<snapdata remixID="11310221"><project name="Pinwheel Programs Lab" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Pinwheel Programs Lab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel branches %&apos;number of branches&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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