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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>0</l><l>60</l></block><block s="gotoXY"><l>-40</l><l>-80</l></block><block s="gotoXY"><l>60</l><l>90</l></block><block s="gotoXY"><l>-20</l><l>-150</l></block><block s="gotoXY"><l>30</l><l>190</l></block><block s="gotoXY"><l>70</l><l>140</l></block><block s="gotoXY"><l>-10</l><l>2</l></block><block s="gotoXY"><l>80</l><l>290</l></block><block s="gotoXY"><l>100</l><l>100</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Snap Coordinate System Intro" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>