<snapdata remixID="12270527"><project name="1.3 Polygons Lena Damigella" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="1.3 Polygons Lena Damigella"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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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