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bvvU2JX0YApsRtSl8jCcD0vbcp8csIwJS4TelrJAGYvvc2JX7Z/wBHiiSnL5TYYQAAAABJRU5ErkJggg==data:image/png;base64,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
forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction1
data
mapmany1
data lists
1
1
140,-140
0,1,1,0,0,0,0,0
0,0,1,1,0,0,0,0
0,0,0,1,1,0,0,0
0,0,0,0,1,0,0,0
0,1,1,1,1,0,0,0
0,1,0,0,0,0,0,0
0,1,1,1,1,1,1,1
0,0,0,0,0,0,0,1