<snapdata remixID="10201909"><project name="Snap Coordinate System Intro" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="84" y="60" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="278" y="108.16666666666671"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l><comment w="521" collapsed="true">Do not change this block. 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>50</l></block><block s="gotoXY"><l>100</l><l>2</l></block><block s="gotoXY"><l>-150</l><l>78</l></block><block s="gotoXY"><l>200</l><l>7</l></block><block s="gotoXY"><l>0</l><l>109</l></block><block s="gotoXY"><l>42</l><l>56</l></block><block s="gotoXY"><l>20</l><l>-82</l></block><block s="gotoXY"><l>78</l><l>10</l></block><block s="gotoXY"><l>-4</l><l>34</l></block><block s="gotoXY"><l>84</l><l>60</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>