<snapdata remixID="9891533"><project name="Squares 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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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