<snapdata remixID="9762854"><project name="First Project 1.0" 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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id="2"><item><costume name="bg-mountain-fore " center-x="240" center-y="180" 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running" center-x="47.5" center-y="100" 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name="First Project 1.0" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>