<snapdata remixID="12906618"><project name="pinwheel lab" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="pinwheel lab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><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></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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</pentrails><costumes><list 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branches"/></block></block><block s="up"></block></script></block></script></scripts></sprite><watcher var="number of branches" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="number of branches"><l>12</l></variable></variables></scene></scenes></project><media name="pinwheel lab" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>