Lines and dots: 100
All of existence is based on binary code of one’s and zero’s. lines, dots, and circles have similarities to decimals, ones, and zeros. A laser that is pointed at a wall will make a dot, but the laser itself is a long line. When a source of light is over head and it shines on a reflective surface, that light source will reflect as a single line. When there is more than one light source, there are multiple lines on the surface that all illuminate at different angles to one another.
image {1}
There is in fact a dot in the middle of a line of light. So, light illuminates in a way that creates lines and dots; likewise, the light source itself does this too. If you look at any source of light through glass or a camera lens you will notice that lines emanate from it. A light source will have one or more lines going through it and a ring around it. A dot that is drawn out is a line. A painting can be made of purely dots, as in pointillism, but appears as though it contains lines.
Image {2}
It’s not hard to show that a line is also a dot, but don’t take my word for it. Manufacturers of grow lights, radio’s and other tech have lines and circles. The zeros and ones or lines and circles, which are rays and rings of light on these devices suggest a connection between the binary pattern of light and it’s electrical potential. Light is electromagnetic radiation, and electricity is the electrical half of this. The circle is off, and the line is on. This makes since being that a circle is likened to a closed circuit, and a line is akin to an open one.
Image {3}
Everyone is familiar with the image below. On a dark rainy day you look out the window and every street light makes clear dots that overlap one another. As I just explained, every source of light makes a dot, and that dot has a line going through it. This is further accredited by the fact that the symbol for the mathematical constant, phi, is a zero with a line going through it’s middle. If this circle where to split in half, there would be two half circles or arcs. Also notice how every dot is not circular but many have straight edges. These dots have as much as seven edges.
Image {4}
One day when I was outside wearing safety glasses and a face shield at work, I looked at a street light and moved my head to the right. When I did this, a single vertical line created an arc in the horizontal direction. Another arc then came out of the first one. After that there was two circles overlapping each other, and eventually the two arcs became two separate circles. So there I was thinking that I had just discovered why 100 is 100. I will get more into arcs later on. It is very hard to recreate the experience that I had that mourning, but I have sketches of what I seen. Image five is a sketch I drew of what I seen that day. Image four in the article, The Divine Light Code: Light, Noise, and Sound, shows this type of light symbolism in the designs of the restaurant Sonic. The half yellow half red signs that are seen at Sonic can also be seen at some signal gas stations. Although it is hard to find evidence of this type of light symbolism at a signal gas station on the internet, I have seen these half yellow and red signs at these gas stations in person. The name implies that this type of light symbolism is a signal or type of divine communication through the geometry of light.
Image {5}
Lines and dots: 101
In the trucking industry, DOT stands for the department of transportation. But, as this image clearly shows, the meaning expands further to mean a literal dot as well. The idea here is that although a name can be short for something else or have it’s own meaning, it can also have a symbolic meaning attached to it. Many companies and businesses express the different patterns of light through there logos and symbols. These light patterns are expressed through the companies and in many forms of art.
This type of light symbolism is what needs to be addressed. What are industries and artists trying to tell us about the fundamental nature of light? In the image bellow, there is a diamond pattern in the background of a large blue dot on the back of this diesel. This pattern is significant, and I will explain why.
Image {6}
To explain further, I must first show how light reflects around the outer edge of a circular surface. The image below shows how light will reflect around a circular object in such a way that two sources of light on both sides of the circle illuminate. In this case, the circle is not wholly reflective, and there is no surface in the middle of this except the rim. However, there is still a ray of light that bridges the two dots or illuminations on each side of it. It is a line of light. When a line of light splits as I explain further down the page, it also creates a line of light in the opposing direction that cannot always be seen.
Image {7}
A ring can have more than two major reflections on it. There can be more than four areas of concentrated reflection, but, for the most part, there is four. When the rim of a container is tilted, these two reflections will split, and the whole rim will be illuminated with four areas that are a little more concentered than the rest. The idea is that the illumination at the bottom, splits or expands and makes it’s way to the illumination at the top of the rim. The image below demonstrates this.
Image {8}
The reason that this phenomenon happens is because a line of light, which is also a dot, expands out into a circle that is filled. When a whole ring is illuminated, the four reflections on each side of a ring is what causes it. The areas that are illuminated are not in there exact locations, but in general, there are four reflections on the left, right, top, and bottom edges. In the image with the different light sources reflecting on the top of the canaster lid, some of the lines look more like bow ties. If the canister is tilted more, the entire line will spread out over the lid, causing the whole lid to reflect light back. So while a dot is a line, this line within the dot can spread out to fill a larger circle.
