<snapdata remixID="13163108"><project name="shapes final" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="shapes final"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></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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