JotD / QotD Ελληνική Λίστα Κουίζ (QotD)


Θέμα: Re: Merika Quiz gia lysimo ...



(nil): Vana Doufexi (vana(@)csrd.uiuc.edu)
Ημερομηνία: Παρ 24 Απρ 1998 - 18:29:48 EEST

On Fri, 24 Apr 1998, Akis Karnouskos wrote:

> 1. THE TRAMP AND THE TRAIN
> A tramp was walking down a railroad track when he saw a fast express
>train speeding toward him. Of course, he jumped off the track. But before
>he jumped, he ran ten feet toward the tram. Why?
>
xmm, mipws perpatouse panw se gefura ti stigmi pou to eide?
 
> 2. MR. BUSHYHEAD'S PROBLEM
> Mr. Bushyhead was driving through a strange town when he decided to
> stop, park his car, and get a haircut. He asked a boy where he could
> find a barbershop."We have only two barbers in this town," said the boy.
> "One of them has a shop at the north end of Main Street and the other
> has a shop at the south end."
> Mr. Bushyhead walked north on Main Street until he reached one of the
> barbenshops. It looked as if it hadn't been cleaned in months. Cut hair
> was all over the floor. The barber himself needed a shave and his
> haircut looked terrible.
> Mr. Bushyhead walked in the other direction until he came to the second
> barbershop. It looked neat and cheerful inside. The floor had been
> swept.
> The barber was neatly dressed, freshly shaved, and had a neat haircut.
> Why did Mr. Bushyhead walk back to the first barbershop to get his haircut?
>
o kathe koureas de mporouse na koureutei monos tou, opote ton koureue o
allos?
 
> 3. THE STAR PUZZLE
> To work on this puzzle you will need four pennies (or buttons, or any
> four small objects you can use for counters). Put the first penny on any
> point of the star, then slide it along a straight black line to another
> star point, and leave it there. Now put a second penny on any vacant
> star point. Slide it along a black line to another empty point. Do the
> same with the third and fourth pennies, so that you end with a penny on
> each of four points.
> It looks easy, but when you try it you are likely to find that there is
> no way to place the last penny. For example, suppose you:
> 1. Put a penny on A and slide it to C.
> 2. Put a penny on B and slide it to D..
> 3. Put a penny on B and slide it to E.
> You can now place the last penny on A or B, but in either case, there
> is no empty point you can slide it to.
> It can be done! And there is a secret that will enable you to do the
> puzzle for your friends, and do it so quickly that they will not be able
> to remember how you did it!
>
xe,xe, auto mou arese.
Ksekina apo to A kai kane slide sto C, meta ksekina apo to D kai kane
slide sto A, meta apo to B sto D kai meta apo to E sto D. Basika, bgainei
eukola an skeftei kaneis oti prokeitai gia monokondulia kai
tin "akolouthisei".

> 4. WHERE AM I GOING?
> You are a Boy Scout on a hike with your troop. After walking through a
> small town on your way to Mudville, you reach a spot where two roads
> cross. A signpost has been knocked over and is lying on its side. None
> of you knows which road leads to Mudville. Then you remember something
> that will solve your problem.
> What do you remember?
>
Gnwrizoume se poia kateuthunsi einai i Mudville? An nai, tha mporousame na
xrisimopoiisoume ton ilio ws puksida. 'I (ok, auto einai trabigmeno)
akolouthoume ton pio laspwmeno dromo :)

> 5. THE BALL
> You are playing a game of Ping-Pong in the back yard of a friend's
> house. When you miss the ball, it bounces across the lawn and rolls into
> a small but deep hole. The hole goes down too far for you to reach the
> ball with your hand, and the hole bends so much to one side that you
> can't get the ball by poking a stick into the hole. After a few minutes
> you think of an easy way to get the ball.
> What did you think of?
>
Ti mixani pou koureuei to gkazon? Den exw xrisimopoiisei pote, alla mou
fainetai pws mporoun na roufiksoun tou kommeno gkazon, opote isws kati
mporei na ginei me ti mpala.

Vana
>
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          \ _ / Vana Doufexi
           \_(0)_/ vana(@)csrd.uiuc.edu
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