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