Instead of further elaborations on my crackpot nonsense, something short:
I expect that there is some distance from a magnetic source between 10^5 meters and 10^7 meters at which there will be magnetic anomalies; in particular, there will be a phenomenon by which the apparent field strength drops much faster than expected and passes through zero into the negative (reversed polarity).
I specifically expect this to be somewhere in the vicinity of 10^6 meters, although the specific distance will vary with the mass of the object.
There should be a second magnetic anomaly somewhere in the vicinity of 10^12 m (So between 10^11 and 10^13), although I suspect at that distance it will be too faint to detect.
More easily detected, because there is a repulsive field at work at these distances—mass should be scarce at this distance from the dominant “local” masses, a scarcity that should continue up to about 10^18 m (between 10^17 and 10^19, although errors really begin to compound here); at 10^18 m, I expect an unusually dense distribution of matter; this value in the vicinity of 10^18 m should be the most common distance between objects in the galaxy.
It should be possible to find large masses (say, black holes) orbiting each other at, accounting for relativistic changes in distance, 10^18m, which we might otherwise expect to fall into one another—that is, there should be unexplainable orbital mechanics between large masses that are this distance apart.
I expect that there is some radius between 10^22 meters and 10^26 meters (vicinity of 10^24) which marks the largest possible size of a galaxy, and some radius between 10^28 and 10^32 (vicinity of 10^30) which marks the most common distance between galaxies.
Galaxies which are between the vicinity of 10^24 and the vicinity of 10^30 meters from one another should be moving apart, on average; galaxies which are greater than the vicinity of 10^30 meters from one another should be falling into one another on average.
Galaxies which are approximately 10^30 meters apart should be orbiting one another—neither moving towards nor away.
Instead of further elaborations on my crackpot nonsense, something short:
I expect that there is some distance from a magnetic source between 10^5 meters and 10^7 meters at which there will be magnetic anomalies; in particular, there will be a phenomenon by which the apparent field strength drops much faster than expected and passes through zero into the negative (reversed polarity).
I specifically expect this to be somewhere in the vicinity of 10^6 meters, although the specific distance will vary with the mass of the object.
There should be a second magnetic anomaly somewhere in the vicinity of 10^12 m (So between 10^11 and 10^13), although I suspect at that distance it will be too faint to detect.
More easily detected, because there is a repulsive field at work at these distances—mass should be scarce at this distance from the dominant “local” masses, a scarcity that should continue up to about 10^18 m (between 10^17 and 10^19, although errors really begin to compound here); at 10^18 m, I expect an unusually dense distribution of matter; this value in the vicinity of 10^18 m should be the most common distance between objects in the galaxy.
It should be possible to find large masses (say, black holes) orbiting each other at, accounting for relativistic changes in distance, 10^18m, which we might otherwise expect to fall into one another—that is, there should be unexplainable orbital mechanics between large masses that are this distance apart.
I expect that there is some radius between 10^22 meters and 10^26 meters (vicinity of 10^24) which marks the largest possible size of a galaxy, and some radius between 10^28 and 10^32 (vicinity of 10^30) which marks the most common distance between galaxies.
Galaxies which are between the vicinity of 10^24 and the vicinity of 10^30 meters from one another should be moving apart, on average; galaxies which are greater than the vicinity of 10^30 meters from one another should be falling into one another on average.
Galaxies which are approximately 10^30 meters apart should be orbiting one another—neither moving towards nor away.