[geocentrism] Re: Is geocentrism supported by facts? (Supplementary)

  • From: Neville Jones <njones@xxxxxxxxx>
  • To: geocentrism@xxxxxxxxxxxxx
  • Date: Wed, 31 Oct 2007 08:32:33 -0800

Philip,

You are oh-so close when you ask, "wouldn't an annual rotation recorded over a year be indistinguishable from that recorded over a day, and thus indeterminate."

The answer is, "yes, it would, if both effects were being produced about the same axis."

But they are different axes in the heliocentric model, separated by almost 23.5 degrees.

What we see is perfectly explained by the geocentric system, but cannot be explained with the heliocentric (and therefore acentric) system.

Regards,

Neville

www.GeocentricUniverse.com


-----Original Message-----
From: pma15027@xxxxxxxxxxxxxx
Sent: Wed, 31 Oct 2007 11:17:34 +1000

Philip asked: Does the view of the rotation of that star vary proportionally with the radius of  rotation of the observer.. 
 
Neville responded.
 
The answer is, "no." The stars are so far away in the heliocentric idea that the difference in radius between R and 1AU is negligible (manifesting itself only in tiny parallax and slightly elliptical trails as opposed to circular trails).
Well thank you Neville..  At last in simple language we have cleared that one up.
 
It is the absence of star trails about the second rotation axis over a twelve-month period that disproves heliocentrism, not any (major) consideration as to their shape or size.
 
Now it is this alone that is disputed, and needs to be proven..  On the figures of the heliocentric star distance, isn't the proportion as you stateed  "the difference in radius between R and 1AU is negligible"  still too fine for any change in position to be detected even over one year, not that the time is relevant?
 
Therefore I have to ask :
 
Because your answer in the first instance has been proposed and accepted, then wouldn't an annual rotation recorded over a year be indistinguishable from that recorded over a day, and thus indeterminate.
(manifesting itself only in tiny parallax and slightly elliptical trails as opposed to circular trails).
Philip.

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