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This code brings the sprite wherever you move the mouse. If you move the mouse to the left of position 0 on the x-axis then your sprite will be red. If you move the mouse to the right of position 0 on the x-axis then your sprite will be green. 11This code draws a circle. When the direction of the sprite is 30 and 60 then sprite draws in blue with a greater pen size. This appears as two blue dots when the sprite has a direction of 30 and 60. When the direction of the sprite is any other number the sprite draws in a thin red line. 1111This code draws a circle. When the direction is less then 90 degrees the sprite draws a thicker line. While the sprite draws a thinner line when the direction of the sprite is greater then 90 degrees.