I asked Andrew (19, right) to construct a model, suggesting that the electron may have two or three layers. He constructed a model in about 10 minutes. Instead of counting all the ultimatons, which can be very confusing, he suggested the counting method as outlined before. The model he actually built has 20 spokes with the following structure:
(0) -- 1 -- 1 -- 3.
One spoke, or a fundamental building block, is shown in Picture 4.
You can conceive some other spokes, and if you actually build one, let Kathy know.
Picture 4.
Since there are 20 spokes, and each spoke contains five ultimatons, there are exactly 100 ultimatons. So this is a possibility and it looks complicated at first glance.
Picture 6.
To understand its structure, first take a look at the inner layer, (0) -- 1, which is a pentagonal (regular) dodecahedron, i.e., it has twelve sides and each side is a pentagon. However, to facilitate the construction of this dodecahedron and to facilitate the counting method, the hypothetical center is replaced by a ball in the next picture.
There are twelve pentagons, one on the top, on at the bottom, and five on the upper side, and five on the lower side. Each ultimaton is connected to three adjacent pentagons. There are five ultimatons on the top, five at the bottom, and ten on the side, this dodecahedron contains exactly 20 ultimatons.
Andrew suggested an easier way count to ultimatons. Count the spokes and then figure out how many ultimatons are attached to each spoke, like a cluster of grapes. In the upper hemisphere, there are five steep spokes connecting to the five ultimatons on the top pentagon, and five low angle spokes connecting them to the five legs of this pentagon. Similarly, the lower hemisphere contains 10 spokes. The total number of spokes is 20, and each spoke contains only one ultimaton on the first layer.
Picture 5.
The next layer is a straightforward extension of the first layer, because the element of the second layer in each spoke is 1. Picture 5 shows only one spoke completely, which sticks out from the dodecahedron. This spoke contains only one ultimaton in the second layer. Thus, the yellow spoke is a straight line, or a ray, emanating from the center, until the second layer.
The last layer in each spoke contains three ultimatons. They are spread out because there is more room on the outer layer. Since there are 20 spokes, there are exactly sixty ultimatons on the surface of a typical electron.
Picture 7
How are these ultimatons aligned harmoniously with one another within an electron if we were to look at it with an imaginary microscope? Since God created, it must be orderly. Picture 7 shows a model of a complete electron with 100 ultimatons with 20 spokes. At first glance, this construct looks very complicated, because it shows all the innards of the electron: a small pentagonal dodecahedron in the first layer, a larger pentagonal dodecahedron with the same spoke, and something new. To see its simplicity, take a look at a soccer ball in Picture 8.
Picture 8
In a soccer ball, each pentagon is surrounded by five hexagons, and conversely, five contiguous hexagons surround a pentagon. A soccer ball has one pentagon (blue) on the top and one pentagon on the bottom (not shown). It also has five pentagons (only three showing in the front, two are hidden) on the upper half. Similarly, it has five pentagons on the lower half (only two showing in the front, three hidden). So there are 12 pentagons again.
There are five hexagons surrounding the top pentagon, each of which has another hexagon attached as a leg. There are ten hexagons on the upper half, and hence 20 hexagons in a soccer ball. A soccer ball has 32 sides.
Now let us go back to Picture 7. There is a pentagon on the top. Each pentagon is surrounded by five hexagons. But wait. All the hexagons are zigzagged--not all hexagons are connected by sticks due to insufficient number of sticks--and they do not lie on a flat surface. Why? Because the pentagon has five legs going down. But other than this, an electron looks just like a soccer ball on the surface. Inside, there are two pentagonal dodecahedrons, and obviously the inner is smaller.
Douglas also suggested an octahedron structure (right), but it resulted in only 85 balls, not quite an electron. But you can see the star of David from it.
My only question is why don't the ultimatons on the first layer jump to the center. I have not been able to answer this. Perhaps it is answered already by the first few questions about symmetry. If one jumps to the center, it might break symmetry and harmony.
If they were to jump into the center, this soccer ball structure is not tenable and it would break, which is probably what happens when space ray hits the core of an electron. We need to look for a structure with possibly four layers. A tetrahedron might be a possibility as the first layer. In this case, there should be four or more layers, rather than three.
Perhaps God has kicked a soccer ball to the evolutionary universes. Now it is your turn to do more research on this subject.
The assembly of energy into the minute spheres of the ultimatons occasions vibrations in the content of space which are discernible and measurable. (p. 474, §8)
But some of this electronic unpredictability is due to differential ultimatonic axial revolutionary velocities and to the unexplained "huddling" proclivity of ultimatons. (p. 478, §4)