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Context: you are forgetting about the picks for your opponent! Including picks for your opponent there are definitely 6!=720 ways of doing this.
I see where I went wrong.
Im still not sure the actual number is 720 though because it doesnt filter out duplicate moves, ie you couldnt choose both column 1 for yourself and your opponent.
Am I right in thinking this way?
Ill refine my method to take this into account and post back the results.
Sorry, you are right, the actual possible moves for a player to make is 720. That makes the possible sequence of plays each player could make combined to be 518400.
Also, Ive found what im calling the "Perfect Square" it gives no statistical advantage to either player. Im using it for a baseline to compare other magic squares against.
36 1 36 1 36 1
1 1 1 36 36 36
36 36 36 1 1 1
1 36 36 1 1 36
1 1 1 36 36 36
36 36 1 36 1 1Now im curious about how many "perfect squares" that exist other than the one above?
Last edited by context fabric (2015-02-25 09:00:10)
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