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Messages - skeptical

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I know there's several threads asking the question and many people writing in saying there's a south pole star grouping.  And it can easily be proved by just going to the southern hemisphere (I've spent 3 years below the equator).  My question is: do FEer's deny an opposing southern spin altogether or do they have an legitimate explanation for the southern hemisphere's opposite center point point in the night sky? 


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As the sun moves away from it's upper most position in the sky and closest point to us, it should get slower and slower as it descends.  Based on a flat plane perspective, as it reaches the horizon it should basically come to a stop since it is traveling almost perfectly away from us at that point. 
Above us it is traveling perpendicular to us - so it appears to move it's fastest.
at the horizon, it's moving parallel away from us so we shouldn't see it move at all.

If the the earth is a spinning sphere, it should basically look the same size as it plots across the sky most of the sky until it shines through our atmosphere - which is does. 


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I have to see some evidence of this "Sun looking twice as big near the horizon" claim. If anything, the Sun is either the same exact size near the horizon as it was in the middle of the sky, or slightly smaller or slightly squished vertically, based on what I've seen. I don't know if a spotlight sun is widely accepted by the FE community. I certainly don't think it is a spotlight, and from what I see, there is a gradual transition from day to night. The further the light travels, its color changes due to interaction with the atmosphere. Shortly after the red wavelength, it becomes invisible. The atmosphere isn't perfectly clear, it's opacity, and the distance to the light source, is what causes the darkness of night.

As for why it appears to go under the horizon seems to be chalked up to not knowing what a 300mi diameter object looks like as it goes overhead. If you watch a plane fly out over an ocean, even though it may be maintaining its altitude, it appears to be heading down to interact with the horizon before it becomes invisible due to the atmosphere. The assertion is we simply don't know how an object like the Sun would appear if it is beyond the vanishing point.

The sun sets, the sun gets bigger as it sets, and it appears to move faster.  Not slower and slower like a plane in the sky does.  If you disagree with that, well, then our eyes are made differently.   Being a avid nature enthusiast, that would mean my eyes have been lying to me for many many years.

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I'm confused about the idea of the sun going under the horizon (or just disappearing) if the earth is flat. 
Two things strike me:
1) if the sun follows the laws of perspective it should get smaller and smaller as it moves towards the horizon. And because it's above the horizon, based on perspective, it should always stay above the horizon point but it should just get tiny until it is a point.  But it doesn't, it gets what seems to be twice as big as it gets closer to the horizon.
2) based on the concept that the sphere of light coming from the sun doesn't just shine in 360 degrees but is refracted downward into a cone shape - we get night and day on a flat earth instead of night-time just getting dimmer and dimmer.  Ok, got it.  But my understanding of a sunset is that if the earth is round, as it hits the edge on of the atmosphere it stretches the longer colors around the edge, making it look LARGER AND LARGER as it sets.  But based on the flat earth concept of light refraction, the sun isn't stretched at the edge, it's compressed!  Therefore, based on this concept, just like the sun gets BIGGER in round earth theory, the sun should get compressed and smaller and smaller as you reach the edge of day/night.   
So, not only should the sun get smaller and smaller as it sets based on perspective, it should also "look" even smaller, faster, as you reach the refractive edge.  It seems very counterintuitive to me to what I see at night and what FEers say is happening.  How does FE explain this?   

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