pleiadian technology | book 4
- SUPERCONDUCTIVITY
- SNOR
- RESONANT TUNING
- PHYSICS AND PHYSICS OF OPERATION
- PRIMARY LIGHT
- METOL
- METOL CHOLESTEROL
1. SUPERCONDUCTIVITY
The main technical problem that must be overcome in order to build functional gravitational lift spacecraft is one of the production and storage of large amounts of high frequency electromagnetic energy. These energies are stored in the electric fields if small quantized plasmas become trapped in the lattice spaces of the metol crystal.
The Meissner effect, which has been observed and measured in superconductors, is an example of the trapping of magnetic energies. When magnetic fields penetrate into the ceramic or Class II type superconductors, they magnetize small regions of the material. Normally, this is not a desirable event, as these trapped magnetic fields cause eddy currents that slow down the superconducting electrons and increase their output of heat through electrical resistance.
Magnetic trapping in a superconductor, however, can be used to store large amounts of very dense magnetic field energy. Storage of this energy is possible because the superconductor produces a predominant or long-range diamagnetic field that always opposes any local fields, thus trapping their energies.
The only function of the SC is to conduct electrons without loss of energy through magnetic trapping. The cation layers in these structures are a vital part of the SC process, as they provide the superluminal pyramid structures that are substitutes for the common cloud electron-diamagnetic valence structures. The geodesics provide the common electron cloud, and the diamagnetics provide the centers of SC squares that have geodesics at each of the four corners.
Electrons conducting through this layer of the material bombard cations that are in the magnetic material. The magnetic fields from the SC are trapped into the magnetic areas of the magnetic layers. These two layers, SC and magnetic, actually interpenetrate and can be considered to be a single four symmetry layer.
The magnetic field energies are trapped in the magnetic layers, which act on the rotating light waves by compressing them in further. The magnetic areas send their lines of force into the USCs, where the nonlinear action is enhanced by the field. The electric field in the USCs also does this through electric field stimulation and the nonlinear effect.
The magnetic material is doped with cations that luminesce. The photons from this luminescence, however, are not the main supply for the operation of the craft. They only provide models or guides for the oscillating electromagnetic fields, which then construct their own photons.
2. SEVERE NONLINEAR OPTICAL ROTATION (SNOR)
SNOR is only possible because the light, which is generated through the electron (x-ray) excitation of the metol’s loosely bound earth atoms, is literally broken into pieces by a combination of the SNOR effect of the optical crystal and the superconductor. The nonlinear crystalline effect is produced by the craft’s high level of electrical charge and electrical capacitance.
3. RESONANT TUNING
The craft produces large amounts of electromagnetic energy. This energy is resonating throughout the structural components of the craft as a whole. These components act as resonant cavities that tune the electromagnetic energy to a single frequency (wavelength) for each structural component. The largest of these, and the one that produce the lowest frequency, is the entire diameter of the upper hull of the craft, the dish that can be seen in so many UFO photographs.
There are other resonant cavities inside the spacecraft. Most prominent of these are the metallic spheres that are arrayed around the circumference of one of the Pleiadean spacecraft which Billy Meier photographed. These spheres tune electromagnetic radiation into a single constant wavelength. The diameters of the spheres in Meier’s photographs indicate that the resonant electromagnetic frequencies for this particular craft are in the sub-meter range of microwave wavelengths. This is approximately the frequency range of the power tubes of microwave ovens.
The physical effects of the copious amounts of microwave radiation that radiate from the UFO spacecraft have been noticed by a few scientific observers of the phenomenon. Electrical systems, such as the ignition systems of motor vehicles and microwave communications systems, are always interfered with whenever one of these mysterious crafts comes too close.
(author: McCampbell).
4. PHYSICS
There are three physical components to our dimensional world. They are the electric field, the magnetic field, and energy. All electromagnetic radiation comes under the third category as part of the energy field. If all of these fields can be eliminated entirely, or converted into another form of energy, then this dimension of time and space would disappear.
The equations of Maxwell describe the integration of the three basic fields into a single unified field that dominates the third dimension of space and time. The electromagnetic continuum, however, does not include the gravitational force, which is one of the components of the dimensions that lie above the first three dimensions.
In order to propel a spacecraft against the force of gravity, it is necessary to make the first step toward disassembling these component fields and reassembling them into another type of field, the gravity-spacetime field (we’ll call gravatime).
Einstein foresaw this and made the first steps in his five-dimensional field that was defined mathematically by ten gravitational potentials. This is one way of defining and looking at the higher dimensions that come into play when the fields of the third dimension collapse.
Another way of describing the higher dimensions is to use a system that is based upon eighteen different vectors in the third dimension that describe the five dimensions that form the electromagnetic-gravatime continuum. These eighteen vectors are the three vectors of three-dimensional space multiplied by each of the three field components of the third dimension: the electric, magnetic, and electromagnetic energy fields.
Using this definition, the following are the six vectors of the electric field:
1. The first dimension.
2. The first dimension with an electric field.
3. The second dimension.
4. The second dimension with an electric field.
5. The third dimension.
6. The third dimension with an electric field.
In 1, 3, and 5 above, the electric field is turned off, while it is one in the other three vectors of the group of six. This defines a changing electric field that is part of the gravatime field. The same six vectors also define the magnetic and electromagnetic radiation fields.
The spacecraft is designed take the three basic fields of the third dimension, break them apart, and reorganize them into the gravatime field. They do this by storing an electric field with potential energy in the superconducting layer, a magnetic with potential energy in the magnetic layer, and by using a spiral crystalline form that has the ability to severely rotate electromagnetic radiation to reassemble the electric and magnetic fields into the gravatime field.
