<snapdata remixID="10269420"><project name="Snap! ALGORITHM- Drawing Shapes Assignment" 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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