<snapdata remixID="9165672"><project name="Equilateral Triangle" app="Snap! 5.4, http://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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