Phi Ratio Cone & Flash Matrix — Field Structure Research Notes
All 3 devices Bashar is talking about are based on the Phi ratio. However, the Cones are expresing the Phi ration as Irrotational Vortex and elongated, and the ratio is expresed axially as a frequency gradient covering 7 octaves, like the 7 chakras or 7 colors of the visible light or 7 musical tones. The cones are fixed to SPACE. Meaning that the Distance of the field travel is constant, but the smaller diameter results in a higher frequency (undertones). Its in the same way as our Solar System circuit, but the orbits instead of 8 are hudreds and elongated as a conical structure. (The same speed covering a smaller circumference results in a higher frequency or rpm.) The Fibonacci Spirals from the other side are the opposite; they are flattened on the X (Time Axis) and represent a rotational vortex. Here teh Time is fixed but the velocity is variable, it is accelerating outward like in the fly wheel. This mean that The Space traveled is changing now and create velocity gradient radially. Together, they cover the Primary Axis (X or as Bashar calls it T from Time) and the secondary axis Y and Z on the equatorial plane. Creating perpendicular interaction resulting in a spatial Phi ratio modulation from my perspective. The document (PDF) you see attached is all abou this integration. The big Space Time Antenna with the Stela Octangula and the Spheres expresses this Spatial Phi ratio between the spheres more clearly. But from my research, there are multiple reasons to believe that the Flash Matrix Spirals are actually the Guts of the cones. One more time: The cones have a fixed speed but different diameters, resulting in hundreds of frequencies reflecting each loop diameter and together covering 7 octaves. Speed traveled is fixed here, but frequency (TIME, TIMING) is in Phi gradient. The Flash Matrix is fixed to Time; it's living in the now moment, but is covering a bigger distance and results in acceleration where the space traveled is increased towards the edge. They are radial Phi Velocity Gradient.