data:image/png;base64,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data:image/png;base64,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 key 3 is pressed, the sprite draws a green circle with 1/4 of the circle being thicker than the rest.When key 2 is pressed, the sprite follows mouse. It says the position of the mouse and turns green when on a position that is 90 or greater and turns red when on a position that is 89 or lower.When key 1 is pressed, the sprite turns and draws red on the left then turns and draws green on the right.11When key 4 is pressed, the sprite draws a green circle with 1/4 of the circle being red.11To Do Circle 411To Do Circle 211To Do Circle 1To Do Circle 3