<snapdata remixID="11171934"><project name="Darius Kilgore: Lab 0.5" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Darius Kilgore: Lab 0.5"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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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>0</l><l>100</l></block><block s="gotoXY"><l>-60</l><l>-80</l></block><block s="gotoXY"><l>60</l><l>-80</l></block><block s="gotoXY"><l>89</l><l>90</l></block><block s="gotoXY"><l>200</l><l>20</l></block><block s="gotoXY"><l>120</l><l>120</l></block><block s="gotoXY"><l>-160</l><l>11</l></block><block s="gotoXY"><l>178</l><l>170</l></block><block s="gotoXY"><l>156</l><l>94</l></block><block s="gotoXY"><l>90</l><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Darius Kilgore: Lab 0.5" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>