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