No matter where you start, and no matter where you finish, there will be exactly one answer to each of my mazes.

There is one exception to this rule. You cannot start inside a closed loop and end outside that closed loop. For example, you can't start inside the "O" in ABOUT and end outside that "O". But you can start inside the "O" in COMMENTS and end somewhere else, because that "O" is not a closed loop.

This means that each maze you print can be solved many times. Print another copy. Mark a new entrance and exit, and you have a new puzzle to solve.

You don't need to start and finish on the edges. Can you find the only path which leads from the middle of one "M" to the middle of the other?

The insides of closed loops, like the "O" in ABOUT are actual mazes separate from the full maze. Most of the time, these "inside mazes" will be different, but because they are small mazes, you will see some repetition.

My program that creates these mazes is 110% random. It never creates the same maze twice. If you order one hundred mazes that read "GOD LOVES YOU", you will get 100 different mazes.

Here's a hint that can make ANY MAZE solvable, even my hardest ones. Don't look for the answer. Instead, look for the dead ends. Shade in every dead end that you find. Keep doing this and eventually, the answer will be left over in white.

My mazes are just as hard to solve backwards as they are forwards. The reason for this is that I make the maze from both ends at once. My "solution" starts at both the start and finish points AND it ends at some random point in the middle of the maze. If you watched the computer make the maze, you still wouldn't know where the answer was.