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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="doGlide"><l>1</l><l>100</l><l>80</l></block><block s="doGlide"><l>1</l><l>200</l><l>20</l></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block><block s="doGlide"><l>1</l><l>5</l><l>-60</l></block><block s="doGlide"><l>1</l><l>209</l><l>-40</l></block><block s="doGlide"><l>1</l><l>190</l><l>100</l></block><block s="doGlide"><l>1</l><l>-120</l><l>80</l></block><block s="doGlide"><l>1</l><l>-110</l><l>-70</l></block><block s="doGlide"><l>1</l><l>-80</l><l>-65</l></block><block s="doGlide"><l>1</l><l>-84</l><l>-20</l></block><block s="doGlide"><l>1</l><l>-30</l><l>-13</l></block><block s="doGlide"><l>1</l><l>-29</l><l>-60</l></block><block s="doGlide"><l>1</l><l>14</l><l>-60</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Snap Coordinate System Intro Lab 0.5" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>