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

You will need 5 copies of this script. To duplicate a script, right-click (or control-click) on it. You will see a menu of options. Choose "duplicate." Move the copy where you want it.1hue11001hue11001hue11001hue11001hue11001hue11001hue11001hue11001hue11001hue11001hue11001hue11001hue11001hue1100hue1100Put in a number, any number! It'll create a pinwheel with the amount of branches as the nummber you put in!

This makes any sided pinwheel based on the number you put in the empty space.