<snapdata remixID="9498507"><project name="Equilateral Triangle Starter" 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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