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The direction of the text is the direction the sprite is facing, and color will match the pen color.Hello!121datamapmany1data 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,Empty,Empty,Empty,Empty,Empty,Empty,Empty,Empty1,2,31,4,71,5,92,5,83,5,74,5,63,6,97,8,90truefalse101,,,,,,,,,,,,,,,,