

this is actually interesting, im currently on bed so im not writing a proof, but the rule for a 3x3 magic square of conseqetive numbers seemed to be (tested on one other example) that its inverse is 1/(3*middle number), the 3 could be the dimension of the square?
if this is true, this begs the questions:
- is it still true for squares of non conseqetive numbers?
- what happens when the square is 4x4 where a centre number doesnt exist
either way im gonna have a go at it when i wake up tmr, and im pinning this for being one of the coolests finds in the community
was about to fall asleep but then PROPOSITION:
i.e. there r and infinite number of 1x1 magic squares, but there is only one case to deal with if we want to prove anytning about it