data:image/png;base64,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data:image/png;base64,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10This part stops the game from continuing after X has wonThis part stops the game from continuing after C has wonThis shows that is X's turn to go and when you press a spot on the board thats where X will be placed. X's turn?3.3.3.5LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.Hello!121datamapmany1data lists11110i121cont3catchtagcontcatchtagSpriteSpriteI'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.falseO,X,X,X,X,O,O,O,Xtrue-100,50100,50-100,0100,0-100,-50100,-50-50,100-50,-1000,1000,-10050,10050,-100-100,100100,-100-100,-100100,100