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14141414When the green flag is clicked, the white board will clear up and the pen will go down so that is can draw. Here the script just plays music for a few seconds. So the pen will go to the point (15,30) and the color of the pen will become blue and the thickness of the pen will become 5. Now the pen will go to 55, 30 and the pen will go back down so that it can draw. The pen will move 25 steps forward then rotate 90 degrees four times. This creates a square which will be one of our eyes. The pen will move 25 steps forward then rotate 90 degrees four times. This creates a square which will be the other one of our eyes. Now the pen will go to (40, -10) and the pen color will be set to pink and the pen thickness will be set to three. The pen will move 15 steps forward then rotate 90 degrees four times. This creates a square which will be the mouth. Now the pen will go to (0,50) and the pen color will be set to beige, the pen thickness will be set to three. The pen will move 100 steps forward then rotate 90 degrees four times. This creates a square which will be the outline of the face .