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'Let's Face It' printed from https://nrich.maths.org/
Why do this
problem?
This problem is a lovely way to extend work on magic squares,
combining numerical and spatial ideas.
Key questions
Have you found one way of making a magic square?
How could you change the position of the numbers so that the
square is still magic?
Possible support
This net
may prove helpful - it has a $4$ by $4$ grid on each face.