THEREALDILL23, you have indicated you are willing to provide information on the real flat Earth theory, in which case I would like some answers to several questions which have led me to cast aside FE models as things which will never work.
Rather than dump them all in at once, I will discuss one issue at a time.
The first issue is why do things fall.
You have claimed in the other thread:
The law of Buoyance and Electro Magnetic fields and many other laws all can be the reason we experience things "falling" to the earth. Anything heavier than the gases found in the air, falls, anything lighter rises.
But that alone is not an explanation.
You appeal to buoyancy but have no cause.
Why should a heavy thing fall?
Why shouldn't it rise? Why shouldn't it go sideways?
What results in a preferred direction?
Why should it move at all?
Why is there a pressure gradient in the atmosphere?
I fail to see an explanation for any of it under FE with a rejection of gravity.
Meanwhile RE with gravity explains it quite well.
Rather than leave that as an assertion, I will explain it here:
Gravity results in masses attracting one another, which results in a downwards acceleration for free-falling objects and a weight for supported objects.
This weight (W) is given by:
W=m*g.
Importantly, this has directionality. The force (either weight or acceleration) is directed towards the other mass (e.g. the centre of Earth).
This then relates directly to buoyancy.
If you have a column of air (or any fluid), there will be some pressure at the top forcing it down. This force acts on the entire column below that point.
However, further down, the weight of the fluid also pushes down which results in a pressure gradient.
If you have a segment of a column of area A and height h, then its total volume will be V=A*h.
If it has a density of p, then its total mass will be m=V*p.
This, from above gives a weight of:
W=m*g=V*p*g=A*h*p*g.
Now this acts on the fluid below, across the same area A, and thus exerts a pressure:
P=W/A=A*h*p*g/A=h*p*g.
Thus for a column of fluid, a pressure gradient is established such that if you go down by a height h, the pressure increases by h*p*g.
Also, due how fluids work, this applies regardless of the shape of the column. This is due to pressure acting on the interface between layers and thus it would be a series of infinite slices.
So now what happens if we place an object in this column?
Again, for simplicity we will a prismatic object (i.e. a column) and have the object have an area of A and a height of h.
Well this height of h means the pressure at the bottom will be h*p*g greater than the pressure at the top. (note, p here is still the density of the fluid).
This would result in a net force on the object in the upwards direction.
This upwards (or buoyant force) is given by:
F=P*A=h*p*g*A=V*p*g.
Not that this is the formula for the buoyant force.
It is the volume displaced (which is the volume of the object when fully submerged) times the density of the displaced fluid, times "g" the gravitational acceleration (or whatever apparent gravitational acceleration).
So RE, with gravity, explains buoyancy just fine, including the directionality and where there is the buoyant force in the first place.
Now can you either show something wrong with that explanation, or provide an explanation for FE without gravity?