The electric and magnetic fields both contain energy in a potential form, but it will only reform into the basic energy form of the third dimension, that of electromagnetic energy, unless it is reprocessed through the spiral vortexes of the USCs. This happens in the drain phase of the electronic cycle. When the craft’s electrical system is operating in its charging phase, the potentials are developed through the storage of electric and magnetic energy, but these energies will only return to the third dimension if they are not put through the spiral cells.
PHYSICS OF OPERATION
The force field is produced from a collapse of the DeBroglie waves, while the light that is emitted from the material is defined by the Plank Equation for electromagnetic radiation. These two conditions occur simultaneously and in opposite directions during the drain phase of the electronic cycle. This occurs with a frequency that is controlled by the RPMs of the generator and the number of inductor sweeps, which is always two, and the number of coils, which is always three. If the RPMs vary between 1,000 and 2,000, then the operating frequency of the electronic system is three times two times these numbers, which is 6,000 to 12,000 RPMs.
The most controversial aspect of the operation of these craft is that they violate the traditional conservation of energy laws. They do not do this if the Theory of Relativity is considered, but this theory is yet to be defined in terms of its effects on the conservation of energy.
The laws of electromagnetism do not account for the flight performance of these craft. Even if all of the energy of an electromagnetic field could be used to propel the craft, there could not possibly be enough of it stored onboard to lift the craft off from the ground for more than a few seconds. To account for the performance of these craft, other more exotic laws must be called upon.
The craft operate by producing photons from the raw material of the capacitance in the superconducting material and the potential inductance in the supermagnetic material. When these fields are modulated in an octave pattern, light is produced from sound. Part of this light is transmitted away from the craft, and part of it is converted into a force field, however, the total amount of energy that is required to lift these craft is not even approached by the total force of the photon field. This is where conservation of energy is violated.
These craft operate according to physical principles which can only been approached by the Theory of Relativity. This theory predicts that there is some type of energy or force field that exists at the speed of light, and that whenever an object or particle approaches this velocity, its acceleration is resisted by this field until it becomes zero. Without going into the details of the manner in which this field operates in the craft, it can be stated simply that this field can be tapped into for a source of free energy that can be used to lift the craft.
As these craft operate, they create a large gravitational hole in the space around them. It takes a certain amount of energy to produce this hole, but once it has been produced, any craft can fall into it for any length of time that it wants to. Since gravity accelerates objects, the craft is accelerated indefinitely by the “hole in space.” The direction of the craft’s free fall into the hole can be controlled by the craft’s electrical system, and if the hole is positioned above the actual center of mass for the ship, then it will pull upward on that center and lift the craft against gravity.
The gravitational hole is the force field propulsion unit for the craft. The amount of electromagnetic energy that is required to produce it is much less than the amount which would have to be converted into a light force field that would then be used to lift the craft. The light force field is only used to produce the hole. Once it is there, there is abundant acceleration to lift the craft or anything that is close to it.
The gravitational hole is a high velocity mode of operation for the craft. Other physical phenomena attend this aspect of the ship’s operation. The ship’s inertial mass is reduced toward zero, and its acceleration toward infinity in the high velocity mode. As its inertial mass is reduced, its gravitational mass is increased, as the sum of the two remains constant.
When the craft is in a low energy mode of operation, different rules apply in generating its force field. In this mode, the ship’s mass is part inertial and part gravitational. In this mode, the hole must be reconstructed with each sweep of the generator, as it does not have enough integrity to main itself against internal collapse. Often, these craft are seen to bob up and down as their gravitational field is alternately building up and collapsing down.
It perhaps will require many years for our best scientific minds to understand the physics behind the operation of these craft. This is because their operation is governed by laws that are not Newtonian and Einsteinian, and the latter set of laws, as they apply to oscillating electromagnetic fields, are not yet known. The descriptions in this book are given from the perspective of an operations engineer who perhaps knew “how” things worked, but not exactly “why” they worked.
5. PRIMARY LIGHT
The light that is produced in the craft’s material comes from a thin layer of luminescent cations that has been grown into the NOCs. [sic, hybrid photonic networks on chips]. The NOCs are arranged onto sheets of these thin layers, and the layers are pulled up around them. When the electrical current is put through the diamagnetic material, many of the electrons strike the cations that have been mixed into the material, and this action produces the photon luminescence that is then used to power the craft.
When light is radiated into an NOC from the cations, it undergoes SNOR. This rotation is so severe that the photon’s magnetic and electric field vectors are altered in their geometrical configuration. The electric field vectors circulate around the magnetic field vectors, which now coincide with the optical axis of the NOC.
This new form of light, known as Primary Light, can now be used to power the craft. But before this is possible, it must be amplified by a crystal that has an even greater SNOR coefficient. This is the central power crystal of the craft.
The Primary Light that has been produced in the NOCs has two component fields of force. One of these moves inward and the other outward. In acting through the distance that it moves through in the tunnels, the primary light energy may or may not become a force field that acts through a distance.
Primary Light Energy (PLE) is sent through the superconducting tunnels in a direction that is opposite to that of the superconducting electrons. The NOCs all are fabricated into the craft’s hull material with their magnetic and optical fields pointed in the same direction. This is perpendicular to the direction that the tunnels take through the material. The PLE is picked up by the positron (positive charge)-electron stream in the tunnels, and parallels its movement through the tunnels.
