<snapdata remixID="10699475"><project name="Squares, Triangles, and Stars." 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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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