Look at the surface three miles out from you
And see the horizon, clearly demonstrating Earth is round, and you are yet again spamming pathetic BS, which has already been refuted countless times; all because you can't answer a simple question:
Why?
How do you realize a curved surface is not actually there, or is actually there?
As explained, THE HORIZON!
A flat surface does not have one. It doesn't matter how close you are to the surface, you can see the entire surface, until you drop below and it all disappears at once.
But for a round surface, there is a horizon.
Yes, it is so obvious, yet you refuse to think about it because it shows you are wilfully lying to everyone.
What happens if you rise above the surface at that same point?
You can see further, as already explained.
It’s easy to simulate what we’d see, at all heights above a ball.
And it matches reality.
It is also easy to simulate what we'd see at all heights above a plane, and it doesn't match reality.
They claim nothing can be seen past three to four miles, because it curves downward over the surface
No, that is just your pathetic strawman. One that has been refuted countless times.
Again, the distance to the horizon is given by (as an approximation) sqrt(2*r*h).
Have you ever looked at a ball?
Because you are acting like you have no idea how they work.
That’s why it’s never shown as a valid simulation.
Except those you have already been provided, like this one:
https://walter.bislins.ch/bloge/index.asp?page=Advanced+Earth+Curvature+CalculatorIt simulates both a round Earth and a flat Earth.
And guess which one matches reality?
The RE one.
it’s not hard to understand we’d not see what we do see above Earth now, if it were any sort of a ball shaped Earth.
Then why is it so hard for you to justify your pathetic BS?
Why do you need to repeating the same pathetic BS, even after it is refuted and ignoring the refutation of it?
Why do you need to continually flee from such trivial questions.
How about this, forget absolutely everything they have claimed about Earth, and start from scratch. It is a perfect sphere, with a radius of 6371 km.
How far away should the horizon be? How far away should it be until you can't see anything more.
Make sure you show your working, so if I want a different size sphere, say 1700 km radius for the moon, I can use the same steps.
And make sure you justify your working.
Can you do it?
If it was so easy to understand, it would be trivial to do this.
And in fact it is trivial, but you need another variable, the height of the observer, and that results in the horizon being further away the higher you are.
If that is too impossible for you, then something even easier:
Draw a simple diagram showing the curve blocking the view, and then on that same diagram, show how this is still blocked for a higher observer.
Or, stop with all the pathetic BS and try saying why the government would lie about the shape of Earth by pretending it is round, because no one has been able to provide any motive, not even you.
And when called out on you, you demonstrate you know this to be the case, because of instead of even attempting to defend that idea, you just deflect with more BS lies to pretend Earth can't be round.
You truly are pathetic. The world would be better off without you in it.