Most of the PLE force field attaches itself to the electron energies rather than to the positron energies. This is because the electron is a stable subatomic particle and the positron is not. If this were not the case, and these two particles were equally stable, then the PLE that moved inward with the positive charges would be equal to the PLE that moved outward with the electrons, and they would cancel one another out, and there would be no force field. This is an impossible condition to imagine, as there would also be no nuclear force fields to hold atomic nuclei together, and there would be no matter in the universe.
The craft operates as a kind of light-to-field-to-field-to- light generator. Ordinary photons are rotated and broken apart into primary light energy, which attaches itself to the dopants that are in the material. These dopants re-emit light that is in its primary energy rotational field form.
The light to field cycle is amplified by the craft’s central crystal, which has a stronger nonlinear optical field than the individual LCCs. When the primary light energy comes into this crystal, its force field producing energy is amplified several times, and this is where the craft’s field develops.
The cycle then is:
1. Electromagnetic field to luminescence photon.
2. Photon to SNOR photon to primary light energy.
3. Primary light energy amplification and recirculation throughout the structure.
2. The four symmetry materials.
The geodesic cube is the basic unit cell of the four symmetry material. It is equivalent to the cholesterol and phospholipid molecules which are found in the cell walls or membranes. These are highly ordered structures which can impart this order to other atoms, ions, and molecules. The membranes order the salts that come into contact with them into a superconductive state. They also order many other types of organic molecules and prepare them for synthesis into new protein chains which, in turn, are assembled into living cells.
The metol material consists of the individual geodesic crystals in cubic lattice structures. Diamagnetic dopant atoms are added to the crystals after they have been grown into their initial cubic structure. These bond into the hexagonal locations, and into other more random locations in the spaces between the geodesics in the cubic lattice.
The metol coats the USC crystals that are then compressed together into the diamagnetic crystal layers. These are then are etched with lasers. The tunnels that go through the composite material are surrounded by a 100% pure diamagnetic material. No magnetic material can come into contact with the insides of the tunnels, as these must superconduct electrons at ambient temperatures.
The tunnels have the width of the principle wavelength of light that is produced by the luminescent discharges of the unbonded cations. The tunnels act as a wave guide for the creation of a coherent train of photons.
The diamagnetic metol coating on the USCs that surround the tunnel prevent any magnetic fields from penetrating the tunnels. This means that none of the electrons that are superconducting through the tunnels are ever able to acquire the property of spin, and so their superconduction is preserved, as electrons must have zero spin in order to superconduct.
The material that surrounds and interpenetrates most living cells is the blood. The bloodstream in animals is the active carrier and conduit for all of the biological processes. All of the new molecules that are coming into the body, and all of the old ones that are moving out, move through the bloodstream. The molecules of the lymphatic system, which are part of the immune system, also travel through the bloodstream.
The iron atom is the central atom in the hemoglobin molecule that makes up the red blood cells in the bloodstream. The magnetic field of this atom picks up information from all of the cells that it comes into contact with, and then carries the information to other cells, which it then transmits through magnetic imprinting. There is also an interaction between the magnetic blood cells and the electrically polarized fat and cholesterol molecules of the membrane structures in the body, and additional information is imprinted onto these molecules by the blood molecules.
The craft’s information system is its oscillating magnetic field. This field has millions of different frequencies in its wave patterns at any one time. These frequencies are constantly building up and then breaking down the magnetic fields in the craft’s magnetic materials.
The craft’s magnetic material has the same structure as the diamagnetic material. This is identical to the geodesic, diamagnetic cubic lattice except that magnetic atoms are used in place of diamagnetic atoms. This material is used in its 100% pure form in the magnetic cores of the induction coils. The high gauss magnetic field that these coils develop must propagate external to the coils, so no diamagnetic materials can be used in their construction.
The main purpose of the metol material is to superconduct electrons at ambient temperatures. It is possible to construct spacecraft with diamagnetic materials that must be cooled with liquid nitrogen, however, they would have a very limited range in outer space, and they would be impractical to operate because of the large amounts of nitrogen that would have to be carried onboard the craft.
The metol material consists of magnetic material and diamagnetic material. In the organic system, this mix is equivalent to the blood and saline mixture on the bloodstream. Whenever a diamagnetic material is grown in layers next to a magnetic material, its superconducting effects are enhanced.
The phenomenon of a higher transition temperature has been noticed in the Josephson Effect, where an oxide layer between superconducting layers produces a composite material with a high superconducting transition temperature. The oxygen atom is magnetic, so its oxide compounds are also magnetic. In another superconducting ceramic that has just been grown by deposition techniques in Japan, the superconducting transition temperature has been doubled by alternating layers of the ceramic superconductor material with layers of a strongly magnetic compound. (REF: JTECH. Oct. 7, 1992, p.2).
Ordinarily, magnetic fields must be kept out of superconductors if they are to function well. Magnetism, it is thought, destroys superconduction. However, any electric current, including a superconducting one, produces its own magnetic field which will propagate inside the material. If a conductor is a superconducting material, the magnetic field will be compressed into small region in the material by the natural diamagnetic field of the superconductor. These magnetic regions are traps for the magnetic lines of force, and they interfere with the superconducting current by causing the electrons to wobble and to produce small eddy currents. The magnetism in these traps, however, can be drawn out by an adjacent magnetic material. If magnetic material is mixed in the diamagnetic material, which is what happens in the craft’s four symmetry metol, the magnetic material will absorb the magnetic fields that are trapped in the diamagnetic material, and the superconducting properties of the diamagnetic material will improve as a result.
