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