data:image/png;base64,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110i121I'm kind of bummed that I didn't find a beautiful one-line solution using FIND FIRST, but it just gives the value it finds, not the position in the list, which is what we need to find the line endpoints in WIN LINES. So it's a plain old fashioned FOR loop.data:image/png;base64,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10in actionfalsein actionfalseX's turn?available squaresavailable squares1falseX,O,O,4,X,6,7,8,X-100,50100,50-100,0100,0-100,-50100,-50-50,100-50,-1000,1000,-10050,10050,-100-100,100100,-100-100,-100100,100false