# Which permutation of dominoes knocks over the end path?

I made a short and simple domino puzzle, where there are four domino tracks that can be knocked over in any permutation, and the goal is to knock over the final path that will take down the domino fortress. Only one permutation should be able to do so. Please note that when a domino hits two dominos that are perpendicular, then it is blocked, but a domino can knock over another domino over the top of the fallen dominoes, unless they are too far apart. This puzzle should be a simple, easy puzzle to solve. Here is a Powerpoint Shapes version:

• May I suggest the tag mechanical-puzzle? Also, do you think that a find-the-order tag will be useful in general? Commented Jul 16, 2017 at 2:14
• Have you read the wiki of mechanical-puzzle. Does this really fit that definition? I do believe that find-the-order has a use in categorising different puzzles with a similar theme. Commented Jul 16, 2017 at 2:21
• It appears to me that you can knock over the paths in any order, and you will trigger the top path when you have knocked over the left-most path at the bottom. The top path leads to a grainy box at the top of the picture. It could be a humane mousetrap or a small Wi-Fi router, for all I can tell from the photo, but I guess that it is the domino fortress, since nothing else in the picture looks the least bit like a fortress. I can’t tell which way the dominoes in the fortress (if that’s what they are) are facing, so I don’t know whether being hit by a domino or two will take it down. … (Cont’d) Commented Jul 16, 2017 at 6:10
• (Cont’d) …  I doubt that this is what you are thinking, so I’m not posting it as an answer.  I doubt that taking the same photograph again will help; you might get a better result if you use a better camera (or a better photographer).  A drawing of the layout (done with a drawing tool, like Paint or PowerPoint) might help. Commented Jul 16, 2017 at 6:10
• @PeregrineRook I have a much better camera, this image is old. Commented Jul 16, 2017 at 6:59