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The first February cryptogram was:
LIFE'S
A
WITCH,
AND
THEN
YOU
FLY.
A take off on "Life's a bitch and then you die."
I coded W as B so you would know "bitch" was not it, but
the correct word "witch" was elusive.
A coding error slipped into the second cryptogram (computer virus?),
making the author's name problematic.
The translation is:
IF
YOU'RE
TOO
TENSE,
REDUCE
IT
TO
ONE
FIFTH.
MARTIN
MULL.
Recognizing these difficulties, I gave credit for
both cryptograms to
Delmar Burkitt,
Carla Darnell,
Andrzej Derdzinski,
Sam Gerhardstein,
Jeff Gerken,
John Jackson,
Alma Litten,
Julia Minturn,
Kevin Skehan,
Dennis Tomlinson,
Dorothy Utendorf,
Dave Smith,
and
Sally Yocom.
Dennis and Jeff also had the January cryptogram
correct, but were not credited.
In puzzle #3 the actual question was left out of the Col-M version but
was in the web site version.
That didn't seem to bother our puzzle solvers.
The complete matches with abbreviation used are:
A = I + S
B = A + E
C = A + P
D = L + P
E = I + L
F = E + G
G = S + G
Correct answers came from
Andrzej,
Sam,
Jeff,
Kevin,
Dennis,
and
Dorothy.
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This month's first puzzle is the cryptogram.
Each letter stands for a different letter in the decoded message.
P K N
W B
K
B V N W V B
C E
L K Y K B Y N C Z I V B
Y I K Y
N V B A R Y
W M
K
X W L Y C N O.
U V C N U V B
L R V T V M L V K A
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This puzzle is adapted from the column Tantalizer by
Martin Hollis in the New Scientist by permission.
"The school sports were a qualified success", wrote Mr. Prendergast,
"even though there were only three events, since the principal had
pawned the equipment.
The same four boys had won the heats for each, so they
took part in all three events.
"Young Arnold secured a gold medal and Brian a silver one.
Clark won a silver for the 400 meter run and outraced Brian in the
800 meter race.
"David outran Arnold in the mile.
No boy gained two golds, two silvers, or two bronzes and
the order of finish in the mile was the exact reverse of that in the 800 meters".
What was the order of finish overall for the four boys?
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We haven't had many geometric puzzles.
Here's one that's brief and not too difficult (that
means I figured it out).
A bell rope is hanging from a hole in the ceiling and
just touches the floor of the belfry at a point
4 feet from the wall.
If you keep the rope taut without it moving up or down
through the hole and swing it over to the wall, it touches
the wall at a point 3 inches above the floor.
What is the exact length of the rope?
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Some perfect squares are palindromic numbers, that is they
read the same backwards or forwards.
Thus 1111 squared equals 1234321.
In fact, any string of
ones up to eight in length will give a palindromic number.
Then there are others we can call irregular, like 264, which
gives 69696.
All of these, however, result in a palindromic number with an odd number of digits.
There is a three digit number which gives an even number of palindromic
digits and it is the smallest such number.
What is it?
Check out Quest for more brain exercising.
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Correct answers and puzzle solvers will
appear next month.
Send answers by March 13
to Dick Nuenke;
1460 Kingsgate Rd.;
Columbus, OH
43221 or call in (recording 24 hours) to
326-0452;
fax to 292-4118;
or e-mail to rnuenke@columbus.rr.com
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