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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>80</l><l>-25</l></block><block s="gotoXY"><l>-80</l><l>25</l></block><block s="gotoXY"><l>75</l><l>-76</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>65</l><l>99</l></block><block s="gotoXY"><l>58</l><l>39</l></block><block s="gotoXY"><l>97</l><l>25</l></block><block s="gotoXY"><l>-87</l><l>-92</l></block><block s="gotoXY"><l>100</l><l>87</l></block><block s="gotoXY"><l>-200</l><l>-65</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="
snap coordnate system intro" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>