<snapdata remixID="10559759"><project name="1.3 Drawing shapes" 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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