Jiri
Critical Thinker
- Joined
- Mar 5, 2007
- Messages
- 387
Okay, so you're using millimeters. Care to explain why, given that the mm is a modern unit of measure? :
This is my last post today. Too many cigarettes = carbon monoxide poisoning = hydrogenated brains
Okey, metric measures are not modern, since we see them in the engraving. As well, Schliemann had found a measuring rod in the ruins of Troy, which was pretty well an accurate half-a-meter. Note, this is the same as the engraving, which actually uses half millimeters.
Go to the "seat1.htm" at my website. It describes, how I came to believe that the engraving is constructed from scratch from the so called "Cone". The so called "Square" is then the Cone's main product. It also takes control from the Cone over additional constructions.
I discovered that unit circles were used for the construction of the Cone. There was one problem though. The unit circles came out at 81 mms diameter (at double lifesize), no matter how many times I repeated the experiment. At the same time I had already come up with the (early) Frame. It made sense in millimeters, so there was one set of units, and moreover, one of the segments of the Frame was 80 mms long, almost identical to the unit circle's diameter. Interestingly, another segment was 81 mms long. Why was the unit circle not 80 mms across, but 81 instead?
This was a major flaw.
But, my work had also shown me that the Cone was not as perfect as the Square, which seemed accurate to a tee. Gradually, I formed a hypothesis (last hope) that if I could construct the template of the Cone & Square in CAD, and then lay this geometrical template over the picture by making the Square of the template identical to the Square of the picture, in other words, let the Square dictate the actual size of the Cone, instead of the other way around - then I might find that the Cone's unit circles had adjusted to an accurate 80 mms.
This hypothesis had worked out beautifully. The two kinds of units meshed.
From this, the extrapolation is that having gotten to the Square, the ancients were able to use it as the anchor for future reconstructions, and free to move and grow the Cone slightly for some reason. I suspect that the whole model is somehow dynamic. Relevantly, the 'Lens' of the Square also moves. It is recorded in another position as well, but doesn't change its size like the Cone.
That's the best explanation I can give you.
It's called Arithmetic!