<snapdata remixID="9771353"><project name="Lab 3.2_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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id="2"><item><costume name="bg" center-x="240" center-y="180" 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