<snapdata remixID="9576256"><project name="Snap Coordinate System Intro" app="Snap! 6, https://snap.berkeley.edu" 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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" scheduled="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>20</l><l>20</l></block><block s="gotoXY"><l>50</l><l>50</l></block><block s="gotoXY"><l>40</l><l>-40</l></block><block s="gotoXY"><l>100</l><l>-100</l></block><block s="gotoXY"><l>200</l><l>200</l></block><block s="gotoXY"><l>80</l><l>-80</l></block><block s="gotoXY"><l>87</l><l>90</l></block><block s="gotoXY"><l>100</l><l>45</l></block><block s="gotoXY"><l>55</l><l>65</l></block><block s="gotoXY"><l>100</l><l>-68</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Snap Coordinate System Intro" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>