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.my work starts hereadd comment here...1make 4 pinwheel branches.145,26,68,141making 5 pinwheel branches145,26,68,151making 6 pinwheel branches 145,26,68,161make 12 pinwheel branches 145,26,68,112How many do you want to make?This algorithm draw a pinwheel this makes a pinwheel with 7 branches