<snapdata remixID="9540976"><project name="Plot Drawing Using a Table" 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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</pentrails><costumes><list 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