<snapdata remixID="10778980"><project name="Lab 3.2_Starter" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="false" sublistIDs="false" scheduled="false" 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https://snap.berkeley.edu" version="1"></media></snapdata>