<snapdata remixID="11075907"><project name="2.1 Squares and Triangles Redux completed" 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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