data:image/png;base64,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data:image/png;base64,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Whichever maze you want to go through, click on the number on your key board twice.Mohammed Hossain.Whichever maze you want to go through, click on the number on your key board twice.Mohammed Hossain. forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction013510-10901datamapmany1data lists11110ia1a3a72a3a7Mohammed Hossain and Lei Huang - Maze 1.a1a-2b-140140,-1401,1,0,0,0,0,0,00,1,1,1,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,1,00,0,0,0,0,0,1,00,0,0,0,0,0,1,10,0,0,0,0,0,0,1