PSU Density in a Holographic Universe

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After the recent Academy Breakout session, two french students had the same questions arising surrounding information storage in the quantum vacuum. One of the students, Olivier, wrote me afterwards, and posed these questions as follows:

Proton is full of PSU / PSU encode information / Outside the proton, the density of PSU is lesser.
How [is] the information kept after each relocalisation of a proton (Planck second) on the spacememory lattice?

The problem is about the fact that everything emerges from the lattice of PSU, because I can’t see how from a heterogeneous density of PSU, information is not [lost] in the process?

It’s really tricky because on one hand information of the past, the imprint on the space memory lattice [does] not change of location, and that’s why we can tune in [to] our past as a tail behind us. On the other hand we are moving, or relocating on the space memory with all our protons made of PSU.

The root of this question is : what is information, what kind, how it works, encode…

Okay, so let’s start with the density issue… According to my assessments, there is not a higher density of PSU inside the Proton than outside the Proton. The density of PSU remains close to equal, and in fact there are slightly less PSU in any gravitational well than there is in any state of equilibrium in the quantum vacuum lattice throughout the Universe.

dome-frequencies-quantum-gravity-geometryTo explain briefly, in any “curvature” of spacetime, there must be missing PSU in certain vectors to accommodate the curvature. The best geometric example is the geodesic sphere (or dome) rendered by Buckminster Fuller. While most of the triangulations (which can be seen as tetrahedrons in spheres) are hexagonal, it is actually the pentagonal intersections that determine the curvature. The distance between these intersections sets the arc of the curve. In spacetime, this means that where there is one PSU missing on any “surface” or layer (the PSUs are missing all the way to the core in 3D), spacetime is able to contract slightly and create curvature. Curvature = Gravity.

Note: In my upcoming elective course on Quantum Geometry, I discuss this in much more depth.

So to reiterate, the experience of mass of the Proton is not due to there being “more PSU,” but rather to the dynamics of spin and the holographic relationship between the Proton and the Universal Lattice.

The Proton has a state of sustained tensegrity (another Fuller term) and has pentagonal intersections (missing PSU) in twelve radials from the core of the Proton to the surface (following vector equilibrium lines). While the surface shearing from the spin of the Proton breaks the propagation of this pattern outside of the surface (otherwise a Proton would have HUGE mass and gravity), it still does have a subtle influence on the surrounding spacetime fabric, causing slight curvature. Many aggregated Protons have a much larger effect, or Mass, and thus a larger curvature, or Gravity.

I think the issue of density solves your initial inquiry around the information storage problem, though your questions go deeper from there.

Remember that information storage is both local and non-local. Each Proton is entangled with other Protons across the Universe, forming a lattice of wormholes or “wormhole network.” The conduits for this wormhole network ARE the PSUs in between Protons. In my personal research, it appears that there may be a relationship between the orientation of the PSU on the surface of one Proton (spinning around it) and the orientation of another PSU on the surface of another Proton. Perhaps when these PSU align, there is a standing wave “pulse” that issues information exchange (frequency) between the two Protons. Since the PSU of the quantum vacuum are a standing “light” wave spiral, and form a “tunnel,” it is possible that every time PSU are in direct alignment, even across gargantuan distances (in Planck scale), there is a “synchronization” of some kind.

That’s my current thinking on this, and I unpack other aspects of these theories in my upcoming Elective.

I’ll also say, in addressing the root of your question, that in simplest terms, information is “encoded light.” PSU are all of nearly exactly the same wavelength (at Planck’s constant, the point of the EM field where a Photon’s energy collapses upon itself due to the Schwarzschild condition), but collectively they “store” larger wavelengths as energy passes between them. This allows huge amounts of light information storage in any group of PSU, and at the scale of the Proton, the capacity for information storage reaches a holographic synchronization with Universal scale. That is to say, the storage of all PSU (Planck-scale information storage) in a Proton is apparently equal to the storage of all Proton-scale light information in the Universe.

That solution is directly emergent from the Holographic Mass theorem in Nassim’s papers.

Highest Regards,
Adam Apollo

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