Text: The Toroid: A Map Of Space And Motion The doubling circuit, as we have seen is a spiral. But it is spiraling through a toroid. The series is 1,2,4,8,7,5. We see that at first the circuit is rising (1,2,4), but that after the third step, it begins to fall (8,7,5). After this the series begins with the 1. It is like the Word with God described at the beginning of the Bible, which was singular. On either side are the 2 and 5. Multiplied they equal 10, or 1, returning to their origin, and they themselves describe a toroid. Going forward through the 2 (n*2) is doubling, and going backwards through the 5 (n*.5) is halving. the sum of these functions is, again, singularity - 1. They describe the compression and decompression of the toroid, as we move towards or away from the central point. When matter is compressed, incredible energy is released. The point between the 5 and 1 (...7,5 . 1,2...) is the point of maximum compression. Aetherons deflect matter, so where the 9 is, there can be no solid matter. The properties of the doubling circuit, some of which we have just reviewed, are imparted by the 3,9,6 series. The 9 axis, and the point (0) from which it originates, causes the duality of the doubling circuit, and it is the point towards which matter converges and away form which it diverges or expands. thus the polar number pairs will be mirror images of each other, both flowing in opposite directions from the central axis. We can use the example of the multiplication series of the polar air 1 (1,2,3,4,5,6,7,8,9) and 8 (8,7,6,5,4,3,2,1,9). Of course the 9, which cannot be deflected, is in the same position in both series. There are 9 spatial orientations, which numbers model. They form a toroid wrapped around a central point. The decimal system is a stereoscopic 3D system coordinated around an omnidirectional emanation. the central nozzle of the toroid exerts an influence on numbers. Jack London describes waves of water as "communicated agitation's" in which the water itself does not change position. The same description applies to mathematical equations. The numbers do not move, but our calculations flow over them. In this way, using the 9 conditions after which the universe is created, we can model all spatial orientations and preferred frames of reference. Three dimensions are defined by the effects of the aetherons on matter, and can be mapped by winding the doubling circuit through a circle. The result is a toroid. Space does not curve. Matter curves as it moves through space, due to linear emanations. Earlier we looked at the doubling circuit as being two halves flowing in the opposite directions, with the 3,9,6 circuit between them. Now we can discuss how these circuits are mapped onto the toroid. What we see as squares and rectangles are actually the result of spiral motion. Matter cannot move through the center of mass; it is deflected. Therefore, to wind the doubling circuit through a circle, we would not pass it through the exact center. We would end up with a toroid. The circumference of the circle is 360 degrees, or 36 segments. Coiled through this circle are two wires, being the two polar groups of the doubling circuit, and a series of gap spaces for the 3,9,6 series. One wire or wrapping would be composed of the 1,4,7 family number group. It would start at the first degree of the circle, and cross the circle at the closest point to 180 degrees possible for it, remaining in the 1,4,7 number group and not passing directly through the center of the circle. Every three steps are at right angles to each other. At thirteen wraps we return to the origin. So right angles are the result of spiraling. As the winding nears the center of the circle it would have to be narrower as it is compressed, and towards the edge it is wider. Bordering the circuit we have just wrapped is the 2,5,8 circuit, and beside this is a gap space for the nonphysical 3,9,6 circuit. The 2,4,8 spiral goes from segment 2 to 17, 32, etc., or 2, 8,5 and so on for 12 wraps. The entire coil is formed of the two polar spirals and the nested gap spaces for the 3,9,6 field. Now, when we look at the toroid we have just mapped, we see something incredible. We have just shown how the polar number groups and the 3,9,6 circuit coil around the center of the circle. But we have also discovered the secret of the coordinate system. On the skin of the toroid we see that the vertical, y axis is the 1,8 polar pair. It moves up in multiples of 1: 1,2,3,4, etc. It moves in the opposite direction, down, in the multiples of 8: 4,3,2,1, etc. Intersecting this is the horizontal axis. It is the 4,5 polar number pair. It moves right in the multiples of 4: 4,8,3,7, etc. It moves left in the multiples of 5: 7,3,8,4, etc. The Z axis, the 2,7 binary pair pierces the toroid skin at intervals. We have just discovered that the three physical dimensions are the result of these doubling circuits spiraling around the center of mass, and that this spiraling defines our 3D x,y,z coordinated system. When we move in any direction we are following the path of a particular multiplication series, which is a result of the doubling circuit's spiraling, and when we reverse our direction we begin moving into the series of its polar opposite. This whole coil is only the doubling circuit and its nested field, hidden in the multiplication system. Finally we have a description of movement and space, and this description revolves around the central point. Shapes and movement are defined by an uncoiling. The energy of this toroid comes from the aetheron emanations. They activate certain points of the toroid as they pass through it, creating vortices around themselves. Where there is a positive 9 there are a positive 3 and 6 beside it, forming a horizontal line. Secondly the 1,4,7 number group is activated, leading to +1,-7,+4 in a triangle around the 9. Thirdly, the 2,5,8 number group is activated in a triangle about the 9 as +5,-2,+8. The result of this three-part activate (the cause and its two effects) is a four-cornered negative vortice, swirling inwards. A negative 9 would result in the opposite negative and positive conditions, leading to an outward-swirling, positive vortice. Wherever