<snapdata remixID="10910474"><project name="2.1 Squares and Triangles Redux_emely jorge " 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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