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