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If the world was flat, would it be possible to see Mount Everest if it was on the other side of the Earth on a clear sunny day?

10.06.2025 01:02

If the world was flat, would it be possible to see Mount Everest if it was on the other side of the Earth on a clear sunny day?

OP: “If the world was flat, would it be possible to see Mount Everest if it was on the other side of the Earth on a clear sunny day?”

You cannot see farther than about 280 miles across the surface. Ever. No matter how hard you try. The only way, and I mean ONLY way to see farther than 280 miles is to fly.

And yes, at that distance, the haze prevents line of sight too. But we know the curve exists in many other ways.

Why do narcissists want to hurt your feelings, even after they discard you?

If the Earth were flat, you would think the telescope on top of Muana Kea should be able to see Everest. It can't. It can't see Mount Shasta in California. It can't even see Kawaikini on Kauai. It cannot see another mountain top more than 280 miles away because the Earth is a sphere.

And if you can see farther from the air, why can’t you do it on the ground??

And you cannot see the top of Everest from the surface more than 280 miles away either, because the Earth is a sphere.

I’m wondering about attachment and transference with the therapist and the idea of escape and fantasy? How much do you think your strong feelings, constant thoughts, desires to be with your therapist are a way to escape from your present life? I wonder if the transference serves another purpose than to show us our wounds and/or past experiences, but is a present coping strategy for managing what we don’t want to face (even if unconsciously) in the present—-current relationships, life circumstances, etc. Can anyone relate to this concept of escape in relation to their therapy relationship? How does this play out for you?

Well, no, not from everywhere on Earth, my friend. As many people have pointed out in the comments, the atmospheric gets pretty thick at distances comparable to the distance obscured by Earth’s curvature. That's why flat earthers love to harp on that point.