<snapdata remixID="12305014"><project name="lab 5.2" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="lab 5.2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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