Do you think we will ever see a CPT violation?

I don't think that we will, but people are still looking for it, albeit indirectly, and focusing on special relativity. Stuff like "are the photons still obeying Lorenz symmetry here? What about there? And there?". (Note: Lorenz symmetry violations would imply CPT violations.)

Not OP, but: it works similarly to looking at the system in a mirror. The clock's hands turn, well, clockwise, but if you look at the mirror their movement is anticlockwise. Importantly, if you look at that mirror in another mirror, it will be clockwise again. Add yet another mirror and it's anticlockwise.

With a single mirror at position x=0 (and YZ plane), you invert "x" position, so (1, 1, 1) becomes (-1, 1, 1). "Inverting" the spatial coordinates ((x,y,z) -> (-x, -y, -z)) is effectively the same as looking at system through 3 mirrors, located at x = 0 (YZ plane), y = 0 (XZ plane) and z = 0 (XY plane), but that is a bit hard to visualize/arrange in practice so usually you would think of it as an equivalent operation of a point reflection around (0, 0, 0). You are right that the point is arbitrary: the important thing is, among others, that clockwise movement becomes anticlockwise.

Ok, I just gotta say that watching this type of talk here, puts my mind at rest that the Fediverse is going to be alright. That we are in the right place.

Thanks for linking that, i really enjoyed watching all of it!

The cosmological constant and Hubble constant are related, but not the same thing (I'm guessing that's what you meant). Einstein felt there had to be something preventing the universe from collapsing. When he learned that the universe was expanding, he realized that it could just be momentum preventing the collapse, so lambda was a "mistake".

It was possible that the universe could be expanding, but with no dark energy. Then it would have a Hubble constant but no lambda