data:image/png;base64,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data:image/png;base64,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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
0,0,0,0,0,0,0,1
0,0,0,0,0,0,0,1
0,1,1,1,1,0,0,1
0,1,0,0,1,1,1,1
0,1,0,0,0,0,0,0
1,1,0,0,0,0,0,0
1,0,0,0,1,1,1,1
1,1,1,1,1,0,0,1