In the metol material, the magnetic geodesic crystals grow into a cubic lattice. The diamagnetic geodesics also grow into this lattice structure. However, there is a difference in their structures. Even though they have a cubic structure in their bulk form, they actually consist (and are grown as) a series of parallel layers that have individual square symmetry.
The difference between these forms is slight but important. It is caused by the difference in the preferred valence levels for the ferromagnetic atoms that are used in the cubic supermagnetic lattice, and the diamagnetic atoms that are used to construct the square plane lattice of the superconductor. The former will ionize to either a “+2” or “+3” valence, while the latter will only ionize to a “+1” or “+2” valence. The true cubic lattice can only be formed if an atom can be ionized to the “+3” level of valence. If it can only ionize to the “+2” level, then the cubic lattice will be weakly bonded along one axis, and the cube will become a series of parallel planes.
Whenever a magnetic field penetrates into a diamagnetic material, its energy is stored in magnetic domains in the material. This occurs because the diamagnetic field compresses the magnetic field into a very small region within its material structure. These regions have a high magnetic density. When the magnetic energy is released, it produces electrical energy in the form of an electrical current with some voltage.
In the craft’s hull material, the magnetic atoms that are part of the quasicrystalline structure are doped into the main body of the diamagnetic material. Other paramagnetic atoms, such as the rare and alkaline earths, are also added as dopants to the metol material. The magnetic fields of these atoms become trapped in the diamagnetic material, as this material will always produce a field that pushes on them from all directions. These sites store magnetic energy in the form of compressed lines-of-force.
In the small spaces between these two materials, layers of cations are added to the material. These atoms are only loosely bonded to the much larger mass of crystalline material that they are part of. In this condition of low bonding energy, they are free to convert the electrons that strike them into photon energies. These, in turn, produce a high degree of luminescence. These photons are the program and energy primers for the force field implosion system.
The alternate electrical phases of charge and discharge, AC and drain, magnetic and electric, produce large oscillating fluxes of electromagnetic radiation that is transmitted from all of the resonant structures in the body of the craft. These are a complex array of electromagnetic frequencies that range from the radio range all the way into the short microwaves wavelengths. These frequencies constitute an energy program that controls the implosion of light energy into the centers of the millions of USC quasicrystals, where this light energy is broken down into the other forms of energy that constitute the force field of the craft.
The magnetic domains of the metol deflect the electrons in their paths through the superconducting tunnels and through the superconducting bulk material. These electrons then collide with other atoms. It is these collisions that produce photons, with the greatest number coming from the magnetic atoms that are susceptible to the electron trapping phenomenon that causes the photons to undergo luminescence.
The photons move through the USC quasicrystals, which have been grown so that they have a SNO effect. The photons are disassembled easily by this effect because there is no magnetic field inside the NOCs. Their diamagnetic coasting has ensured this, and without a magnetic field, the photon’s magnetic field vectors are squeezed into a straight line. As the magnetic field is being reduced to a line in space, the electric field vectors curve into a spiral or circular path. In this condition, the photons no longer have the same field configurations as the ones that Einstein had given them, and are no longer photons.
The new photons are “unidirectional magnetic field pulses” that propagate as wave fronts and solitons rather than as waves in space. The magnetic energy becomes the momentum of the pulse, while its spinning electric field vectors now hold the permanent energy of the new magnetic photons. This is not the same field configuration as the ones that exist for normal electromagnetic photons. It is unusual, because the energy and momentum vectors are at right angles to one another in the magnetic pulse photons, while they are opposite (at 180 degrees) in normal photons.
Magnetic photons can be modulated with magnetic field energies, both direct and alternating. This is what happens to the ones that are produced by the NOCs in the living crystal metols. These new magnetic pulses are compressed by the diamagnetic field of the surrounding material so that they propagate down the center axis of the superconducting tunnels.
The magnetic pulses are not subject to any of the known laws of physics. They are able to propagate with velocities that are not limited by the speed of light. These pulses produce the superphysical effects of dematerialization and the right angle turns that these spacecraft have been seen to execute.
The development of the superphysical magnetic pulses is the critical operational factor of these spacecraft. Without these pulses, they could not develop an adequate lifting capability, and would have a very limited range in space. If the NOC-diamagnetic tunnel material is not grown correctly, that is, if it has any magnetic leakage, the tunneling magnetic field will not develop properly and the craft’s performance will have been compromised.
The craft’s primary light energy is its basic fuel. This energy can only be produced by a degree of optical rotation that cannot be achieved with our current material sciences. But with the growth of the spiral lattice metallic crystal, known as the quasicrystal, this degree of rotation is possible.
The craft’s magnetic lines of force are compressed into the small zones that lie below its main hull and next to its central crystal. In these locations, the magnetic field from the induction coils meets the diamagnetic field of the hull metol, and the lines are squeezed into a small volume of space inside the hull. These lines run from the center of the ship to its outside rim.
The primary light is produced by a combination of the SNOR of the photons and the compression of the magnetic lines by the magnetic-diamagnetic interface. The force of these combined actions breaks down the light. Once broken down, it constitutes a raw material that can be reassembled by the central crystal in primary light energy, which is carried by magnetic lines.
The primary light energy is circulated out to the rim of the craft and then back to the central crystal by the tunnels that have been etched into the metol. These tunnels travel radially, while the optical axes of the NOCs run at right angles to them. When photons are radiated through the NOCs, they are bent through almost a 90-degree angle, and this bending transmits them into the tunnels.
The electrons will eventually jump off the ring and be absorbed by the space that surrounds the craft. They will do this because of the need to equalize the electrical potential of whatever atmosphere (or no atmosphere, in the case of outer space) surrounds the craft.
