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Yes, interesting. Optimal play should end in a tie every game. He says there are 2 ways for X to win (mirror images of each other). In those cases, O's second m
by jazzychad 17y ago
Yes, interesting. Optimal play should end in a tie every game. He says there are 2 ways for X to win (mirror images of each other). In those cases, O's second move was not optimal.
- pmjordan 17y agoSpoiler alert! :) To beat it: X in a corner, O in the centre, X in the opposite corner. O's move of course must not be in the centre or any of the corners; that way the second O can be placed such that the third X is forced to be in a bad spot.
- kordless 17y agoYes. http://noveltheory.com/tictac/ObXbOXXOX.htm http://noveltheory.com/tictac/ObXbOXXOX.htm