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forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction013510-10901datamapmany1data lists11110iLuke WilsonLuke Wilson37372This is the most efficient it can get.7Luke 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Edit these remaining blocks to solve other mazes. Be sure to swap with "Escape Maze 1" block.Click on the Board sprite to access the maze drawing blocks.add comment here...Replace the "Draw Maze 1" block with these blocks to display the other mazes.These 5 mazes are already created for you.40140,-1401,0,0,0,0,0,0,01,1,1,1,1,1,1,10,0,0,0,0,0,0,10,0,0,0,0,0,0,11,1,1,1,1,1,1,11,0,0,0,0,0,0,01,0,0,0,0,0,0,01,1,1,1,1,1,1,1