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At the end this isnt part of the pattern so it moves forward once left once and foward again. JA210data:image/png;base64,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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.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.40140,-1401,0,0,0,0,0,0,01,0,0,0,0,0,0,01,1,0,0,0,0,0,00,1,0,0,0,0,0,00,1,0,0,0,0,0,00,1,1,0,0,0,0,00,0,1,0,0,0,0,00,0,1,1,1,1,1,1