If to parallel lines of light are shinning in a horizontal position on a vertical, cylindrical, and reflective surface, a small flash or dot of light will appear at the corner of this cylinder. If a viewer of this illumination moves there head forward or they move the object backward, this flash or dot will expand out into an arc and another dot will appear at the top of it. This second dot at the top of the arc is due to the second light source that is parallel to the first one.
Sometimes the first arc is more like a partial circle or oval. But even with just an arc, two rays will be created. The second dot on top of the arc expands out in the same way, and makes a full ring. Eventually, both dots are two full rings. But, the newly formed dot at the top of the arc is one single, thicker line before it expands out into a ring.
A dot has a line through it, and a dot that has expanded into a circle, causes this single line to split into two. So, in effect, there are two rays that come off of this illuminated circle with parallel, vertical, diagonal, or horizontal lines (depending on how the viewer tilts there head), on both sides; thus, looking like a 1, 0 and a 1 – 101.
The image below is a drawing because the illumination that I am describing just looks like one single flash through a phone or camera lens. Furthermore, to be able to see the rays that come off of this illumination, someone has to be wearing or looking through glass. To be particular, I was wearing safety glasses when I saw this, and I’m not sure what it would look like through normal glasses. I have, to the best of my ability, recreated the reflection pattern that I seen on the original reflective surface I observed this phenomenon on. Image 35 shows the reflective part of this pattern on an aluminum can that I have managed to capture.
Image {9}
One way of looking at this phenomenon is a circle with a cross. The other way has four vertical lines crossing, creating a diamond in the center of the circle and a big X. If multiple diamonds or circles are looked at as one group, these combined diamonds or circles will give way to larger ones. This is why there is a much larger dot and larger diamonds on top of the smaller ones on the back of the diesel.
It’s important to note that one of the lines is filled in, but it is not black like the drawing. The thicker filled in line is the dot that sets at the top of this semi circle/ arc, and it can be a separate light source, such as two parallel light sources over head, but this type of pattern unfolds even with just one light source, only it is just an x without the dot at the top of the arc. Before it expands into a circle itself, this dot or second light source is a thicker line that has not split into two thinner ones yet.
The dot expands out into an arc and a circle because of two parallel light sources. Since a dot or line is what turns into these two lines, we could say that there was a line there. If there is still a line in the middle of the other two, it would cause the image to look like 111. The individual could also say that these light sources are bars or bands of light. When a thicker bar is raised, it is separated into different bands.
A bar is also a unit of pressure. In musical terms, a band is made up of more than one person and instrument. I am far from over with this topic, and I will be talking more about this and how the saint louis arc, extra lease. and many other symbols hint at this phenomenon of light.
Image {10}
Sometimes the rays that make an x or a cross can be seen directly from a rounded light source. When looking at the moon or the sun, a large ring can sometimes be seen around it. This ring does not have a 1 on each side because it is not reflected on a cylinder, but this also represents the zero that a source of light creates.
A dot is a zero and a one at the same time. Quantum mechanics has shown that a molecule can be in two places at once, a phenomenon called quantum entanglement. In regular computing, a number can only be a zero or a one at any given moment, but it quantum computing, a zero and a one can coexist at the same time, making it much faster.
Image {11}
Two break this down into more technical terms, a row of dots from the top down in the pattern of 232 makes a hexagon. A ring or hexagon can be created with 7 dots in rows of three that are shifted in alternate positions to one another. In this configuration there will be one dot in the middle and 6 on the outer edges that make up the ring. When dots are lined up in alternating rows, it is only possible to make a hexagon with 7 dots. Alternating rows of dots makes the most sense, considering that alternating current is what powers electrical motors, and the fact that many things in the universe oscillate back and forth.
If a hexagon was formed from rows of dots that are parallel to one another, the hexagon would have two dots within it, and it would have longer sides on the top and bottom than the sides on it’s left and right. Because of this also, a perfect hexagon would have to have rows of alternating dots. However, this other hexagon is a form as well, and the length of it could stretch infinitely in any direction, with as many dots within it as it chooses, just like how a square becomes a rectangle and can be as long as can be imagined.
A circle can be drawn around these dots just as easily. So connecting six dots with a dot in the middle, can be a circle or a hexagon. In the example with parallel rows of dots, this circle would be an oval or an ellipse. If just four dots are traced out on one side of a hexagon in the example with alternating rows of dots, a diamond shape can be formed. There are two diamonds on each side of this hexagon that combine together to form it. In the example with alternating rows of dots, hexagons could overlap each other and link together in such a way that each two hexagons is linked by one that is in the middle of them.
Image {12}
The rays that come off a single light source is another reason for this hexagon shape. Three rays of light come off of a light source at different angles. Two rays make an x, and the other one is either a horizontal or vertical line that goes through the other two. If all the points of each line in the image below was connected, a hexagon would take shape.
Image {13}
