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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>50</l><l>100</l></block><block s="gotoXY"><l>-50</l><l>-100</l></block><block s="gotoXY"><l>-150</l><l>100</l></block><block s="gotoXY"><l>50</l><l>100</l></block><block s="up"></block><block s="gotoXY"><l>-50</l><l>-100</l></block><block s="down"></block><block s="gotoXY"><l>150</l><l>-100</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="gotoXY"><l>-101</l><l>0</l></block><block s="gotoXY"><l>-50</l><l>100</l></block><block s="gotoXY"><l>50</l><l>-100</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="gotoXY"><l>150</l><l>-100</l></block><block s="setSize"><l>8</l></block><block s="doRepeat"><l>22</l><script><block s="setHeading"><l>120</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>15</l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>288</l><script><block s="turn"><l>5</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 0.5 Plot a Drawing" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>