<snapdata remixID="10516780"><project name="1.3 Squares And Triangles" 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" id="1"><pentrails>data:image/png;base64,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