data:image/png;base64,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data:image/png;base64,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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 lists11110i121cont3catchtagcontcatchtagSpriteSprite10001000false01,2,34,5,67,8,91,4,72,5,83,6,93,5,71,5,900