<snapdata remixID="9515563"><project name="Kaleidoscope Starter" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item><item><costume name="Why" center-x="240" center-y="180" 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