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 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.These 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,-1401,0,0,0,0,0,0,01,1,0,0,0,0,0,00,1,1,0,0,0,0,00,0,1,1,0,0,0,00,0,0,1,1,0,0,00,0,0,0,1,1,0,00,0,0,0,0,1,1,00,0,0,0,0,0,1,1