## THE MAGIC STRIPS.

(

Magic Squares Problem.)

I happened to have lying on my table a number of strips of cardboard,

with numbers printed on them from 1 upwards in numerical order. The idea

suddenly came to me, as ideas have a way of unexpectedly coming, to make

a little puzzle of this. I wonder whether many readers will arrive at

the same solution that I did.

Take seven strips of cardboard and lay them together as above. Then

write on each of them the numbers 1, 2, 3, 4, 5, 6, 7, as shown, so that

the numbers shall form seven rows and seven columns.

Now, the puzzle is to cut these strips into the fewest possible pieces

so that they may be placed together and form a magic square, the seven

rows, seven columns, and two diagonals adding up the same number. No

figures may be turned upside down or placed on their sides--that is, all

the strips must lie in their original direction.

Of course you could cut each strip into seven separate pieces, each

piece containing a number, and the puzzle would then be very easy, but I

need hardly say that forty-nine pieces is a long way from being the

fewest possible.

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