data:image/png;base64,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data:image/png;base64,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You will need 5 copies of this script.
To duplicate a script, right-click (or control-click) on its
TOPMOST block. (In this case, the REPEAT block.)
You will see a menu of options. Choose "duplicate."
Move the copy where you want it.This script gives you a 3-braches pinwheel100-253This block code helps you create a pinwheel.
The input says the amount of braches that the pinwheels have.This polygon block uses only commands like "move" and "turn", it is simpler than the other one.
TianJuan Ruan
Aron Wu