<snapdata remixID="14847616"><project name="Draw a Polygon UR" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="Draw a Polygon UR"><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="%s" initial="1"></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><block s="up"></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" 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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