As electrons are moving outward, positive charges are moving inward. These carry the primary light force field along with them. Positive charges, like positrons, survive in atomic or molecular structures for only short periods of time. This is also true for the force field energies, which can only exist in approximations to a nuclear event or atomic nucleus.
The weak nuclear force is produced upon the decay of the gamma ray into a positron-electron pair of particles. This, however, is a very high energy event. Instead of generating gamma rays for the nuclear force field, these craft generate primary light energy, which decays into a low level nuclear force inside of the ship’s material. This energy attaches itself to the “n” and “p” charges that have been doped into the craft’s material structure. Their energy only exists inside the material structure, but the force field that is produced upon the decay of the primary light into positive and negative charges can exist outside of their actual material, and is the basis of the ship’s force field lift propulsion.
Magnetic fields are associated with the building of molecules from atoms, and of larger molecular chains from smaller molecules. The spin rates and frequencies of the outer electrons play an important role in building larger forms from smaller ones. It is the harmonic relationships between these spin rates that determine the nature of new molecular forms, and whether a group of molecules can be synthesized into a larger molecule.
When magnetic fields encounter an electric current, they disrupt it by inducing a spinning motion in the electrons in the current. This drains energy away from the electrons and produces heat energy, which interferes with conduction.
Primary light energy has had its magnetic field squeezed into a straight line. If this energy encounters a magnetic field that is external to it, its own magnetic field will be disrupted. If it encounters an electric field, however, its electric fields will interact with it, and either absorb energy from it or give energy to it.
Primary light can have any energy value as long as it is greater than zero. To this extent, its energy is not governed by the normal quantum laws of Plank and DeBroglie. A high frequency primary light field can carry only low amounts of energy, or it can carry high amounts of energy. Primary light contains its energy in its electric field, which spirals around its magnetic field. The direction of spin for these field lines determines whether the electric field is positive or negative.
The energy component of primary light follows the negative electrons out to the rim of the craft, while the force field component follows the positive charges inward to the central crystal column. This dual motion is the basic pattern for the flow of energy and force in all atoms. The electromagnetic energy radiates outward from an atom, while its nuclear force field pulls inward.
In order to develop a force field from light, the light is first broken up and rotated into primary light energy. This energy can be held in place by a conventional electromagnetic field for a certain length of time. This field must have its electric field in circular motion about its magnetic field. This is the relationship of the electric and magnetic fields between the rim of the craft and its center crystal. Connecting the rim with the center column are the tunnels, which run at 90 degrees to both the electric current in the rim and the direction of the magnetic axis at the center of the ship.
In between the rim and the column, however, the field configurations are different. In the space, the magnetic field runs radial and in parallel with the tunnels. This means that the electric and magnetic field lines are parallel in this region of the craft. This is where the primary light field develops. The tension between these parallel fields develops into primary light energy as this is an abnormal configuration for these fields, which usually occur at right angles to one another.
One component of the primary light electric field travels in spirals around its single magnetic line at its center. The velocity of this field is the speed of light. There is another electric field, however, which is defined as the rate of change of the first electric field. Normally, this produces a magnetic change, but inside these tunnels it does not, as the magnetic field is held constant and invariable. Instead, it modulates the spiral electric field in its forward and backward directions, in a field configuration that is parallel to that of the magnetic axis.
Most of the laws of existing physics are violated inside the superconducting tunnels. The first law to go is Ohm’s Law of electrical resistance, because there is no resistance to the flow of electricity inside the tunnels. Maxwell’s Laws that define the relationship between electric and magnetic fields are “bent,” but not broken, as the same old relationships exist, but there are new ones that occur simultaneously with the old ones. These involve the development of electric fields without magnetic fields and vice versa. Finally, the most sacrosanct law of physics, the limiting velocity of the speed of light, is violated completely, as not only do particles, such as electrons, travel beyond this velocity, but the entire craft as well.
The key to accelerating matter to velocities that are beyond those of light lies in its conversion into a physical quantity and quality that is not matter, or more correctly, has no mass. This could be done if the mass of the ship and its electrons could be converted into energy, something that happens in the subatomic interactions of high energy particle physics. This mass-to-energy conversion, however, has not been observed under any other conditions except those of these high velocity collisions.
If a spacecraft had its mass converted into energy, then it could accelerate to any velocity it wanted to almost instantly. But this would be an enormous amount of energy, as mass converts to energy with the equation “E = mc2,” and it does not take very much mass to produce a great deal of energy. These are the reactions that power nuclear reactors and nuclear weapons.
Of all of the observed phenomena involving the UFOs, their sudden right angle turns and high rates of acceleration are the most difficult to explain in terms of the theories of Newtonian Physics. To explain them, Einsteinian Physics must be used instead. To do this, a substantial reinterpretation of even this unorthodox and not well understood theory is required.
[ETHER THEORY HERE] [sic]
The craft converts the mass of its subatomic particles into electric field energies which have a very high density. These energies, which also have particle properties, are held in place by the strong nuclear force. This means that the craft have developed black holes in space, which they fall into and are held in position by.
6. METOL
The final form of the material in the hull section of these?? [sic] craft is made up from two different types of materials. One of these has nonlinear optical properties, and the other has a combination of supermagnetic and superconductive properties. Technically, this is three different materials, but the optical material is very different from the magnetic and conductive materials, while the latter two are very similar, differing only in the types of dopant atoms that are used to produce the particular effects.
