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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.It does the same exact thing the pinwheel code does but you can specify the amount of bracnhesIt moves 100 steps waits then moves -70 steps and waits the about of times it is repeated and turned