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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>100</l><l>0</l></block><block s="gotoXY"><l>100</l><l>100</l></block><block s="gotoXY"><l>-100</l><l>86</l></block><block s="gotoXY"><l>24</l><l>-96</l></block><block s="gotoXY"><l>12</l><l>64</l></block><block s="gotoXY"><l>-55</l><l>-44</l></block><block s="gotoXY"><l>63</l><l>112</l></block><block s="gotoXY"><l>-230</l><l>-12</l></block><block s="gotoXY"><l>30</l><l>180</l></block><block s="gotoXY"><l>73</l><l>-134</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="lab 0.5 Snap Coordinate System Intro" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>