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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.7These 5 mazes are already created for you.Replace the "Draw Maze 1" block with these blocks to display the other mazes. forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction013510-10901datamapmany1data lists11110i40140,-1401,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,1,1,1,1,1,1,1