On a similar subject, I found a Flat earth forum discussion about why the moon's surface looks pretty much the same at different locations (phases and orientation excepted).
https://forum.tfes.org/index.php?topic=6673.msg121826#msg121826
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How is it that peope in both hemispheres see the same face of the moon and in fact everyone including people in a position that the moon is travelling to see the same face as the moon as people that observe the moon as it has past over head.
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This is because the higher a receding body is, the less it turns to its side to perspective. In the Moon's case it is such a great hight that it barely turns at all (it does turn a little, however; look up the moon's daily liberation [sic]).
He is right in one way. Diurnal libration is a form of parallax effect whereby we see a little more of one side of the moon (and a little less of the other) owing to to rotation of the earth in RET (or the movement of the moon in FET), between moon rise and moon set.
One explanation of why diurnal libration is so small (about 1 degree) is that the moon is about 385,000km away, and when an object is that far away, parallax effects are small. However, FET has to explain how this can be when the moon is only about 5,000km away.
The explanation given in the thread is that perspective works differently at long distances.
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All observations of very distant objects show that they do not rotate as significantly as theorized. The fact that the moon does not turn (significantly), that Saturn does not tilt, and that the stars do not build up and change configuration at the horizon line, is evidence that those assumptions for how perspective should work at large scales is incorrect.
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As a object increases its height it will turn slower. We do not know how slow, however. Infinitely slow? Does the slowness become imperceptible or perhaps stop turning altogether at some point? Could it be that an object turns so slow that it reaches the vanishing point before rotating to any significant degree? There is a lack of data because the maximums of perspective theory were never studied.
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.. we have no idea how perspective works at larger scales. One could easily claim that perspective scales repressively and slows down to an increasingly infinitesimal pace with increased distance, and that theory would be just as accurate as the theories of the Ancient Greeks who have neglected to provide evidence for the maximums of perspective theory.
This is close to what philosophy of science calls
ad hockery. Any exception to the theory is explained away by some arbitrary assumption or phenomenon. Remember that's how Ptolemy's system survived for a 1,000 years (epicycles).
However it's hard to see how perspective explains this. Perspective is just angular distance. Assuming light travels in nearly straight lines, why would that rule change over long distances?