<snapdata remixID="9626778"><project name="Running" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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