SOLUTION ONE
So were you able to conquer your fear of losing your pint? Can’t blame
you. Yet – reckless as it might seem – the most reliable way to succeed
at this challenge is the sudden death option. It’s all or nothing. Take
a firm grip of the £5 note, say a prayer, and pull hard and smoothly.
But remember. There are no guarantees.
SOLUTION TWO
The solution’s totally simple. You either get it or you don’t. If you
don’t get it, don’t let it get you down. Some people can put their feet
in their mouth. You don’t feel bad about not being able to do that, do
you?
Remove the 3 pints that stand at the points of the
triangle (Fig.1). Once you’ve done that you’ll see you have a choice of
how to reform the triangle – so instead of putting the pints back where
they were, place them in the positions 45 degrees round from where they
were before (Fig.2).
| Fig.1 |
Fig.2 |
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SOLUTION THREE
Managed to change your perspective? To solve this one you have to enter
another dimension.
Think 3D. Get those matches off the table and up in
the air. Build a pyramid with a triangular base and 3 matches pointing
upwards and meeting at a point. Kicking yourself?
SOLUTION FOUR
You can spend a long, long time looking very silly trying to solve this
one. Or you can fold your arms, take hold of each end of the string, and
unfold your arms.
Wouldn’t it be great if everything in life was so
easily solved!
SOLUTION FIVE
Sure, it seems impossible. Until you cheat a bit. (Except it’s not
cheating.)
The trick is to put one glass inside another. Then you
can divide the coins as you please. Put five in one glass and five in
the upper of the two stacked glasses, for instance (which means both the
stacked glasses are holding the same five coins).
Or you can put two in the lower of the two stacked
glasses, three in the upper of the two stacked glasses, and five in the
other glass. Here, the lower stacked glass contains both the two it
holds and the three in the upper stacked glass, whereas the upper
stacked glass only contains its own three.
And so on for 15 different combinations, if you can
bear it…
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