The Flower of Life

The Flower of Life is an ancient symbol found in cultures all over the world. In Nassim Haramein's latest paper "Quantum Gravity and the Holographic Mass", he derives a geometric solution to the gravitational field from the geometric relationship of information on the inside of a sphere to the outside (event horizon) of a sphere in a 3D flower of life sphere-packing lattice of the tiniest quantize...d "spherical pixels" (voxels) of the structure of space-time, what he calls Planck spherical units (PSUs) .

Did the ancient cultures of the planet just happen to inscribe the geometric key to understanding the structure of space-time and the gravitational field "just by coincidence"? Highly doubtful.
The next question is.... how did they know?!

A layman's version of "Quantum Gravity and the Holographic Mass" paper is coming soon and you can read the original paper here:


Physical Review & Research International, ISSN: 2231-1815 ,Vol.: 3, Issue.: 4 (October-December)
 
Research Paper

Quantum Gravity and the Holographic Mass

 

Nassim Haramein^1*

¹Director of Research, Hawaii Institute for Unified Physics, P.O. Box 1440, Kilauea, HI 96754.

Abstracts

 We find an exact quantized expression of the Schwarzschild solution to Einstein’s field equations utilizing spherical Planck units in a generalized holographic approach. We consider vacuum fluctuations within volumes as well as on horizon surfaces, generating a discrete spacetime quantization and a novel quantized approach to gravitation. When applied at the quantum scale, utilizing the charge radius of the proton, we find values for the rest mass of the proton within 0.069x10^-24gm of the CODATA value and when the 2010 muonic proton charge radius measurement is utilized we find a deviation of 0.001x10^-24gm from the proton rest mass. We identify a fundamental mass ratio between the vacuum oscillations on the surface horizon and the oscillations within the volume of a proton and find a solution for the gravitational coupling constant to the strong interaction. We derive the energy, angular frequency, and period for such a system and determine its gravitational potential considering mass dilation. We find the force range to be closely correlated with the Yukawa potential typically utilized to illustrate the exponential drop-off of the confining force. Zero free parameters or hidden variables are utilized.