Are you planning on just continually repeating the same refuted BS while continually refusing to engage in any meaningful way with the refutation of that BS?
Again, these simple diagrams show you are blatantly lying to everyone:

For a flat surface, the ground appears to continue to rise, never stopping so never producing a horizon.

For a round surface, the ground initially appears to rise, but reaches a peak after which it appears to go back down, producing a horizon.
It doesn't matter how many times you repeat the same refuted BS, these 2 simple diagrams are irrefutable proof that you are lying to everyone and that a round surface produces a horizon while a flat surface does not.
Likewise, this simple graph and simple equations that it uses show you are lying as well.
https://www.desmos.com/calculator/t71r8fecptIf you want to pretend that you are telling the truth, and be in any way convincing you need to deal with these simple arguments that show beyond any doubt that you are lying to everyone.
Continuing to ignore them to just repeat the same refuted BS just shows how dishonest you are; how you are willing to blatantly lie to everyone and repeat the same refuted lies to pretend Earth is flat; it shows that you do not give a damn about the truth at all; that all you care about is propping up your delusional fantasy.
No, on a flat surface like on Earth, the surface appears to rise more and more with more distance away, not less and less.
i.e. it continues to rise FOREVER! It will NEVER produce a horizon.
In order to produce the horizon you need it to stop rising.
This is not hard to understand.
The horizon is the point where the ground appears to stop rising, where it appears to reach a peak.
That is exactly what you cannot get for a flat surface.
You cannot honestly say it forms a horizon if you are saying it continues to rise.
You can only have 1.
vanishing point
Again, the vanishing point, a hypothetical point where parallel lines meet, is infinitely far away and has nothing at all to do with this discussion.
Beyond the horizon we only see objects higher than the horizon, or the upper parts of them higher than the horizon, until they are too distant as well past the horizon.
Yes, exactly as expected for a curved surface.
If the surface WAS curved, it WOULD rise less and less with more distance
How about instead of using these clearly intentionally confusing words, what do you mean by rise more and more vs rise less and less?
By "rise more and more" do you mean that the angle of elevation will increase, with no comment on how quickly it increases; and by "rise less and less" do you really mean it will "drop more and more" with the angle of elevation decreasing, with no comment on how quickly it decreases?
Or, by "rise more and more" do you mean that the angle of elevation will increase at an increasing rate, and by "rise less and less" you mean the angle of elevation will increase at a decreasing rate?
I am going to assume you mean the former.
In which case, WRONG!
It has been explained repeatedly why that is pure BS.
because it would curve down more and more with more distance.
Again, if it was as simple as that, NOTHING below you would EVER appear to rise.
What you have is 2 competing effects.
There is the simple effect of perspective making it appear to rise, and the curvature making it physically lower.
You need to determine which effect is more significant, and this will not always be the same.
Again, the rate of change is proportional to e/d^2 or 1/2R. So for small values of d, one will dominate, for large values the other will.
That means initially it will rise, until the other term becomes more significant and it goes down.
Not rise more and more, while curving downward more and more, that makes no sense at all, and is NOT what happens at all.
Why does it make no sense at all?
We see this all the time when we look at a ball.
Do we see just a single point? NO! Even though it is curving "down" we still see the surface of the ball initially appear to "rise". This continues until the point being considered is far enough around the ball, such that the ball blocks the view.
Look at any ball, and imagine it is the Earth ball, and you are on it, at the same scale you’d be on an Earth ball.
And realise just how insignificant the curvature is at that point.
We can even compare it to a sloped surface.
Say you are on a hill 100 m high, and you can see the ground below 5 km away quite easily, with it appearing at a higher angle of elevation than the ground directly below your feet.
Realise that even if it was a perfectly straight line from the ground beneath your feet to the ground 5 km away, you would still be able to see it.
Then realise that for a RE, that drop is only 2 m.
Then realise that if instead of it being a straight line starting directly beneath your feet, it was instead a straight line starting a short distance in front, you would still be able to see it.
Then realise that that is basically just starting to form a round surface.
If you do that honestly, you realise that what we see is entirely consistent with a RE.
Now do the same for a flat surface, and realise regardless of how high above it you are, you can see all the way to the edge. There is no magical horizon produced, as there is nothing to get in the way.
Or just grab a ball, and hold it directly under your eye, with you looking straight down at it.
The point directly below your eye is at an angle of elevation of -90 degrees.
This makes it impossible for any part of it to be below that angle of elevation.
If your BS was true, you would just a single point.
But you don't.
Instead you see the surface of the ball appear to rise, with it taking up your entire FOV, in order to get it out of your FOV you need to look up, clearly showing that the surface appears to rise, directly contradicting your pathetic lies.
The higher above the ball you are, the surface goes more and more downward, never upward or rising with you, it cannot rise up when you rise above a ball, only downward when you rise above it.
Wrong again.
As you are higher, the amount it goes down is less significant.
So it more closely matches the behaviour expected for a flat surface for a much longer distance. This means you can see more of the ball, with the horizon being further away. However, it does also mean that the horizon will be at a lower angle of dip, exactly as observed in reality.
Perspective works over distances, and stops after a distance
No, it doesn't.
That is the pathetic lie you have been reduced to to pretend a FE works.
Perspective NEVER stops.
Perspective continues regardless of how much distance is involved.
What does horizontal mean?
Perpendicular to down.
There’s no point in calling them horizons if they’re curved lines, they’d have called them arches across the spherical surface, not horizontal lines across the flat surface.
And more delusional BS.
You are aware you can have a circle that is horizontal?
Like the horizon. Exactly as expected from a round Earth.
You also have your etymology the wrong way around.
Horizon comes from horizon kuklos, or limiting circle.
The horizon is the limit.
It is the limit beyond which you cannot see Earth, because Earth is blocking the view.
Horizontal came from horizon, because this limiting circle of Earth was horizontal, exactly as expected for the RE.
Now again, going to stop lying for once?
To put the truth above your delusional fantasy?
Or will you just keep repeating the same pathetic refuted lies?