something flows out it is balanced by something else flowing in to replace it. Only 1/6 of the toroid is ever active at one time, otherwise something would always be in something else's way. Movement is a cascading of harmonics. This harmonics is in everything. The toroid shape models how life works, how the universe breathes and purifies and renews itself. And it has incredible properties. A liquid irradiated with ultrasound creates a bubble of 150 microns in diameter, with a temperature of 5,000 degrees Celsius at its center, due to the compression and resultant liberation of energy at the center of the toroid. Yet by the time you reach the outside of the bubble there is hardly any measurable heat at all, this is due to the incredible way in which the toroid dissipates energy. At the same time, ocean plankton move at rates corresponding on a human-sized scale to 2,000 miles an hour from a dead stop in one sixtieth of a second, using tiny nozzles. We can take advantage of the same principles. We have always had the tool to decipher everything, encrypted in our counting system. Now we have a legend, a template of the universe. The physical world is a spiral or torus coiled around the spiritual world, which is represented as a triangle. This tells us more about the images we have always encountered in religious symbolism. The complete cycle of the Chinese I Ching contains 64 stages, which equals one complete revolution around the doubling circuit. These stages correspond to combinations (in patterns of six) of yin and yang. The yin and yang symbol itself is further elaborated by the decimal system; what we see as two polar opposites are actually bounded by the S curve, the third force which orders and defines the polarity. Creation is a song. Mathematics is the music of the spheres. All of the universe exists in the harmonics of sound and music, which lie latent until manifested by the aetheron spires. The physical world is the three-dimensional representation of harmonics, based around a single word. Let us recall two attributes of the decimal system. The first is its duality, its bilateral symmetry, 1 - 4 mirrors 5 - 8, with the 9 emerging from the 0. Scientists currently speculate that for every particle there is an anti--particle. For example, for every electron there is a corresponding positron with opposite charge. This is because matter itself is the manifestation of these qualities; to use the "superstring" explanation, it is various notes of the strings underlying space-time. Second is its spiral nature. Interestingly, Pascal's triangle, if each line is summed, reveals itself to be the doubling circuit repeated infinitely. It is not surprising that motion is ideally described as spirals through a torus. When periodic motions of different frequencies are superimposed they form quasiperiodic motions. (Longer periods are low frequencies and short periods are high frequencies, periods being circular motion--e.g. an orbit.) Quasiperiodic motions describe a torus. Although quasiperiodic motion isn't typical, it is often seen during the transition from one typical type of motion to another. Enter chaos theory. The thesis of chaos theory is that although the universe seems ordered, systems obeying explicit laws can still act in a random manner. A good example is Hyperion, a satellite of Saturn which exhibits chaos in its orbit due to its irregular shape. However, in this orbit there are resonances, synchronous motion occurring in periods of simple numeric relationships. The resonance--the sound caused by vibration--of Hyperion's orbit is close to 4:3. Resonances are often linked by mathematics to chaos, and (again) it is known that Hyperion's orbit includes chaos. However, the scientists Andrei Kolmogorov and Vladimir Arnold determined that the motion trajectory which Hyperion moves through consists of a spiral on which are many other spirals, and around which is another spiral pointing in the opposite direction. The secondary and other spirals are resonances between which are the chaotic trajectories. All of this forms a toroidal shape. In other words, although motion systems seem to break into chaos, when the chaos is mapped it s reveled to be ordered in a larger pattern of motion, and that motion is described by a resonating, dinergistic toroid. Chaos is contained in an ordered spiral. The toroid, or spherical vortex (what scientists call a vortex ring) is not only the form of a smoke ring and countless other patterns of motion. It, and the spiral, are also recurring themes of religious symbolism. Going Forward Now we reach the crucial question, what does all this mean? The recognition that a single order permeates all of existence means that we can no longer look at specific fields of study as being wholly separate from one another. Biology and physics, for example, are based on the same patterns; they are each merely details which we focus on out of one whole. But this is not just a reconciliation of the sciences. It is an expression of the harmony of science and religion. We can see that spiritual principles are manifested in science, and bring a host of new, scientific questions into the realm of religion. The divided mind we have cultivated, which has to forget all it knows of one field before it approaches another, is finally healed. This is not obscure. It is simple. It is in our discrete numbers. Because the sciences are finally reconciled, and simple patterns emerge from former confusion, old, cumbersome formulas which make corrections for faulty understandings can be phased away. And the fundamental force of the universe can be tapped for further advances. Science looses old fetters and gains new wings. Defining Infinity Victor Kim is a math teacher in Honolulu, Hawai'i. He discovered that there are patterns in the numbers 0 through 9 which were known long ago. But somehow and somewhere along the way, these relationships were forgotten. As usually happens in mysteries, at the beginning he didn't realize that there even was a mystery. Very old math books made reference to "casting out 9's"; you were to add numbers until you reached the number 9, and then "cast" them away. "This doesn't work