<snapdata remixID="10247691"><project name="Starter project for text operators practice" 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 struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="ruby a" center-x="26.5" center-y="85.5" 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" 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