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