School-Safe Puzzle Games

Soldier Line-Up

12 of 24 soldiers had too much ale and fell asleep. Only 12 soldiers remained awake and the Mayor told them: “You’ve got to step up for your partners! Put yourself in 6 lines with 4 soldiers in each line. You have until dawn, or the entire platoon will be discharged!”

Thanks to one soldier who drew the solution out on a piece of paper, the platoon survived.

What did he draw?

Thanks for Suineg for submitting :)

Answers to this challenge can be entered into the section below; submissions will automatically be revealed when time is up!

12 Comments to “Soldier Line-Up”


  1. RK | Founder | Profile

    test


  2. bobg | Profile

    A star gives 5 lines of 4 soldiers using 10 men.


    adding 2 soldiers parallel to any unconnected men in the middle pentagram will give a 6th line of 4 men.


    see image:
    http://bobg.net/star.jpg


  3. William | Profile

    It wasn’t until I drew it myself that I worked it out.


    x x x x
    x x
    x x
    x x x x


  4. engjs1960 | Profile

    Line them up in a Star of David pattern with a soldier at each point and another at each intersection.


  5. Hex | PUZZLE MASTER | Profile

    One of the possible patterns:
    http://bayimg.com/kaaFlAaEj


  6. suineg | PUZZLE MASTER | Profile

    The two answers ara correct:
    1) Hexagram or David Star
    2) Regular Star plus one line using two points of the star


    If the 4 soldiers should have been equidistant, the optimal solution would have been the hexagram or the David Star


    Cool man!!


  7. William | Profile

    Of course I meant
    xxxx
    .xx
    .xx
    xxxx
    the spaces disappeared when I posted.


  8. Bobo The Bear | PUZZLE MASTER | Profile

    Yet another solution (I’ll have to describe verbally):


    Draw 15 points in an equilateral triangle formation (like the balls in a rack for a game of 8-ball). Designate one row “1″, the second row “2,3″, the third “4,5,6″, and so on. Then remove points 4, 6, and 13.


    The six rows of four are:
    1,2,7,11
    3,5,8,12
    1,3,10,15
    2,5,9,14
    7,8,9,10
    11,12,14,15


    And I imagine that there are others out there, as well.


  9. suineg | PUZZLE MASTER | Profile

    Very interesting solution Bobo the Bear, I agree with your argument of a plethora of solutions


  10. my2livers | Profile

    Star of David w/ man @ each vertex.


  11. darvz | Profile

    david star!!!!


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