<snapdata remixID="10371185"><project name="Unit 3 Lab 1: Dealing with Complexity Pt2 [Completed]" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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</pentrails><costumes><list 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