Werk:Aufdeckung missender Geheimnisse über Magnetismus/Raumwürfel und gegenräumlich dielektrisch-trägheits Wismut „Gegen-Würfel“.

Spatial cubes and counterspatial dielectric-inertia bismuth ‘anti-cubes’. Space & Counterspace part II

• Raumwürfel und gegenräumlich dielektrisch-trägheits Wismut „Gegen-Würfel“. Raum & Gegenraum Teil II

Below: Anti-cubes, hypercubes, and counterspatial dielectric inertia formations

Below: Left, space, and middle counterspace, not ‘warped space’ ala Einstein who, in stupidity reified space as something, rather counterspace. “Since action and reaction are coexistent, it follows that the supposed curvature of space (ala Einstein) is entirely impossible” – Nikola Tesla. “To say that in the presence of large bodies space becomes curved is equivalent to stating that something can act upon nothing” – Nikola Tesla. Far right is an inertial anti-cube in which decreasing dielectric inertia is retains up until the center of the cube.

Ultimately I have spoken much about polarization, i.e. space, and likewise dielectric inertia, or counterspace. But do we have any stark examples of this in nature? The answer is many, yes. Taking the element most prone to spatial polarization (remembering that space = 4, i.e. the cube [monas, nous, xaos, hyle]), that being iron, as contrasted with that of bismuth, with a high neutron count (dielectrically dominant) and the highest elemental dielectric inertia present. Both present themselves under ideal crystalline growth, with spatial (in the case of iron) and counterspatial (in the case of bismuth, denotatively described as ‘hopper crystallization’, however this is descriptive, and is not explicative!) crystalline growth.

Below: Multiple concave bismuth castings reveal what was logically to be predicted from extremely high dielectric inertia, anti-growth centripetal patterns at 137.5077, 137.5077, and 85 degrees. Extremely large concave intent voids left in material at these specific golden ratio angles. Logically so but inverse, likewise patterns from magnetic radiation resultant from magnetic divergence are seen and in gyromagnetic precessional frequencies of reciprocation.

Below: Bismuth disk pours which always end their cooling cycle in maintaining their dielectric inertia by raising a small bump in the center, ever-resisting solidification and seeking counterspatial formations. Likewise you can see this as evidenced by the concentric shrinking circles formed in their cooling around the entire circumference.

Obviously and logically so, bismuth the heavy stable element that it is must form spatial blobs or crystals if allowed to cool on its own; however if grown correcting during cooling and the excess poured off, fantastical counterspatial crystalline growth is seen; sometimes the forming (see pictures below) of perfect ‘anti-cubes’. This “hoppering” has not been understood until now. It is incorrectly stated that this formation of bismuth is due to ‘electrical attraction being higher at the edge of the crystal growth’, but this is absolutely not the case. This formation is appropriately to be deemed a ‘hypercube’, or counterspatial tesseract. This growth is due to dielectric inertia inherent to pure bismuth.

Below: From the book ‘De Divina Proportione’ (About the divine proportions [the golden ratio]) by Luca Pacioli 1509. The book was illustrated by Leonardo da Vinci. On the left (SOLIDUS) you can see a cube of space, and on the right (VACUUS), an anti-cube, a dielectric anti-cube, or counterspace, hypercube, or Ether-tesseract, or inverse-space, or ‘negative-space’. Dielectricity is counterspace. Only two copies exist of this work. That this very illustration is from the hand of Leonardo da Vinci himself is no coincidence as pertains his interest in it. This work is, as yet, untranslated into English. Only two copies exist and thankfully it has been digitized for a future translation.

Not only are bismuth crystals extremely fast growing (due to dielectric inertia), but their crystalline growth (from a genuine electro-mechanical standpoint) is perfectly understood if ones knows the conjugate nature of dielectricity and magnetism and how both or either can dominate a circuit, a system, or even crystalline growth wherein you have two antinomies, iron (spatial, polarized from induction), and its antithesis, bismuth (counterspatial, inertial, dielectric, radial [as seen in the sharp 90 degree line and inwardly curling formations of bismuth]). Alas and unfortunately, not until the writing of this book has someone with a full grasp of dielectric and magnetic theory and understanding taken an intelligent look at how magnetism and (in the case of bismuth) dielectric inertia play an extremely heavy role in the formation of crystalline growth. Bismuth has extremely high (the highest) dielectric permittivity and extremely low magnetic permeability.

