<snapdata remixID="10048526"><project name="dealing with complexity" 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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