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Replace the "Draw Maze 1" block with these blocks to display the other mazes.These 5 mazes are already created for you.Click on the Board sprite to access the maze drawing blocks.Edit these remaining blocks to solve other mazes. Be sure to swap with "Escape Maze 1" block.40140,-1400,0,0,0,0,0,1,10,0,0,0,1,1,1,00,0,0,0,1,0,0,01,1,1,1,1,0,0,01,0,0,0,0,0,0,01,0,0,1,1,1,0,01,1,1,1,0,1,0,00,0,0,0,0,1,1,1