<snapdata remixID="11540348"><project name="SeatNumberChallengeVariables" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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name="SeatNumberChallengeVariables" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="RoomD149Class" center-x="240" center-y="135" 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" 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