<snapdata remixID="14929791"><project name="Hayeon Woo _ Midterm" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="Hayeon Woo _ Midterm"><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>50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition></blocks><primitives></primitives><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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