Penrose Mazes (2020)
justinpombrio.net
justinpombrio.net
First you create an initial maze, and randomly remove a wall. This generates a loop in your maze. Then in the loop you randomly add one wall, this removes the loop in the maze while keeping all cells reachable. As you iterate this operation your maze will get more and more different.
Not apparent enough. I spent five or ten minutes finding dead ends in the green area and gave up.
I remember being amused that Paint's flood fill could be used to solve mazes. It shows that flood fill is, worst case, as hard as solving a maze, so it needs to do something like DFS or BFS.
The green walls are contiguous (connected), and the blue walls are also contiguous, but green and blue don't touch anywhere. So the border between the green and blue sections defines the path.
If you made the maze into a physical model, with walls but no floor or ceiling, the green and blue sections would "pull apart" from each other along that border.