<snapdata remixID="11039378"><project name="Unit 3 Lab 1-Dealing with Complexity-Fractal Art-Aidan Perovic" 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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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