<snapdata remixID="11894436"><project name="shap" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="shap"><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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