<snapdata remixID="8767603"><project name="loop" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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