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draw a circle and when the direction is greater than 180 and less than 270, than its red however else its green11It creates 2 dots on the red circle and on those dots, the pen size is larger and blue11draws a circle and when the direction is less than 90, the pen gets thicker11The sprite color will be red until you get to x position 0 and it will turn green