Rather than accept you cannot do my experiment and get any accurate reading,you go into a frenzy.
Just admit that you cannot do it.
Rather than accept your argument is pure nonsense and you cannot answer my simple questions without refuting yourself, you go into a frenzy.
Just admit that you cannot do it.
Can you answer my question?
Can you answer mine?
You know, the one directly relating to the topic which shows your argument for why you think Earth is flat is pure nonsense?
Once more, you have admitted that (on a round Earth) looking straight down, you see ground. You claim that looking straight out level you see sky, which is true if your FOV is small enough.
The logical consequence of this is that if you start looking straight down and raise your head up, you will reach a line/division below which there is land/sea and above which there is sky.
If you don't agree, tell us how this transition occurs.
As you continually ignore the question, I will just continue with the rest of the logic (something you seem to hate and never want to use as it never supports you).
This division between land/sea and sky is the horizon for a round Earth.
This means the RE does have a horizon, and the only question is where this horizon is.
First we note that the horizon will be at the maximum distance from straight down as possible.
This means your line of site to the horizon would be tangent to Earth at this horizon.
This allows us to construct a right angle triangle (Yes, now we are going into math, something else you seem to despise).
This triangle has a right angle at the horizon.
It then has a line connecting straight down to the centre of Earth (of distance r), and a line connecting the horizon to your eyes.
The final line is the hypotenuse connecting your eyes to the centre of Earth (of distance r+h).
Now we can finally find out where the horizon is.
We can measure it from straight down, using sin(x)=r/(r+h). Or we can measure it from straight out level, noting that straight out level is at 90 degrees to straight down, and thus the angle we are looking for is 90 degrees - x, and that cos(90 degrees - x) = sin(x).
So the angle from straight out level is given by acos(r/(r+h)).
When we plug in 6371 km for r, and 2 m for h we end up with acos(6371/6371.002)=2.72395557 arc minutes, or ~2.7 arc minutes to 2 sig figs.
This shows that when you are looking out level, unless your FOV is tiny (less tan 5.45 arc minutes) YOU WILL SEE THE HORIZON ON A ROUND EARTH!
Your claim that you would see nothing but sky is pure nonsense.
Thus your justification for why you think Earth is flat is nonsense.
Thus the thing you claim would cause you to change your mind is not something you would expect for a RE of this size.
So going to address it?
Or will you continue to dishonestly ignore it so you can dishonestly pretend that your false claim that Earth is flat is justified?