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  • t.lavery55
    replied
    Is it possible to make 35?

    Leave a comment:


  • Lee Vilenski
    replied
    OOOO
    OOO
    OO


    6+ (4x3) = 18 again...

    Leave a comment:


  • snookersfun
    replied
    oh yes, I think I have a 30, will work on that picture now...

    Leave a comment:


  • Lee Vilenski
    replied
    What about
    -O
    OOO
    OOOOO

    Thats 1 9
    Thats 3 3s

    Bah, i thought it would be higher than 18!

    Leave a comment:


  • davis_greatest
    replied
    snookersfun has also found a 27.

    To make sure everyone understands the scoring, here was the first answer of 24 from semih:

    OOO
    OOO
    OOO

    which has 8 lines of 3

    Leave a comment:


  • davis_greatest
    replied
    27 is pretty good. Think I have found higher though, so keep the bids coming in. It' s OK if they're lower than bids already posted.


    And to answer the question I was asked by pager... no, the line can't be curved! To score points, the balls must be in a straight line!

    Leave a comment:


  • Monique
    replied
    basketballs 27?

    Leave a comment:


  • davis_greatest
    replied
    Originally Posted by Semih_Sayginer
    i'll say 24
    It's a good start!

    and higher still is possible...

    Leave a comment:


  • Semih_Sayginer
    replied
    Originally Posted by davis_greatest
    basketballs
    i'll say 24

    Leave a comment:


  • davis_greatest
    replied
    Round 172 - Shrunken basketballs

    Take 9 basketballs shrunk to the size of ping pong balls and position them wherever you want on the bed of a snooker table enlarged to the size of a football pitch.

    For any line of 3 basketballs shrunk to the size of ping pong balls in ANY direction, score 3 points.

    For any line of 4 basketballs in ANY direction, score 6 points.

    For any line of 5 or more basketballs in ANY direction, score 9 points.

    Only the longest line counts. For example, a line of 9 balls in a line OOOOOOOOO scores 9 points (as it has 5 or more balls) - you cannot also count lines of 4 balls or 3 balls within that same line!


    Post here whatever scores you can find - preferably as high as possible!
    You don't have to find the highest theoretically possible - in fact, I don't know what it is!

    Leave a comment:


  • davis_greatest
    replied
    Answer to Round 171 - 171 Hugs at the Dancing Chimpanzee Tango Party

    Congratulations to snookersfun and Monique for solving round 171.

    Answer below, in hidden text - select it to read...

    (
    Answer is 90. Here is why....

    First: the number of chimps at the party. To give 171 hugs, there must be 19 chimps. Each of the 19 chimps hugs the 18 other chimps, and each hug is between 2 chimps... this gives 19 x 18 / 2 = 171 hugs.

    Second: find the greatest number of possible dances. Let's split the chimps into two groups. Call one group Boys and the other group Girls. Let each Boy dance with each Girl. This won't cause any problems because every Boy dances only with Girls and not with other Boys, so when a Boy meets a Girl he knows she won't have danced with any other Girl chimp with whom he had danced. And vice versa.

    Boys + Girls = 19
    Number of Dances = Boys x Girls. This will be greatest when the split between Boys and Girls is as even as possible - i.e. 9 of one and 10 of the other.

    So we get, maximum number of tangos is 9 x 10 = 90 dances

    PS The Boys don't really have to be males; nor the Girls females. Just, naming the groups this way hopefully makes it easier to see the answer. As long as we split the chimps into a group of 9 and one of 10, it doesn't matter what we call them. Could have Blondes and Brunettes...

    )

    Leave a comment:


  • davis_greatest
    replied
    Originally Posted by t.lavery55
    Has the answer got anything to do with Steve Davis?
    Just guessing.
    Hehe... not that I can think of! But if you find a link, let me know...

    Leave a comment:


  • t.lavery55
    replied
    Has the answer got anything to do with Steve Davis?
    Just guessing.

    Leave a comment:


  • davis_greatest
    replied
    I think clue 1 helped snookersfun and clue 2 Monique! They're both there!

    Leave a comment:


  • davis_greatest
    replied
    Helpful clues, eh? Congratulations snookersfun, for the first correct answer in!

    Leave a comment:

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