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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="down"></block><block s="gotoXY"><l>10</l><l>-180</l></block><block s="gotoXY"><l>50</l><l>-50</l></block><block s="gotoXY"><l>20</l><l>180</l></block><block s="gotoXY"><l>100</l><l>200</l></block><block s="gotoXY"><l>120</l><l>100</l></block><block s="gotoXY"><l>0</l><l>-20</l></block><block s="gotoXY"><l>120</l><l>-120</l></block><block s="gotoXY"><l>20</l><l>30</l></block><block s="up"></block></script><script x="268" y="419.83333333333337"><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Snap Coordinate System Intro" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>