The two materials are grown into a composite material that has a “4-5-4” symmetry. The optical crystals have a predominant five symmetry structure based upon the pentagon, but six symmetry hexagons also occur in this material. The magnetic and superconductive materials have a four symmetry structure. The “4-5-4” symmetry is a description of the final form of the composite material, which consists of multiple layers of the optical crystals that have been completely surrounded by layers of the four-symmetry superconducting and supermagnetic crystals.
7. METOL CHOLESTEROL
The metol material mimics the structure of the cholesterol molecule. Cholesterol molecules have a positive and negative component. The main body of the molecule consists of hydroxyl radicals and alcohols. These radicals have an excess number of negatively charged oxygen ions in their structures. This gives the main body of the molecule a net negative electrical charge.
Cholesterol molecules have a symmetry that is based upon the hexagon and pentagon. All of the organic molecules that are related to cholesterol, such as the sterols, have the same basic geometrical alignment between their individual atoms. This alignment is that of the tetrahedron.
The side chains of the cholesterol molecule are composed of sugar radicals. These radicals have a rotational symmetry from radical to radical through the length of the side chains of the molecule. This rotation gives chains of these molecules the property of “optical rotation.” Sugar radicals carry a net positive charge because they have an excess number of positively charged hydrogen ions in their structures.
When large numbers of organic molecules come together to form a larger structure, they align themselves into the geometry of the hexagon. This hexagon is known as the “benzene ring,” and it is the predominant structural form for all of the molecules that compose organic tissue such as organs, bones, muscle, etc. The benzene ring hexagons occur in layers in the tissue structure of all living things, and these layers are bonded together by the tetrahedrons of the individual molecules and radicals. These are the fats, proteins, and carbohydrates.
When large numbers of cholesterol molecules come together, they, too, align themselves into hexagonal rings that have tetrahedral coordination between them. Unlike all other organic molecules, the cholesterol molecule has the additional structural property of rotation, as successive layers of cholesterol molecules are rotated slightly with respect to the layers that are above and below them.
The benzene ring of organic structures constitutes a closed structure with definable boundaries. These boundaries are those of the completed complex of molecules that make up the tissue structure of the organ, muscle, or bone. Other molecules that are not part of the structure have a difficult time bonding onto the completed benzene ring because all of its positions are occupied by the chemical radicals that make up the ring.
There are many benzene rings that have open structures, ones with an open site in the hexagon that an outside radical or molecule can occupy, either temporarily or permanently. These types of rings form into layers that are a composite of hexagons and pentagons, with pentagons occurring on the outside of the layer, as this is where outside radicals are most likely to come into contact with the rings.
Muscle and bone tissue are composed of chains of protein molecules that are called “collagens.” Individual collagen molecules bond together to form a collagen chain, which can be as long as 300nm in length. All of the rings that compose the collagens have one open site. This means that the layers that they form have a pentagonal symmetry instead of the normal hexagonal symmetry of the benzene ring. The open sites on the pentagons allow a single collagen chain to form a strong bond with the next collagen chain in the muscle tissue. This open bonding structure gives muscle and bone tissue a structural strength that other tissue structures do not have.
Whenever layers of organic molecules have an open or pentagonal structure to their successive chains, side chains develop next to the main body radicals and molecules that make up the layers. These side chains only develop adjacent to an open ring, as these are the only ones with available bonding sites for the side chains to attach to.
The side chains of organic molecules, such as cholesterol, also form into hexagonal layers of benzene rings when they occur in the larger molecular complex. This stabilizes and completes their form, just as it stabilized and completed the form of the main body portions of the molecular rings. The side chains usually hold a charge that is opposite to that of the main body molecules and radicals. This means that the total molecular complex will have a net charge that is close to zero. This is important for the stability of the organic molecules that make up the tissue, as structures with a net charge of zero cannot attract charged radicals to them. This implies that they will be chemically inert, something that is desirable if organic tissue is to be stable through time.
Metol cholesterols have a structure that is similar to that of the organic sterols in many respects, and different in others. The most important similarity is in the area of structural strength. The metol material usually grows in long chains that are strongly bonded to one another. It actually is a metallic fiber that has a structural strength that is thousands of times that of the metals that compose ordinary metallic structures.
In the metol cholesterols, the framework atoms with pentagonal coordination provide the nucleation sites for the growth of the dopant side chains. This is similar to the structure of the organic sterols except that there are many more open hexagons (pentagons) in the metols because they are grown as much smaller individual crystals than are the sterols.
The smallest Fullerene Crystal that has a stable, symmetrical geometry is the “F-60.” These crystals have sixty atoms at the vertices of their framework, which consist of 12 pentagons and 20 hexagons. The overall symmetry of the F-60 is that of the icosahedron. However, it is related to the sphere, as it can be inscribed into one, or circumscribed around one such that all sixty vertices occur on the surface of the sphere.
If the F-60 geodesic is related to the sphere, then it could be said that its five of its six pair of pentagons occur around its midsection or “equator,” with the remaining pair locating at the poles. In this model, the hexagons occur in the spaces between the pentagons. If there are no hexagons between the pentagons in a geodesic crystal, then it no longer has icosahedral symmetry, and becomes a dodecahedron instead. This is the smallest possible geodesic crystal.
[HERE, ABOUT 12 PENTS??? FOR A SPHERE] [sic]
The structure of the metal [sic, metol] geodesic crystal can be determined from the structure of the cholesterol molecule. All sterols have four groups of molecular radicals in their main bodies. Three of these have the structure of the closed benzene ring (the hexagon), while the fourth has the structure of the open benzene ring (the pentagon). The molecule’s side chains, which also develop into benzene rings, are attached to the open ring in a rotational pattern.