Below: Shown dielectric curling of the extremely high electrostatic inertia inherent to the nature and pure bismuth crystalline growth as formed in cooling crystalline growth.

The dielectric nature of bismuth is also why bismuth has an extremely low melting point, its dielectric inertia is already enormous and takes a low heat to bring it to the melting point. All bismuth crystalline growth is due to counterspatial dielectric inertia at which (as amply demonstrated) cooling is not only from the outside in (as inertia would necessitate), but likewise and importantly cools in a geometric negative-space ‘stepped’ pattern, either in full anti-cubes, or partial anti-cubes which appear pyramidal. Likewise you can see this inward inertial ‘curling’ on virtually all bismuth crystallization. Apparently it takes a Platonic retroductionist to tell the world something (which to myself) that is so extremely and obnoxiously obvious that it virtually screams the ‘answer’ to its growth matrix.

Below: As necessitated, during cooling, counter-vortex (CW and CCW) counterspatial curlings will occur on every plane of cooling for molten metal trapped by cooling from forming the perfect anti-cube. This formation of inverse centripetal curl is both necessitated, absolutely logical and deducible by simplex comprehension of dielectric inertia (of which extremely few are studied in). Dielectric inertia is written about much by the great masters of electrical engineering who gave us 100% of our electrical system of today, that being Faraday, Maxwell, C.P. Steinmetz, Nikola Tesla, and Oliver Heaviside.

Below: Shown left, spatial iron-pyrite cube, in line with it magnetic polarization growth-matrix in crystallization. Middle picture is a dielectric counterspatial ‘anti-cube’ of bismuth, a ‘hypercube’, or counterspatial tesseract. Bismuth has extremely high (the highest) dielectric permittivity and extremely low magnetic permeability. Oddly, depending on how you look at the bismuth in the middle picture, some will see an anti-cube, and others have mistakenly thought it a pyramidal formation. This is typical optical phenomena of negative-space, or counterspatial phenomena. Far right, likewise without coincidence, this is the very same dielectric counterspatial ‘sink’ as seen on the centripetal zone of a cube (or disk or otherwise) magnet as seen under a ferrocell. Dielectricity always expresses itself in a counterspatial phenomena. Usually (almost always) never recognized by the unintelligent manyfolk, the layman, who is unskilled in Euclidean geometry and Platonic logic.

It is often stated (almost always) that “bismuth is diamagnetic”, but this is a posterior property to its dielectric nature. Diamagnetic properties are always posterior attributes or properties to a prior electrostatic or dielectric inertia state which resultantly is therefore also ‘diamagnetic’. Instead of saying “bismuth is diamagnetic” it is more accurate to fundamentally state that bismuth is supra- dielectric; has extremely strong dielectric inertia to the pure innate element. ‘Diamagnetic’ means nothing ultimately as per bismuth than as a posterior attribute to the dielectric elemental bismuth; rather it must be pointed out that the universe’s most diamagnetic element is only thus because it has extremely high dielectric inertia, which as we know already from the book is centripetal, counterspatial, and radial. Bismuth is diamagnetic resultantly, but as per bismuth we must declare its innate property first, which is a high neutron count and stable high-dielectric inertia element which necessitatively must form anti-cubic, counterspatial crystalline formations; a ‘hypercube’, or counterspatial tesseract.

Below: Likewise again, a perfect example of spatial polarization of the innate iron cube as representative of magnetic permeability, and its antithesis on the right, a bismuth inertial, dielectric ‘anti-cube’, representative of counterspace and inertia in general, as some have deemed this formation, a ‘hypercube’, or counterspatial tesseract. Literally a dielectric anti-cube is an inertia convergent centripetal, radial (subtractive) hypercube, whereas its antithesis, the iron cube is a spatial, reciprocating (additive), divergent, centrifugal cube.

Amusingly, however absolutely true, I have just informed you the reader, and the world that bismuth has an extremely unique setof characteristics in that it not only contains the highest primordial Ether-modality (dielectric) concentration of dielectricity (and resultantly is therefore extremely diamagnetic), but that its lovely crystalline formations are counterspatial, or anti-cubic, are negative-space, or hyperspatial in nature. If the new-ager community catches word of this, bismuth crystals will start flying off the shelf resultant to this logical revelation and dielectro-crystalline discovery. Likewise that bismuth is extremely miniscule in radioactivity, with a half-life countless time longer than the age of the universe itself. Bismuth is estimated to have a radioactive half-life of 20 billion-billion years, but this calculation is false.

