Sums of each row, column, and main diagonals are equal.
1 Make a magic square with nine consecutive composite numbers-thesmallest possible.
2 She has a tattoo of a magic square above her sacrum.
3 The second diagram is a most favourable magic square position.
4 Adjacent to this, in the upper right hand corner, is a magic square of four.
5 There are eight ways of forming the magic square - all merely different aspects of one fundamental arrangement.
6 But only a child shrieked in answer from a magic square of chalk upon the pavement.
7 Can you construct this curious little magic square ?
8 I believe such a magic square cannot be constructed in the case of any order lower than 8.
9 The puzzle is to construct the magic square , under the same conditions, with the 8 in the position shown.
10 Now, with nine of the remainder (different suits are of no consequence) form the above magic square .
11 The left hand drawing in Figure 4 represents the smallest aggregation of numbers that is capable of magic square arrangement.
12 In Diagram A we have a magic square in prime numbers, and it is the one giving the smallest constant sum that is possible.
13 If, in such a magic square , a simple graphic symbol be substituted for the numbers belonging to each order, pattern spontaneously springs to life.
14 I made her, by way of jest, two magic squares , which delighted her.
15 This is the form in which I first introduced the question of magic squares with prime numbers.
16 Widener not the first artist to use magic squares in art, nor to play with dates in one.
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