If the structure of the sterols is derived from the structure of the geodesic crystal, then the closed benzene rings correspond to the hexagons and the open ones to the pentagons. This means that the side chains of the geodesic must develop at the site of the fourth hexagon in the string of polygons. These hexagons become the nucleation sites for the growth of chains of atoms that have a rotational structure. The dopant hexagon must be adjacent to a pentagon, just as the sterol side chains are adjacent to the open ring (pentagon).
Single atoms must bond to a geodesic crystal at the site of the side chain hexagons. Since there are four hexagons and one pentagon for each of these sites, the F-60 crystal can only have five dopant growth sites (twenty hexagons divided by four equals five).
The dopant sites in a geodesic coordinate its orientation in space to the orientation of the “dopant plane,” that is, the flat sheet or thin layer of dopant atoms that are being bonded with the geodesic. If the dopant site must be coordinated so that they can intersect the dopant plane, then the five dopant growth sites must be one of the five pentagons that occur around the equator of the F-60 crystal. There are two belts with five pentagons each around the equator of the F-60, but only one of these can be the “growth belt,” as there are not enough hexagons to construct any more individual metol molecules on the surface of the crystal.
As a result of its size and number of hexagons, the F-60 crystal develops an asymmetrical growth pattern when dopants are added to it and it forms into its cubic lattice structure. In the cubic lattice, the dopant atoms tend to occur in greater numbers in the direction of the dopant plane that runs through all of the individual crystals.
When the next largest unit cell is constructed, the “TC” (toroid cell), the dopant atoms will congregate more toward one end of the cell than they will toward the opposite end. The hole in the center of the toroid will be filled with more atoms at one end than the other. This structural feature of the TC has great significance when the rotational properties of the F-60 crystal are examined.
The side chains of the organic sterol molecules all have a uniform direction of rotation as determined by the direction that they take when they grow out from the main body of the molecule. If the side chains are moving toward the right from the main body, then they have a clockwise rotation. If the main body is inverted and the side chains are pointing to the left, then the side chains will have a counterclockwise rotation.
The rotational properties of the sterols provide the model for the rotational properties of the metol string in the geodesic crystals. When the geodesic side chains grow out from their “pentagons of origin,” they take on the rotational direction of the metol string that they are part of. All five pentagons are in the same geodesic hemisphere, and all of their metol strings had their origins in the opposite hemisphere. Therefore, all five of the strings must be growing in the same direction, from one hemisphere to the other, where they terminate with a hexagon that then becomes the growth site for the dopants.
The metol strings on the surface of the F-60 geodesic begin their growth with the belt of five hexagons that surround one of the poles (let us say the South Pole). The strings then proceed up through the dual belts of hexagons that are above and below the equator of the geodesic. They now have three hexagons in their structure. The three hexagon metol strings then attach themselves to the belt of five pentagons that are in the Northern hemisphere of the geodesic. This completes their main body structure; however, each string still needs a dopant site. These sites are the last belt of five hexagons that surrounds the North Pole of the geodesic.
The metol strings grow in the same direction on the surface of the sphere, from South to North, and so their side chains will grow with the same rotational direction. The dopant atoms will all grow out from the topmost belt of hexagons that surrounds the North Pole. These atoms will all have the same rotational growth pattern, and so they will grow into a series of spirals out from the main body of the crystal. They will develop a growth pattern that is very similar to those that occur in whiskers, which are tiny crystals that grow out from the surfaces of other crystals.
[ANGLES diagram] [sic]
The five hexagons that occur around one of the poles of the geodesic sphere are the five dopant growth sites. These hexagons occupy positions that are between 40 and 70 degrees above (or below) the geodesic equator. This angular positioning of the dopant sites is the reason for the asymmetrical growth pattern of the F-60 TC, which has most of its dopant atoms toward one of its poles (top or bottom).
The growth pattern of the F-60 TC produces a spiral growth pattern of intertwined whisker growth crystals. The structure of these spirals can be made more uniform if magnetic dopants are present in the whiskers. These will respond to magnetic fields, and will grow into positions that are uniform and symmetrical as a balance between their kinetic energy and the force of the magnetic field develops. Once the magnetic atoms are in place around the circumference of the toroid hole, they will force the diamagnetic atoms into regular positions.
The F-60 TC is used exclusively in the electron ring section of the spacecraft’s hull. The unidirectional spin of these cells produces a uniform and direct magnetic field when electrons spiral through their center holes. The electrons move through the tiny (only a few atoms wide) whiskers in spirals, and they produce a magnetic field in accordance with the established electromagnetic law of Maxwell. For this reason, the F-60 TC could be called the “magnetic cell”.
In order to maintain the maximum magnetic field, all of the conductive whiskers in the TCs must have the same spin orientation with respect to the center and bottom of the craft. If any of them have opposite orientations, then their magnetic fields will subtract from the predominant magnetic fields. This, too, can be predicted from existing electromagnetic laws which state that the direction of the magnetic field that is produced by an applied current in a coil is determined by the direction of the spiral pattern of the coil.
`The main body section of the hull is composed of the second type of geodesic crystal, the diamagnetic TC. These are larger geodesic crystals that have an elongated structure. They can be thought of as hexagonal cylinders that have F-60 hemispheres as an end cap. These crystals have lengths that are about 2 – 2.5 times their diameters.
These types of Fuller geodesics have anywhere from 100 to 120 framework atoms, and are designated as the F-100, F-110, and F-120 geodesic crystals. These crystals have several extra belts of hexagons in their tubular sections, and these, in turn, provide growth sites for several additional metol strings.
