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s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list 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copy where you want it.</comment><script x="63" y="124.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="446" y="232"><custom-block s="pinwheel number of branches %s"><l>12</l></custom-block></script><script x="38" y="226.16666666666674"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>10</l><l>-5</l><l>100</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>