I'm having great difficulty trying to understand how it is even possible for the apparent movement of the sun on a flat earth.
Specifically, when it rises and sets.
Geometrically, on a flat earth the sun would, for most of the earth, appear to rise and set *drastically* north of due east/west, even on the equinox.
This simply is not observed.
Some say that the sun is only visible for a few hundred miles, but that's so much crock because it's often visible for 12 hours, and we know that as it goes around it's daily pattern, it is many thousands of miles away at times during which it is clearly blindingly visible.
And even if it were just fading out into the fog, it would fade dimmer and dimmer -- not slice off bottom first over a few minute's period.
It just can't go from entirely obscured to blindingly bright in a few minutes, then be fully visible for 12 hours, then again completely vanish in a few minutes.
And what about slicing off bottom side first.?
I would be most grateful if someone could give me the best explanation for this issue.
The PHEW map does not solve this problem.
The Bipolar map does not solve this problem.
The AZ map doesn't solve it.
I don't see how any flat map could solve it. It's a geometry problem that is inherent to all flat surfaces.
I guess the basic components of this problem are these:
1: How can the sun possibly appear below eyelevel at any time if it's actually always above eyelevel?
2: How can the sun vanish or appear in just a few minutes time while being visible for 12 hours?
3: How can the sun possibly appear half-obstructed by the horizon?
4: How can the sun appear near due west/east at the equator on the equinox on a flat earth?
We can't get by with an answer just for one of those. Each answer for each of those has to also be compatible with all the others.
What am I missing? How can the earth possibly be flat as long as we've got the sun up there doing it's thing?
