<snapdata remixID="10433147"><project name="This Is Balloon" 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="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="-31" y="126" 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="Untitled" center-x="66" center-y="58" 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id="10"/></item><item><costume name="Untitled(2)" center-x="240" center-y="180" 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