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D. Instead of clicking twice, you can use REPEAT to automate.C. After drawing the spike, turn half way around ("do a 180"). How many times must you run this script to get the sprite to face the way it started (facing "right" or "to the east")?B. It's easier to see what's happening if the script waits between steps.A. Click this script. What does it do?