Arrange the numbers 1 - 16
(one number to a cell) such that each row, column, and
main diagonal produces different sums. Those sums should
be able to be arranged to form a consecutive series of
numbers. For example, if one sum is 6, then the others
will be 7, 8, 9, 10, and so on.
F.Y.I.: Since magic squares
have a constant sum in each row, column, and diagonal,
this type of square is referred to as an anti-magic square.
Here are some possible
solutions:
Solution 1:

Solution 2:
