That's a blatant lie and you know it.
No it's not.
Then why do you still refuse to answer?
They are extremely simple questions that any honest, rational person would be able to answer.
The first clearly establishes that the RE does have a horizon, no matter how much you wish to deny it, and the second clearly establishes that you can see things below the line of the tube.
So I'll just keep on asking until you actually answer them:
You start looking straight down towards a round Earth and slowly lift your head up until you are looking straight up at the sky.
What do you see between the land/sea of Earth and the sky?
How does it visually transition?
And we know that without the tube, the blue line reaches the eye, so how does the tube stop the blue line reaching the eye (especially given that it doesn't stop the green line)?
No. I said it's impossible for it to reach the eye when looking through a tube that is levelled.
I made it clear enough.
You made it clear that all you have is a baseless assertion.
You have no justification for why that is the case.
And that is really what matters as your assertions are entirely worthless.
You need to be able to explain what stops that light from reaching the eye.
We know it can make it when the tube isn't there, just like the orange line.
But why shouldn't it when the tube is used?
We know the orange line can't make it as it hits the wall of the tube. But that isn't the case for the blue line.
There is literally nothing to stop the blue line.
So why doesn't it reach the eye?
JJA's experiment with the ruler shows this quite well:
And this diagram shows what is happening with the light:
The red lines indicate how you claim the light magically goes.
But notice how that results in seeing the same section of the ruler, while the picture clearly shows that you see MORE of the ruler when it is further away.
That requires lines like the blue and purple.
The blue line goes downwards, just missing the bottom of the tube, allowing you to see the 5 cm mark when the ruler is close, but as the ruler is moved further away you can see the 4 cm mark.
The purple line goes upwards, just missing the top of the tube, allowing you to see the 9 cm mark when the ruler is close and the 10 cm mark when the ruler is further away.
So with all the evidence against you, and your inability to answer a simple question, why not just admit you are wrong?
You only see what's compressed into that diameter.
And by "compressed into that diameter" you mean things which perspective have made fit into that angular range, but that is still above and below the tube.
You even admit that there is no physical compression.
If I look at my house 2 inch tube, are you saying my house is only 2 inches tall and got compressed?
Yes, that's what I'm saying.
Then why does someone standing right next to it see it as much larger than 2 inches?
What magic causes it to be compressed?
But perhaps a simpler question, do you think that if you get far enough away, and look through a level tube, you can see the entire house? From top to bottom?
If you see a picture of your house
You are now looking at a picture, not directly at the house.
The picture can be smaller or larger, but it is irrelevant.
Yep, if you're not looking through that tube it fits into and you move towards it.
So you claim that simply by looking at a house through a tube it magically shrinks?
You can see things that are physically bigger
And that requires light to come in from above/below/to the side of the tube.
You go along with the theory that your stars are huge and make your sun look like a speck, compared.
You see the light from each star as it was millions of years ago...or thousands,a s you're told, so how is this possible and why aren't you flooded with light on your Earth?
That was already answered, and you chose to ignore it.
They are far away.
Their distance makes them appear not as bright.
Just like a light in your room appears to flood the room, but does basically nothing to the house across the road.
Explain how you do so that proves to you they are light years away and seen as in the past and not the present.
Parallax allows us to determine the distance.
The simple fact that light takes time to travel shows that we see them in the past, not the present.