<snapdata remixID="11997161"><project name="U1L3-PinwheelExtension" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="U1L3-PinwheelExtension"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel %&apos;branches&apos; %&apos;numOfPinwheels&apos; %&apos;backup&apos; %&apos;size&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><block var="numOfPinwheels"/><script><block s="doRepeat"><block var="branches"/><script><block s="down"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block><block s="up"></block></script></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block></script></block-definition></blocks><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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