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select="1"><scene name="Procedure Development"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawAPolygon %&apos;numberOfSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="numberOfSides"/><script><block s="forward"><l>30</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></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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%n"><l>3</l></custom-block></script></scripts></sprite><watcher var="numberOfSides #" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="numberOfSides #"><l>5</l></variable></variables></scene></scenes></project><media name="Procedure Development" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>