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