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