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