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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