<snapdata remixID="15025596"><project name="Polygon Drawing Assignment" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="Polygon Drawing Assignment"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pie" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs></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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