Welcome to my TIC TAC TOE game
Based off the inspiration of Unit 2 Lab 4 of the BJC course.
Created by: Alexander Literski
*Two Player Game*
Controls:
'R' to Reset Scoreboard
'Click' "Empty" Space - To Place 'X' or 'O'
Have Fun!data:image/png;base64,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data:image/png;base64,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9
WIN MESSAGES
Setup Commands
LABEL 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 lists11110i121cont3catchtagcontcatchtagSpriteSprite5015050150counter1item.3EmptyXXXOOOGets rid of 'X Goes First' Once move is madetrueEmpty,Empty,Empty,Empty,Empty,Empty,Empty,Empty,Empty1,2,34,5,67,8,91,5,97,5,31,4,72,5,83,6,9false002true