Our Weltanschauung is Changing for the Good
Dearest brothers and sisters:
Many a "talking head" have made the assertion that our consciousness, on this plane of existence, will eventually be overcome by dark, malevolent forces hard at work to enslave us into a "Trans-human" paradigm of almost animatronic behavior--that there is no hope. Curiously, these malevolent forces have declared the discipline of "Mathematics" to be a racist vestige of human noetic thought flow--that the study of it, in its present form, should be discontinued as it has no social virtue. There is a reason for this preposterous claim and it has to do with the way in which our Universe works. Years ago, an author named Michael Talbot completed an intense study of the work of David Bohm and Karl Pribramand and came to a conclusion that the Universe we share is actually a hologram. His work was supported by a calculus that can be explained through the mathematics of the Mandelbrot Set. To help you understand the significance of the Mandelbrot Set, I've gleaned a quote from the Encylopedia Britannica:
From The Encyclopedia Britannica...
"As set out in his highly successful book The Fractal Geometry of Nature (1982) and in many articles, Mandelbrot’s work is a stimulating mixture of conjecture and observation, both into mathematical processes and their occurrence in nature and in economics. In 1980 he proposed that a certain set governs the behavior of some iterative processes in mathematics that are easy to define but have remarkably subtle properties. He produced detailed evidence in support of precise conjectures about this set and helped to generate a substantial and continuing interest in the subject. Many of these conjectures have since been proved by others. The set, now called the Mandelbrot set, has the characteristic properties of a fractal: it is very far from being “smooth,” and small regions in the set look like smaller-scale copies of the whole set (a property called self-similarity). Mandelbrot’s innovative work with computer graphics stimulated a whole new use of computers in mathematics.
Although the key concepts associated with fractals had been studied for years by mathematicians, and many examples, such as the Koch or “snowflake” curve were long known, Mandelbrot was the first to point out that fractals could be an ideal tool in applied mathematics for modeling a variety of phenomena from physical objects to the behavior of the stock market.
Many fractals possess the property of self-similarity, at least approximately, if not exactly. A self-similar object is one whose component parts resemble the whole. This reiteration of details or patterns occurs at progressively smaller scales and can, in the case of purely abstract entities, continue indefinitely, so that each part of each part, when magnified, will look basically like a fixed part of the whole object. In effect, a self-similar object remains invariant under changes of scale—i.e., it has scaling symmetry. This fractal phenomenon can often be detected in such objects as snowflakes and tree barks. All natural fractals of this kind, as well as some mathematical self-similar ones, are stochastic, or random; they thus scale in a statistical sense." [Emphasis mine]
Dig deep. You will find an exploration of this topic and an understanding of the work of these people fascinating to be sure! But, my point is that, as David Bohm explained, the most staggering thing about the holographic model is that it makes sense of a wide range of phenomena, so intangible that, generally, such occurrences have been repeatedly categorized as "paranormal"--experiences outside of any scientific understanding. Some examples are: the ideation of telepathy, precognition , mystical feelings--of oneness with the universe, etc.
A hologram is an "image" of something. When its elements are examined scientifically, they can be said to be component parts of the whole image where each component part contains the same information as the whole image. So, you could remove an element and amplify it and you'd get the same image as the whole. This is the notion of "self-similarity" as expressed mathematically by the Mandelbrot Set.
Back to the ideological claim that "Mathematics" is a racist appendage of human consciousness...
In a "hologram" each element will contain the entire information possessed by the whole and the whole (image) will possess the entire self-similar set of information of each element. If you change any aspect of one of the hologram's self-similar elements, that change is repeated in each of the elements until the whole reflects the change. If you think of each of us as a self-similar aspect of the cognition we identify as "Humanity"--the realization and understanding that we "think" and therefore we ARE (René Descartes)--then when one of us "thinks" of a desired outcome, that thought can replicate itself throughout the entire community of integrated individuals that make up the element defined as "Humanity." If the thought is viewed as possessing virtue and desirability, its "definition" becomes a permanent thought flow and spreads by virtue of the mathematics of the Mandelbrot Set to the entire "conceptualization" of what we call the Universe. [Explore the "100th Monkey Effect"]
This is the reason why our BOLSHEVIK adventurers keep telling us that "Mathematics" is "racist." They KNOW that our thoughts have been changing the understanding of our existence; from a thought flow the world view of which is a hierarchically governed, elitist paradigm that "objectifies" and exploits each of us, to that of a powerfully individualistic one in which each one of us thinks of the presence of "Good" as the most desirable virtue. And, this "wholesomeness" is spreading throughout the entire Universe of Humankind. Study this phenomenon and observe how our Weltanschauung is changing the whole as thoughts that dwell upon the "presence of Good" spread throughout our awareness and begin to govern the minds of human beings with Logos and practical reasoning; with virtue and kindness; with wholesomeness and natural curiosity.
Greg Braden has explained this phenomenon in a video series, the final episode of which you can view here: