Honestly, your method is just another "let's solve pieces in a random order" method, and there are hundreds of those. For speed, it's nothing special. A good method isn't just about people putting in work to find algs, it's about solving pieces in an order which makes sense and provides low movecounts and easy recognition. As far as I can see, this method doesn't have potential to be fast, and certainly doesn't have the potential to be competitive enough with Reduction or Yau that people will use it as their main or give it tons of attention.
Look at it this way. It includes pairing centers and edges, so let's compare it to reduction - where are you saving time over reduction? What part is faster? I don't see any step that couldn't be done faster by just solving those pieces with reduction. For instance, in the last 8 edges step, looking for pieces both on the top and bottom is really slow and since you can't see everything at once you are going to be very inefficient in a speedsolve. Also, having the E layers and corners solved means that you're basically restricted to commutators, which everyone agrees are slow. There is no freedom to just move pieces around (like how in the edges step of reduction you can move the outer layers without breaking anything) so you are pretty much using commutators and setups to do everything, which is incredibly move-inefficient. You might as well just use the Milan method at that point.
Also, 30 minute videos are ridiculous. Nobody is going to watch that just to learn a method that can be fully explained in a couple of paragraphs of text. And that's even if someone likes watching your videos, which I personally don't. Just for reference, you could include a full tutorial of Reduction or Yau, complete with fast sample solves, all necessary parity algorithms, and explanations of all the major variations, in well under 30 minutes. It's a lot of time. And your method doesn't have all that stuff developed yet, so you're just explaining the idea and maybe doing a solve, which shouldn't take anywhere near that long.