<snapdata remixID="9543915"><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>0</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="up"></block></script><script x="128.33333333333337" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="gotoXY"><l>200</l><l>100</l></block><block s="write"><l>(200,100)</l><l>12</l></block><block s="down"></block><block s="up"></block><block s="gotoXY"><l>187</l><l>265</l></block><block s="write"><l>(187,255)</l><l>12</l></block><block s="down"></block><block s="up"></block><block s="gotoXY"><l>30</l><l>12</l></block><block s="write"><l>(187,-40)</l><l>12</l></block><block s="down"></block><block s="up"></block><block s="gotoXY"><l>-90</l><l>-23</l></block><block s="write"><l>(-90,-23)</l><l>12</l></block><block s="down"></block><block s="up"></block><block s="gotoXY"><l>-40</l><l>11</l></block><block s="write"><l>(-40,11)</l><l>12</l></block><block s="down"></block><block s="up"></block><block s="gotoXY"><l>33</l><l>-100</l></block><block s="write"><l>(33,-100)</l><l>12</l></block><block s="down"></block><block s="up"></block><block s="gotoXY"><l>-200</l><l>-100</l></block><block s="write"><l>(-200,-100)</l><l>12</l></block><block s="down"></block><block s="up"></block><block s="gotoXY"><l>-150</l><l>150</l></block><block s="write"><l>(-150,150)</l><l>12</l></block><block s="down"></block><block s="up"></block><block s="gotoXY"><l>20</l><l>70</l></block><block s="write"><l>(20,70)</l><l>12</l></block><block s="down"></block><block s="up"></block><block s="gotoXY"><l>150</l><l>71</l></block><block s="write"><l>(150,71)</l><l>12</l></block><block s="down"></block><block s="up"></block><block s="gotoXY"><l>300</l><l>300</l></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>