Crystals have always been rather appealing to me. There is something special about what they are, what they represent. They are more concentrated than regular rocks, they have more crystalline geometric patterns in their atomic structure than the cells in the human body do (sure, it may not be as fluid and moving, but that’s yin and yang for you).
The Ceremony of Original Innocence takes us back to our first choice, prior to our first breath, reminding us of our true identity – creators rather than victims.
The key to this shift in perception is forgiveness, the bedrock of the shamanic journey. To embrace forgiveness is to embody the living mandala of love, upon which is based the fundamental Human ethic, acknowledging your “response-ability” within the interconnectedness of all creation.
Although it is possible to be born with the Water Circuits connected they are almost always disrupted by guilt, regret and anger. Reconnecting these circuits clears these negative emotions, liberating relationships from destructive patterns.
The reconnection of the Thymus Circuit activates the T-cells of the immune system. This has a powerful effect on health.
With the reconnection of the Air Circuits, the pineal-hypothalamus-pituitary complex is revitalised, as the pineal is now enabled to receive the full spectrum of the geometric language of light.
This film presents recent research, insights, and ideas linking the divine ratio or Phi, and Vortex Based Mathematics.
It begins by showing how the Modular 9 VBM maps can be derived from the Fibonacci sequence. VBM maps in Mod 25, mod 49 and so on can also be found using the fibonacci sequence, and the lucas sequence. The data behind this information can be found here:
The film then go’s on to explain some of the established compelling number properties of the mod9 number maps.
Then the problems that have been identified concerning the proportions and configuration of the VBM tori are explained.
I then propose a possible solution to these problems that also encompasses the Phi ratio. This solution involves laying down one specific geometric rule: That each diamond on the surface of the torus have exactly the same surface area.
My finding of the phi ratio was purely accidental. I had been looking for any proportion which allowed for this rule. I tried many different ratios of inner to outer diameters before landing on phi.
I am an artist, not a trained mathematician, nor a programmer. There could well be some mistakes in my calculations. If so don’t hesitate to let me know, and I will update the video.
There are definitely inaccuracies in the visuals depicted, as I have relied on drawings to define these new maps. I have calculated the 9×36 measurements slightly more precisely that the video. I will be attaching a cross section of this tori so that electronic engineers (perhaps those who have already created abha coils) might be able to manufacture a coil with these proportions.
The cross section will be on the following page