What destroys the entire story at once

You still don’t have any clue about this.

What do we all know about all spheres, applies to every sphere, real or imaginary, of any and every size of sphere.

To determine a spheres curvature, whether it is a very large sphere or a smaller sphere, it is always calculated the very same way, no matter what size the sphere may be.

To calculate the curvature of the worlds largest sphere, in Vegas, or a sphere the size of a pea or microsphere, it is always done the very same way.

When you claim the Earth is also a sphere, it must again be calculated for its curvature the very same way as every other sphere is.

After you then claim that the Earth’s surface curves downward within a three to four mile distance over it, curving downward by over 60 feet below, where no more is seen at all past that point…..

If it’s truly curving over the surface, that curving over the surface must continually curve more and more downward, past three to four miles over it.

You’d be atop of the ball Earth to see nothing past three or four miles when it curves downward and away and below our view on the surface three to four miles away.

Any actual sphere on Earth, of ANY SIZE, of any rate of curvature, is calculated for the same way. It applies to every and any sphere, of any and all sizes of spheres.

So if you’re saying Earth is actually a sphere too, like any other sphere on Earth, you cannot say it must be calculated for its curvature completely differently that every other sphere that exists or ever will exist.


Your story is pure crap. You really think that you can twist it to include the distance out to the horizons? Think again, you can’t use bs like this at all.

There’s certainly many other frames of reference we’ve seen the surface over than just on the ground, so why don’t you stop playing the idiot here, and tell me what happens when we’re seeing the surface from a higher frame of reference than on the ground?

Only a moron wouldn’t know a ball that has curved downward and out of all sight, keeps curving downward more and more when already downward out of all view, or someone who knows it must keep curving downward past that point, but it doesn’t keep curving downward after three miles out, because it isn’t curving on the surface at all to begin with.

So you’re just a little toady who supports the scumbags who’ve lied about everything they’ve told us about a ball Earth, because they want us to believe there’s just one and only one sphere, that doesn’t calculate for its curvature like all other spheres in existence do!

No, this one sphere cannot be calculated for its curvature like all other spheres are, because they say so, and if you’re completely brainless about their lies and bs you’re helping these scumbags go on with this bs

If it’s truly curving over the surface, that curving over the surface must continually curve more and more downward, past three to four miles over it.

Except that the curvature is not downward.  Down is defined as towards the center of the sphere.  The curvature is defined as every point on the surface being the same distance from the center (give or take the local geography).

From our one position upon a spheres surface, or any object small enough like a grain of sand we put upon any other ball or sphere, like a basketball, or when someone climbed up to the top of the worlds largest sphere in Las Vegas, they are always on the top of those spheres, from there own positions on the spheres.

Outward from them, the spheres all curve downward more and more over more distance away from them.

From the smallest of our spheres to the largest of our spheres, they all curve downward from those objects or people which are upon the spheres, atop them, only the larger spheres have a slighter downward curve over them than smaller spheres do.


Every sphere is the same way, the larger spheres have slighter curves over them, but every sphere of any size must and will curve downward from things atop them, and no matter how slight they may curve downward from us atop of a massive sphere, they will not and cannot appear to rise upward in the distance out on them.

Spheres have a much different ‘horizon’ than a flat surface does. A curved surface of a sphere has a physical downward horizon where they curve downward enough to not be seen beyond a distance out from us. They curve more and more over more distance out from us, and would never appear to be rising upward in the distance away from us.

This would be easily demonstrated with two tables or two long floors, one being flat, the other being made as curving downward from one end we see it from curving downward over it to the other end of it.

They are two completely different surfaces, one being flat will always appear to be rising upward over the entire length of it, but the other one being curved down from you over it’s entire length out from you, would not ever appear to be rising upward over it in the distance out from you.