Does he understand what parallax mean and that if we use the parallax method to determine distance (which we already do) of stars then he himself is a contradicting his theory about the stars, sun, and moon being approximately 3,100 miles away.
Astronomical parallax relies on the shape of the earth. Rowbotham used astronomical parallax under the assumption of a flat earth to triangulate the sun and stars to be very close to the surface of the earth.
Under the assumption of a globular earth, the sun and stars are triangulated to be millions of miles away.
Tom, if you are correct in your assumptions about parallax (and you are not), then Robotham would have had to violate his own methodology. As Robotham is a Zetetic, and the Zetetic Method requires you
not to have initial assumptions, then he has violated his own methodology by having the assumption that they Earth was flat to begin with.
There is a word that describes someone who claims to be one way, but when it is inconvenient for them they violate that claim, it is called Hypocrite.
We can correct this, by assuming both a flat Earth and a Round Earth and making the calculations for both. The one that best fits reality (checked by other methods) is the one that we should accept. This is Zetetic method as well as scientific method. And if You (and Rowbotham) are Zetetics then you should accept the results produced from the Zetetic Method.
Well, one way we can resolve this is to check if the Earth is Flat be a method that would absolutely distinguish between them. As both Flat Earth and Round Earth both say that looking out a window will show you something that looks flat, this method can not distinguish between them.
However, Geodesics would allow us to distinguish between a Flat Earth and a Round Earth. And, furthermore, as Zetetic Philosophy states that you ahve to look at
all the evidence, then this must also be considered by Zetetics.
Measurements of geodesics for the surface of the Earth mathematically require it to be round. So no longer is it an assumption that the Earth's surface be round, but it is a mathematical imperative. To prove this wrong you have to prove the measurements wrong (do the measurement yourself), or prove that Geometry is wrong (as Geometry is a logical extension of Mathematics which is itself a branch of logic, Geometry can be shown to be logically self consistent and that it matches with reality).
This is the big one. No FEer has explained why the geodesics measured for the Earth's surface state, mathematically, that it is Round. Why would this be so if the Earth is really Flat?
The differences between the assumption of a Flat Earth and a Round Earth on the base line for the measurement of Parallax is not that great. It is difficult to see how in a linear system (measuring parallax) how such a small variation could lead to such a large difference (a few thousand kilometres for FET as compared to 106,506,900,000,000 km for RET - that is the rough distance to Proxima Centauri, the nearest star other than the sun under RET).
I would suggest that you provide the data with which Robotham used to derive the distances to the Stars. If the base data matches what is measured then we can verify the data he used to make his calculation. If however, his base data is inaccurate, then we can conclude that the calculations he did got the result he did because he had bad data.