<snapdata remixID="10826335"><project name="U3L1 Lists/Data Structures" 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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