data:image/png;base64,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:image/png;base64,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 creates a pinwheel with 12 sides. (yellow)
Kelly Xie
Jessica Xu255,168,240,15This creates a pinwheel with 5 sides. (pink)
Kelly Xie
Jessica Xu255,251,77,1You 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 block draws a pinwheel.
The imput says how many branches to give the pinwheel,This creates an asterisk.
Jessica Xu
Kelly XieThis creates a polygon.
Kelly Xie
Jessica Xu