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013510-1090

1datamapmany1data lists

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422

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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.Replace the "Draw Maze 1" block with these blocks to display the other mazes.These 5 mazes are already created for you.40140,-1401,1,0,0,0,0,0,00,1,1,0,0,0,0,00,0,1,1,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,0,00,0,0,0,0,1,1,1