<snapdata remixID="10259141"><project name="Snap! ALGORITHM (part 1)- 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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