The ideal diamagnetic TC is the F-100. It has forty hexagons on its surface instead of the twenty that the F-60 has on its surface. This means that it can produce ten metol strings instead of five, and has ten dopant growth sites instead of five. If the growth pattern for these crystals is examined, it can be seen that there are five metol strings growing in opposite directions towards the ends (Poles) of the crystal. Each of these groups of five will terminate with five growth sites on the end caps at the poles of the crystal. Each of these groups will have one of the two possible rotational directions for their side chain spirals, and the toroid, as a whole, will have both spiral directions in its center hole.
The diamagnetic TC is used in the superconducting hull section that runs from the center of the hull to its outer negative ring. This is the main body of the craft, and so these are the predominant crystals that are used to build these craft. [OOS] [sic]
Using the cholesterol molecule as a model, the structure of the most probable geodesic crystal can be determined. There are 20 hexagons in the most abundantly grown geodesic, the 60 member. Since there are four hexagons for every dopant nucleation site, there is a total of five such sites in the geodesic crystal. It is possible to grow geodesics that have 70, 80, 90, and so on framework atoms, but the next geodesic that provides an even number of nucleation hexagons is the 100 member crystal, which has ten nucleation sites. While the 60-member geodesic has the conformation of the sphere, the 100 member has that of an elongated ellipse, or a tube with spherical end caps.
The 60- and 100-member geodesic crystals are the basic materials of the two different TCs, the magnetic and diamagnetic. The nucleation sites grow in a belt around the middle of the crystal. These belts correspond to the five pentagon positions that occur around the midsection of the geodesic crystal. In the case of the 60-member crystal, all of the dopant sites will occur in either the top or bottom halves of the crystal. In the case of the larger 100-member crystal, which has ten sites, there are five pairs of sites instead of five sites, with half in one hemisphere and half in the other.
When the dopant atoms attach themselves to the hexagon growth sites on the surface of the geodesic crystal, they develop into small whiskers that have the structure of the cholesterol molecule’s side chains. As successive atoms are added to these whiskers, they are rotated into a continuous spiral. The direction that this spiral takes is determined by the magnetic field of the paramagnetic atom at the center of the geodesic, and by the number of atoms in the geodesic.
A 60-member geodesic has all five of the its nucleation sites in one hemisphere, so they will all assume a common rotation, as the cation will have one magnetic polarity in each of its hemispheres. On the other hand, the 100-member geodesic, which has five sites in each hemisphere, will have five with one magnetic polarity and direction of rotation, and five with the opposite magnetic polarization and rotation. This, in turn, means that the 60 member geodesics are ideally suited to produce magnetic fields, while the 100 member ones are more suited for diamagnetic fields.
The magnetic and diamagnetic properties of the individual geodesics are of critical importance in the design of the metol material section of the craft. When these crystals are grown, approximately equal numbers of magnetic and diamagnetic atoms are doped into the quadrivalent framework structure, but whether or not they will produce a magnetic or a diamagnetic field will depend upon which of the two basic types of crystals is used in the material, the 60-member or the 100-member.
The basic function of the USC is to direct electrons into circular paths where they will have their high frequency electromagnetic energy transduced into much lower frequency spin energy. The electrons are guided into spiral paths by the spiral structure of the dopants in the hexagon sites, and in these paths they will have their angular momenta converted into spin momenta. This converts the energy and momentum of the electrons into spin energy that is monopolar for the 60-member geodesic, and bipolar for the 100-member geodesic.
The 60-member crystal will produce a strong magnetic field, as it has a unidirectional spin to its dopant spirals. When electrons spin in one direction, they produce strong magnetic fields. The 100 member crystal, on the other hand, guides the electrons into paths that have different directions, which tends to cancel their magnetic effects, making them ideal superconductors. These crystals are used in the strongly diamagnetic sections of the hull.
The final structure of the TC crystal is that of the toroid. The center hole in the toroid holds nothing but rotated atomic quasicrystals with a symmetry number of five. The main body of the USC is composed of individual geodesics that either have a 60- or 100-member surface structure. When the dopant atoms are added to the main body of the USC, they are grown into spirals that are loosely connected between geodesics. But because of the lack of space between the individual geodesics in the TC, the spiral structure does not develop strongly in the main body. It does develop, however, in the hole in the toroidal crystal, as the large spaces there between geodesics allow for the development of an extensive set of spiraling crystal structures.
It is not entirely necessary to grow the 100-member toroid cell. Instead, 60 members cells can be grown and then half of them grown into the toroid cells with one magnetic orientation, and half with the opposite magnetic orientation.
When the geodesic crystals are grown, they are polarized magnetically if they have a cation located in their centers. This polarization can be used to orient the crystals when they are assembled into the larger toroid cells. If the geodesic crystals do not have center cations, they cannot be magnetized until magnetic dopant atoms are added in a later growth process. In this case, it is not possible to control the orientation of these crystals when they grow into the toroid cells, so if there are no cations in the crystalline structure, the magnetic properties of the material must be programmed in by using both the 60 and 100 member geodesics.
In developing the magnetic properties of the material, the magnetic control over the geodesics is difficult to achieve because of the size of the particles involved. Often, a group of geodesics with one magnetic polarity will entrap another smaller group that has the opposite polarity and carry the second group along with them into the toroidal structure of the spiral cell.
Geodesics can easily be separated according to their molecular weight. This means that it is easier to grow both types of geodesic crystals and separate them by mass differentiation than it is to produce the 60-member geodesic, and give them an internal magnetic polarity, and then separate them with equipment that uses a magnetic field.