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. 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?D. Instead of clicking twice, you can use REPEAT to automate.