<snapdata remixID="12672030"><project name="plot a drawing" app="Snap! 9.0, https://snap.berkeley.edu" 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</pentrails><costumes><list 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This puts the sprite back to the middle of the screen every time your start the script.</comment></block><block s="gotoXY"><l>90</l><l>90</l></block><block s="up"></block></script></block></script><script x="624" y="206.16666666666674"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="plot a drawing" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>