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