with mathematics," Victor thought. "You can't just throw numbers away." For a while he put the phrase out of his mind. However, he also made an interesting discovery. It had to do with the multiplication series for numbers. If you reduce each number to a single digit by adding each of its digits together, each multiplication series for the numbers 1 through 9 forms a series of repeating patterns. For example, the series for 2 is 2,4,6,8,1,3,5,7,9. This series repeats infinitely. For some reason, no one had ever known this before; these patterns form the entire series. Using this knowledge, he found a clue to "casting out the 9s" in the Pythagorean Theorem. The Pythagoreans placed a great emphasis on the Tetra, the numbers 1 through 4. The sum of these numbers is 10, which then saw as equaling 1 because of the principles of adding the digits together. Victor Kim had discovered that the 4 was also important in the multiplication series; the multiplication series for the numbers 1 through 9 are composed of four pairs. For example, the multiplication series for 7 is the same as that of 2, but in the opposite direction: 7,5,3,1,8,6,4,2,9. These form one of the pairs. (The 9, you may notice, is in the same spot in both lists. The significance of this will be looked at later.) Then Victor discovered an even more striking relationship between the Pythagorean philosophy and the multiplication series. "Sometimes when you work," he said, "there will be a moment of intuitive understanding. You will have a feeling that you should take it out further than meets the eye." This happened when he was working with the Pythagorean Triangle. And this is how he discovered the meaning of "casting out 9s". The Pythagorean Triangle is composed of sides measuring 3,4,5 units. The 5 corresponds to the hypotenuse, and the other two sides meet in the right angle. The Pythagorean Theorem relates these sides in an equation: a(squared) + b(squared) = c(squared). Which means, of course, that 3(squared) + 4(squared) = 5(squared). Or, 9 = 16 = 25. And this is where the incredible happened. Victor had already discovered the patterns in numbers could be discovered by summing the numbers' digits, so he rewrote this formula: 9 + 7 = 7. Which could only mean one thing. That 9 equals 0. This was the key to the "casting out" of 9s. The 9 is not cast out, but transformed to 0. The 9s are gathered up and replaced with 0s. For example, 9 + 1 = 10, or 1. Nine = 2 = 2, 9 + 3 = 3, and so on. The 9 and 0 are woven together. They are not cast out, but transformed into one another; this is not a decaying process, but a rhythmic cycle moving from low to high ebb, and back again. He had unlocked this secret because of his work with the multiplication series. As the series expand, they grow so huge that they seem incomprehensible; we can't understand infinity. But now we can represent an infinite concept by what we can see and touch. We can write it and draw it, and the infinity is represented finitely; we see the microcosm and macrocosm at the same time. Rediscovering DNA The validity of a new theory is usually determined by its ability to make accurate predictions. In the case of the aetheron theory, one of the first predictions involved DNA. Scott Gossler is a mechanical engineer who had made the most efficient low-power consumption motor in the world. When Marko Rodin showed him the number key, Gossler said, "There is a coil and a triangular field here. The field is omni-fourth dimensional; it has a different nature. There are two different systems in the decimal system." Marko responded with an understandable question, "What makes you say that?" "Because this triangle ends in nowhere, and nothing mechanical does that," Gossler said. In 1989 Rodin was invited six times to a think tank chaired by Dr. Saul Rosenthal, who invented the test for DNA. When he was offered money Rodin refused, but said that if he was given access to the right equipment he could design his theory's coils. "My next step is to define the morphogenic field in DNA, " Rodin said, and offered to first reveal his findings to the think tank. "Don't do it," was Saul's reply. Mankind needs electricity more than anything else, and if your coils can provide it, work on that first." But Rodin said that he could, and would explain DNA first. As it turned out, looking at DNA helped to provide an explanation for winding the coils. When he could not figure out how to wrap them he looked at molecular folding to see how nature did it. He never got stuck because DNA kept showing him how to go forward. Marko Rodin took an outline of the DNA double helical strand and filled the tiles with the two number groups of the doubling circuit. On paper, the triangle, the nested field, showed up exactly where the gap space of the DNA was. This meant that if his theory was real, if these number patterns really did provide the template of nature, the two strands of DNA must conduct electricity and the central groove must contain a magnetic field. If this proved false, the theory would have invalidated itself. Marko Rodin called a doctor at UCSD in charge of new technology transfer. The doctor stated that it was well known that phosphates have a negative electrical charge. The backbone of DNA is electrically charged, and there is an associated magnetic field in the groove space. The triangle matches the S-curve of the major groove. The series of 1,2,4,8,7,5 takes the shape of the helical spiral, and accurately models the curve and shear lines. So nature is modeling these numbers. On the toroid map, the vortices surrounding the 9 spaces are staggered for maximum strength. In DNA, these vortices turn out to be perfectly aligned. This is the setup for maximum repulsion, and makes it easy for the DNA to unravel for replication. Scientists have recently been discovering that, contrary to evolutionary theory, favorable mutational changes outnumber unfavorable mutational changes when there is danger from the environment. Until now this finding has been unexplainable, but at this point it seems likely that the nested field is actually guiding some of the processes of DNA.

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