After watching a video by Veritasium about measuring (or, more accurately, not measuring) the one-way speed of light, I believe I have come up with a way to measure it. I'm guessing somebody else has thought about this setup before, so there is probably something I am missing that explains why it (most likely) isn't the answer to the problem.
Here it is:
Put a clock on the event horizon of a black hole (and somehow prevent it from falling in). Send a light pulse tangent to the event horizon. Since the light would travel around the event horizon, it would return to the clock, at which point you could measure the time difference. The distance the light travels on the event horizon is just the circumference, so you could use $v=\Delta x /\Delta t$ to find the one-way speed of light. I haven't studied GR (I've only watched a few videos and read a little bit about it), but I've heard that spacetime is warped by mass (this is why there is gravity, which also causes black holes). Since spacetime around a black hole warps, I belive the light would just travel in a straight line in spacetime, which would mean that we are finding the one-way speed of light.
I'm guessing something is wrong with this setup (other than its obvious impracticality), so what is it? Is it my lack of knowledge of GR or something else?
Also, I don't know how to extract the data from the event horizon, so if you have any ideas for that, please let me know. Thanks in advance!