this was too show that you can make a variety of shape, makes five pinwheels at random locations when you press the p key, and makes a firework show when you press the f key. this also has a picture of a house in the clouds once you press the d key... 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a square that has side lenth 50draws a pentagon that has side lenth 50draws a pentagon that has side lenth 501draws a square that has side lenth 501