<snapdata remixID="12010435"><project name="Draw Polgon (10 Total Shaped)" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Draw Polgon (10 Total Shaped)"><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="%s"></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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