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select="1"><scene name="Snap Coordinate System Intro"><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>90</l><l>-10</l></block><block s="gotoXY"><l>-90</l><l>40</l></block><block s="gotoXY"><l>22</l><l>56</l></block><block s="gotoXY"><l>44</l><l>-69</l></block><block s="gotoXY"><l>88</l><l>96</l></block><block s="gotoXY"><l>57</l><l>-58</l></block><block s="gotoXY"><l>47</l><l>12</l></block><block s="gotoXY"><l>47</l><l>-95</l></block><block s="gotoXY"><l>38</l><l>48</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Snap Coordinate System Intro" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>