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</pentrails><costumes><list 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s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><l>36</l></block></script></block></script><script x="39" y="440"><block s="down"></block><block s="doRepeat"><l>4</l><script></script></block></script><script x="359" y="67"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script><script x="231.000001" y="430.000001"><block s="turn"><l>90</l></block></script><script x="281" y="263"><custom-block s="pinwheel, branches %s"><l>7</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="turn degrees" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="pinwheel, branches %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="u1l3.1" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>