<snapdata remixID="10123143"><project name="3D effect" 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 id="2"><item><costume name="Untitled" center-x="227" center-y="173.5" 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" 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