So no answer to this at all? It seems like an obvious flaw in the flat earth model. Since we can all confirm the time of day or day/night accuracy by our own sight across the world we know the data isn't wrong, so how is this possible in a flat earth? And why does it work perfectly for a globe earth?
You'll be hard pressed to get a logical or scientifically depicts or a mathematical calculation that accurately or remotely resembles what we physically observe in the real world. FET can't do it because it's physically impossible.
When you look at the scale where you have the sun(the light source) 32 miles across and 3,000 miles up from the flat plane that appears to be some 35,000 to 40,000 km, or about 24,000 miles across from edge to edge.
Just put that to scale 1 inch per 1,000 miles. 2 feet across and 3 inches up. Or just turn the United States up on end on the FE map and that's about the distance the sun is from the surface of the FE.
How in the world could we see what we do in the real world if this was anywhere near accurate?
From most vantage points we would see the sun in the distance, never going over our head, moving horizontally. In other words we'd have to spin a circle to watch the sun's path in the sky, not look up.
If we were in the path of the sun we'd see it coming at us increasing in size, then after going over head we'd see it traveling away from us decreasing in size thew farther away it got. That's how things work in the real world.
How could this scale light up large areas of the earth's surface or create the phenomena we see on the Antarctic continent, day all summer and night all winter.
How do we know it's day in thew summer and night in the winter there? Because we have exploration and research facilities there. people go there for fun. Another fallacy in FET, that is that we can't go to the Antarctic.