<snapdata remixID="10244318"><project name="6A.12MinMaxProgramming" 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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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list 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