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