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The presence of the pentagon is of the utmost importance. The pentagon (pentagram) contains the Phi-ratio and the Phi-ratio or Golden Ratio is the ratio of life itself! So the core of the ancient symbol Yin Yang connects life, the Phi-ratio, with Squaring the Circle. Isn't that amazing. The phi-ratio that so beautifully expresses life. A ratio that feels so good, so natural, is directly connected to Squaring the Circle. A concept that feels so awkward, so unnatural. It is as if Yin Yang is bridging life in this realm, with the realm beyond the veil. The realm of Sophia and Source. No, it is not Yin Yang, its the crop circles that are doing the bridging by means of Squaring the Circle!
Originally posted by redbarron626
Quit derailing this thread please!!
It seems that there was a lot of talk about vortex math in the 90's but not much theory wise.
If I may add a point, Vortex Math also calculates into anti-gravity research.
No, the geometry in most crop circles is extremely simple and easy to design, easier to do with physical tools than with a computer.
Originally posted by dadank
There is definitely some kind of relation between this man's research and these crop circles being laid on the ground. The geometry of the crop circles is highly advanced and requires great skill to design.
OK, but in which system? Decimal? Octal? Hexadecimal? Or in any other numeric system?
Originally posted by dadank
Under Vortex Mathematics, "numbers exist".
Crop circle formations appear in various "flavours", from quite uncomplicated single circles up to very complex patterns. See for instance the very interesting 2000 Chilbolton Radio Telescope formation. A reconstruction is made to better understand the design of the pattern. It is a drawing of the floorplan of what has been found in the field. Although very exciting to know, my reconstructions are not meant to find out how crop circles are created in the fields. Who follow my reconstructions will discover that, at the end, superfluous parts are often removed, and it can of course easily be seen, that in the field, this is completely impossible!
There are – at least – two ways to make such a reconstruction. The first is to make measurements on the real formation and then make a drawing that matches these measurements (on scale of course) as accurately as possible. In stead of the real formation, an aerial image can be used to do the measurements, but then special attention must be given to the perspective deformation and the influence it has on measurements.
The second is the one I prefer. It is not only based on measurements, but goes one step further. It tries to find the relationship between all the constituent parts of the formation. Many patterns of crop circle formations show such an intriguing internal coherence that it invites, so to speak, to be discovered. "Ruler-and-compass constructions" are found to be very suitable for these re-constructions – literally.
What are ruler-and-compass constructions? In contrast to making use of a ruler with divisions to take the measure of things and express it in metres or feet, ruler-and-compass constructions only use undivided rulers and compasses.
Not all patterns can be constructed by (strict) ruler-and-compass rules. For instance, a regular heptagon – 7-sided polygon – can not be constructed in this way. See the ruler-and-compass constructions page to learn more. There are, however, other ways of constructing odd-numbered polygons. Refer to the non ruler-and-compass constructions page.