Thread: An Idea
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Re: An Idea - 05-01-2008, 07:05 PM

Quote:
Originally Posted by Profpat View Post
I was a little bit disappointed to see this picture, Pat, since it does not have the originality (in my eyes) to it that the image you created of 8 cubicles forming a 9th cubicle (in my eyes) did have; that picture helped me understand why in eastern visualizations 8 takes in such an important position. I had never considered it important (to be honest, I thought it was a little bit peculiar) until I saw your visualization.

What disappoints me in particular about the 'globe' is that it is identical to the image I discussed with you, Dipayankar, and others on the three thread http://www.toequest.com/forum/your-t...html#post52739 except that I used it to show that one of the three fields is a field 'too much' to deliver the basics: one equator and one meridian already cover the basics. The second meridian appears to complete the picture, but is nothing more than just another meridian, containing the same aspects. [for those not following the link, the two fields contain a spin, so it is the equator that spins the meridian around, while the equator can be considered static; it does not work the other way around -the meridian does not create a second equator- unless we start with an object that contains no spin, but can be given spin, such as a ball]

In as far as the ether is concerned, I think it is a 'phantom' aspect, similar to the 9th cubicle that is formed by the 8 cubicles. It is really there, yet at the same time it really isn't there as well. I delivered you the information about the peculiar aspects of the number 9 in this thread to show that any structure has a peculiar overall (or last) position. While we consider matter, we have to acknowledge that overall positions are peculiar positions that in themselves can also be seen as separate positions (that are and aren't there).

P.S. I do like the little drawing to the right in which I can see a double pyramid.


The difference between a structure based on unification and a structure without unification hinges on the question if nothing is just plain nothing or if nothing is mighty fundamental. Read In Search of a Cyclops with titillating mathematical evidence (see homepage) to find out if separation belongs to the fundamental basics of our universe - or not.
  
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