<snapdata remixID="14845527"><project name="Draw a Polygon (In Line)" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="Draw a Polygon (In Line)"><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="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></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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