<snapdata remixID="9819424"><project name="Lab 2.1 Square and Triangles Redux" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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="true" sublistIDs="false" scheduled="false" 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