<snapdata remixID="9761250"><project name="Squares and Triangles 2.1" 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="120" 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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