<snapdata remixID="10071505"><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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</pentrails><costumes><list 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