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Experimenting with Animationdraw a blue equilateral triangle of length 50120draw blue and red triangles together.00120120draw blue and red and green triangles together.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 lists11110i121cont3catchtagcontcatchtagSpriteSprite12090902491120