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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
1,1,1,1,1,1,1,1
0,0,0,0,0,0,0,1
0,0,0,0,0,1,1,1
0,0,0,0,0,1,0,0
0,0,0,1,1,1,0,0
1,1,1,1,0,0,0,0
1,0,0,0,1,1,1,1
1,1,1,1,1,0,0,1