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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>193</l><l>0</l></block><block s="gotoXY"><l>60</l><l>10</l></block><block s="gotoXY"><l>120</l><l></l></block><block s="gotoXY"><l></l><l>120</l></block><block s="gotoXY"><l>-190</l><l>-10</l></block><block s="gotoXY"><l>90</l><l>-4</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Snap Coordinate System Intro" app="Snap! 11.0.2, https://snap.berkeley.edu" version="2"></media></snapdata>