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What is this interaction with the mass through the medium? How is this how is this mass how is this energy interacting with the medium? Says overall these equations propose that negative masses in plank scale ether hide the secrets of the universe by unifying quantum mechanics, relativity and particle physics through finitistic discrete non-infinite dynamics avoiding singularities and infinities. So what he's saying is that this math, the plank ether makes it so that we don't get infinities. We don't get back in time travel. That somehow the ether, the zero point energy is what's correcting all of this. And if you were to try to go back in time, the ether, the zero point energy is going to swirl up and prevent it from happening. Prevent it from happening. That's pretty incredible. And this also now brings up the question of are black holes real because you're just telling me right now that there's no infinities. Well, one of those infinities is a black hole. So, what does that mean for a black hole? Does that mean a black hole is just some sort of stabilized object? What this shows is that vortexes have an invisible connection through an extra dimension. An invisible connection through an extra dimension. And we can see this by using an analog, the pool. We create a vortex in the pool. And the vortexes do not collapse. They do not collapse. They are stable. And they are stable because there's a wormhole that's connecting them. And this wormhole is just using normal physics. And that's what prevents them from collapsing. >> They're connected. And that >> and if you don't believe me, watch this. >> Coloring into the ends. The food coloring travels from one end to the other. And you can see the entire half ring. So cool. We just made a bubble ring without the bubble. This also tells you. >> So that right there is directly connected to, in my opinion, entanglement, teleportation, and this idea of managing Schrodinger's equation. Solving Schrodinger's equation through the ether. What are we doing when we're solving Schrodinger's equation through the ether? We're figuring out where the other vortex is. We have one vortex over here. Okay. Where's the counterpart? Oh, there's a counterpart over here. If we can figure that out, we can teleport. One more Grock thing I want to show. Okay, so this is when I asked it then. Explain the plank ether bus how we can solve Schroinger's equation to figure out teleportation via macroscopic tunneling. Macroscopic quantum tunneling refers to a large object probabilistically penetrating a potential energy barrier that classically forget forbids passage. described by the exponential decay of the wave function in the barrier region. We incorporate ether dynamics. The time dependent Schroinger equation is this but modified by ether terms. It becomes fluid equations. When we convert it to a fluid equation, the quantum potential comes from the ether fluctuations. Negative masses introduce terms that flip the signs which stabilize the wormhole throat. So right here when people ask how do we get the negative energy we need for a wormhole. Boom. The ether provides the ether provides allows us to get the negative energy that we need for a wormhole. Here's some more math. Uh, accessing negative energy allows engineering wormholes making teleportation viable for interstellar travel. This solves a decoherence issue as the super fluid ether maintains coherence macroscopically akin to a super fluid helium tunneling. Supposedly, story goes, Mark Lusk, professor at the physics department of Colorado School of Minds, worked with Frank me. Frank me. Frank me of the dense plasma focus. That Frank me. Okay. Well, let's take a look at what is he discussing. Um h what is this right here? Oh, look at this example. An introduction to optical vortices and topological fluids of light. Okay, this was one of the most crazy presentations I've ever run into. started. >> The part that I want to show here is that look at what he's saying right here. Look what this says. Says each 2D slice can be viewed as a projection of a tilted 3D object. Projection axis is a gauge freedom. Tilt axis. Tilt described with two uler angles. Can we predict the vortex tilt? Does the tilt affect the vortex dynamics? Do you guys understand what he's saying right here? What he's saying right here is that we can look at a two-dimensional slice of a vortex and we can reverse engineer its shape in the ether. We can reverse engineer its shape in the ether. All we have to do is figure out what are the right equations. How do we model it? And then once we have a model that fits, plug in the numbers. That's it. circles with circular contours but they so >> describing these elliptical of the velocity field the Schroinger field and how to predict how to use that to figure out where the vortex goes okay that I mean that was in his own words right there I don't actually have these all ready to be clipped I just know what part I want to show you but let me just show you this I mean this is that image right there boom yes and just like said then then you can control the direction then you can control the direction. Where is the plane going? They are literally controlling the direction of the plane with the orbs. They are using the math that this guy is showing you right here to solve the Schrodinger equation to figure out how the plane is interacting with the ether all around us and determine where it's going to go. They're controlling where it's going to go. Controlling it. You get what I'm saying, Chad? And so now our game plan is to be able to figure out how to measure C and theta from the paraxial field, the Schroinger field, and how to predict how to use that to figure out where the vortex goes. Okay. Um I'm thinking of my friend Ruben Collins who says, "Man, theorists love to show a bunch of equations." All right. So sorry, Ruben. I'm going to show a bunch of equations, but only briefly. Okay. So it's all we have. The the first step here is um to describe the tilt these two angles in terms of the Schroinger field. >> He's saying okay everybody says show me the math. Here's the math. Here's the math. He's saying we can literally figure out the tilt and the vortex motion using the math. >> Take the Schroinger field that has real and imaginary parts and you turn it into a two-dimensional vector. says, "You tell me sigh. I'll tell you the vortex tilt. I'll tell you the tilt in the ether. I can tell you he can figure it out from a two-dimensional shape." And then you play a game in continuum mechanics. I mean, my PhD was in applied mechanics. I got to use it for something. So, I take the gradient of this two-dimensional vector and that makes a tensor. And I think of f here, not its inverse, as being the deformation gradient like a the the gradient that the the deformation gradient associated with the twist of an elastic continuum or associated with Navier Stokes the deformation of a fluid. And if you think of F as that deformation gradient, you say, "Oh, any tensor can be decomposed into a symmetric part and a rotational part. And a symmetric part includes all the stretches and the special axes associated with the ellipse." In other words, if I solve the IGEN system of this, >> the word of the day is IEN system. Every time I look up this quantum mechanics stuff, I see IEN state. IEN system. Same with Bose Einstein condensate. I see IEN system. It must be like IEN system must be considered like the the structure of the shape. Basically, what's the structure of the shape? That's the IEN system. But not the structure in our reality. The structure within the extradimensional reality. That's how I including the ether. That's how I consider the IGEN system from the context. But we're gonna look up IGEN system after this. IGEN system is going to be the new uh word. Yeah, 100%. Uh tensor V. Here's the IGEN system in terms of the IGEN vectors and IGEN values. It's not too hard to show how those values relate to the two angles. Okay, lots of math, but what is it saying to you? It's saying you solve the Schroinger equation and I'll tell you given that field exactly what the tilt of the vortex must be. And that's powerful.