Below: Warped space is the product of the warped mind of Einstein, it does not exist and Nikola Tesla was right to run it out of town on a rail. Counterspace as per gravity is centripetal dielectric inertial acceleration, pure and simple. As per the Poincare’ adapted model of extreme compression charge, all matter is the product of dielectric accretions as formed in cosmic structures in mass, and they themselves were formed from the G.U.T. of 1/Phi^-3.

Below: Left, a ‘hypercube’, or counterspatial tesseract which decreases its spatial footprint in accordance with dielectric inertia as its cools inwards and retaining as much inertia as possible while molten. On the right, while only a partial anti-cube, the resultant formation. Dependent upon cooling rates and conditions, the peripheral inwards curling is the bismuths missing (increasingly so) attempts to retain dielectric inertia as it cools. A genuine dielectric counterspatial tesseract only has 12 ‘anti- facets’ or ‘anti-sides’, not 24, since several facets complete other ‘sides’ faces/facets. Whereas a spatial cube has 6 faces it only has 4 sides necessary to delineate a cube, an ‘anti-cube’ has 12 ‘faces’ but only 1 ‘side’ that being inertia, the dielectric Ether. Meaning a dielectric anti-cube has twice as many ‘faces’ as a spatial cube, but only requires 1 side compared to 4 of a cube; implying counterspace contains both (expressed by potential of inertia in discharge, i.e. magnetism = polarization = space) space and counterspace (6 and 6) all contained within one ‘side’, dielectric inertia, within which the dielectric/ Ether-inertia is complete. This line of reasoning is wholly 100% Pythagorean & Platonic logic. However the very premise of the tesseract is that it has 12 facets but only one apex or true ‘corner’, a counterspatial null-point, as both meant and implied the Ether itself. Herein we have 12 faces and 1 side of an anti-cube, and 6 faces and 4 sides of a cube, 13 total and 10 total respectively, however 10 and 13 are both expressed wholly by 1 (1/Phi^3, the G.U.T.). 13 is the first expression of the golden section outside of 10 (1,1,2,3,5,8,13), and 1 of course its first. 4 the square, and the cube (likewise of course 6), or space (polarization) does not exist in the golden section for good reason, space is wholly unreal, it is a radiative abstraction of charge in discharge.

In closing, we can say that while much descriptions existed about hoppering and bismuth hoppering, there were absolutely no explanations until now. As is the case of anything with inertia, especially dielectric inertia as present in a metal in molten form, it will retain that inertia from the lowest potential outwards to the highest inertia inwards in which it expresses its dielectric inertia, and this is both how and why bismuth creates counterspatial crystalline formations if allowed to form under perfect conditions. This has been, ineptly and wrongly, described by some as “unnatural angular crystals”, but it is in reality 100% natural and perfectly in league with anyone who understands dielectric inertia.

The τέσσερεις ακτίνες, translated as four rays, the tesseract is the cross of and between both space (magnetism) and counterspace (dielectric). The first number to be absent in the golden section being the cross, or the number four. The corner of ever cube is the intersection of 3 lines and four the convergence or collapse of space into counterspace, or the face of space, being four, the square, and likewise the cube 6, the second number not to exist in the golden ratio. Counterspace defines space in discharge, or divergence, and in posterior space gives a referrent to counterspace in convergence, or centripetal voidance of a discharge undergoing convergence. Space is the divergent remainder of counterspace in loss of its inertia in distension from its Ether fulcrum at which point we differentiate this Ether modality as magnetism. Hence we then have 4 and 6, space (Khaos, Xaos, matter, Chaos) and excess (6, excessius Latin). Obviously so, all logical branches of pure Platonic metaphysics has the lowest consideration for both excess and Xaos, however obviously so necessitated (ananke).

Below: On the left, a perfect example of intersecting spatially polarized iron cubes superimposing in growth upon one another. On the right a partial though near-perfect example of a counterspatial dielectric ‘anti-cube’ of bismuth.

Below: A perfect example of a bismuth anti-cube, or hypercube, with a smaller cube intersecting the larger during formation wherein which dielectric inertia forms these centripetal “hopper crystal” formations.

Below: Tiny hypercube natural formations as found in nature. This growth is driven by dielectrics, can only be driven by dielectric inertia crystallization.