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Debug this code! Make the sprite draw a rectange starting at (0,0). Use the Stepping button above, and make *sure* it is reset properly each time. After hitting the Flag... 1. Clear the screen 2. Set the Sprite at (0,0) 3. Say Rectanglefor 1 Second 4. Hide the Sprite 5. Draw the rectangle 6 Start over from the beginning!