic
sum of 26 remain, but the seven areas have changed. Will it be harder than
the prequel? |
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The Number Grid Puzzle |
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Don't let the adjacent digits be... adjacent. The eight digits are known,
a simple grid is drawn and the systematic approach is recommended. |
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Square Table Top |
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Seven pieces are already fitted into a square table top. One is left, and,
unfortunately, the cabinetmaker doesn't know how to be with it. Can you
help him to solve this fitting challenge? |
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Silhouettes |
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If several silhouettes are superimposed in a pile in some certain way a
silhouette of a rabbit can appear. Moreover two different rabbit's
silhouettes can be obtained. Can you find them both? |
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Four into One |
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The four identical triangles can be arranged into the same triangle, only
bigger. Can you perform the same thing with another set of four identical
shapes? |
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The Egyptian Puzzle |
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Five squares are cut in one way to create five identical pairs of pieces.
The resulting set of ten pieces is very appropriate to try yourself in
completing some nice shapes from it... |
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Cross vs. Square |
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The four identical pieces can be simultaneously used to form a Greek cross
and a perfect square. Can you discover both of these shapes? Any ideas how
on it? |
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The Lost Star |
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Several triangles and quadrangles joined together create an intricate
pattern where some perfect star is hidden. Discover that lost one. |
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Version for Pocket PC |
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Heavy Weight |
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Two weighings are required to identify the heavier thing among the four
identical ones. Two weighings are required for the nine things as well.
But how on it in the latter case?.. |
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Doublets |
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From the Ape to the Man through the series of words - it's the game of
Doublets. Will it be easy to reveal all the words in it even if you know
their number? |
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Lace Loops |
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Place six color loops onto a 4x5 grid. No loop should touch any other one; no loop should be left outside the grid’s borders. Is the grid big enough to hold all the loops within strictly following the rules? |
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The 8 Angles |
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Eight pairs of identical moons are orbiting a green planet. The goal is to
connect them all to the planet with a link per moon. It's a harder sequel
to
The 4 Angles
puzzle by the same author. |
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3-vs-2-feat-1 |
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Color the points of a "web"
into two colors - red and blue - in such a way that do not allow any
sequence of three points of the same color be found in a single line. |
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The 4 Angles |
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There is one Sun and eight planets in this puzzle. And your goal is to
supply each planet with its portion of light - exactly one ray per planet.
Enjoy and relax! |
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Coin Distances |
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Two distances are associated with three coins. Could you find a certain
position of the coins so that the distances are equal? Is there any way
how the moving coins can distract you from the mission? |
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Point the Center |
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Only one of the nine arrows points exactly into the center of the circle,
all of the remaining are only close to it. Can you guess without any
additional measures which one is it? |
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first Author |
second Author |
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Where Is the 5? |
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Four pieces form a square with the magic square on it. Just flip over the
pieces and try to make a square once again. Can you say why does a part of
it disappear? |
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Count Trick |
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Believe it or not, they say everyone who calculates not too bad makes... a
mistake while sum up these eight numbers. Make sure about it! |
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Rainbow Necklace Trick |
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Show to your spectators which bead was chosen by one of them from any of
seven necklaces you demonstrate. |
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Cover the Red Circle |
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Cover a big circle entirely
with the five smaller circles. But keep in mind: when a smaller circle is placed
on the big one you aren't allowed to move it anymore. |
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Doggy Mosaic |
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Find your own way how to complete some mosaic with the figures of these
smart dogs. Can you explain how it can be? |
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Last Updated: June 3, 2007 |
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