<snapdata remixID="9518379"><project name=".5 coordinate system drawing (B-2)" 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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