a primer on “origends” and space-time by antarah crawley
The progression of all time follows a motif that can best be pictured as a series of diamonds connected at opposing corners: the space-time continuum line. If we shall focus on one component in this system (figure 1), shading it in our imagination, we may divide it into five spaces: (1) the point at which the diamond meets its identical precedent opposite its end point, (2) the area between the origin point and the geometrical line which connects the diamond’s complimentary pair of equidistant points, (3) the middle of the diamond, at which its length is greatest, (4) the area between point 3 and the end point of the diamond, opposite its origin, and (5) the end point, at which the diamond meets its descendant. The lengths of the lines at point 3 and between 1 and 5 are equal.
Any particular space-time continuum, like our shaded diamond, is a part of a larger continuum of space-time continuums. This diamond pattern endlessly repeats in a linear way, just like life had been occurring before you were born, and like life will go on after you die. Every “big bang” destroys one thing and births something new. Life on earth will progress (point 2) until a certain point—a single moment of ultimate renaissance (point 3)—after which it will start to become more and more self-destructive (point 4). After that, the self-destruction of man will become so severe that the next “big bang” will occur. It might not actually be a physical explosion, but we’ll never know that. At that point, the collective consciousness of the time-space continuum will stop. After that point—the singularity—we will have no idea what will happen.
All space-time continuums follow this pattern. Evolution will naturally progress to create more and more advanced organisms through survival of the fittest, until an organism is created that is so advanced that it will ultimately destroy the space it inhabits. Its ambition will kill it and everything around it. In different space-time continuums, this pattern takes different amounts of time to complete. Since evolution is a random occurrence, some advancements will randomly happen faster in some space-time continuums than in others, but the end result will always be in its future.
The race of gods flourished; they thought they were invincible. They believed that the ultimate direction of progress was upward, as we do now. They developed the human brain and other advanced technology until their progress began to yield diminishing returns. We can’t say if they realized that at some point it was too late. There’s no real way to pinpoint Point 3 in relationship to where you are in the space-time continuum. There’s not even any real way to pinpoint your location within the space-time continuum. But whether you could or not, such a realization would be futile since the progression of the time-space continuum will ultimately lead to a singularity. After point 3, the technological “advancement” of a race will become inversely related to the remaining amount of time it has left to exist. The ratio will get smaller and smaller until a perfect harmony, wherein the race will reach the limits of its design and everything will change.
At each singularity (figure 1, point 1) on one timeline of the space-time continuum, particles are emitted that represent the presence of perfectly harmonized energy (yin-yang). Since singularities are all identical these particles emitted at one end of a certain space-time continuum are the exact same particles present at the subsequent end of the same space-time continuum. Singularities are identical and the particles they emit are identical, so the selfsame event it taking place at two ends of the space-time continuum. In more accurate terminology, a singularity is only one event. But how can the same singular event be happening in two places over and over? That would be like me kicking a ball over a fence at 12:30 on a Friday afternoon, rearing my foot back, and then kicking the exact same ball over the fence. How can I do that over and over with the same ball?
To be kicking the same ball over and over, there has to be an identical me on the other side of the fence, kicking the same ball at the same time that I kick my ball. As the identical me kicks the ball over the fence, he is actually kicking my ball to me while I am kicking my ball away to him (me). So I kick a ball that appears to go over the fence, while I see another ball coming towards me at the same time. I kick the same ball over and over.
Similarly, one group of particles has to be present at the same time that the subsequent group of particles is emitted. For this to be possible, they must be traveling faster than the speed of light in opposite directions. They are moving so fast that our existence as humans is only the slightest blink on the level of trans-singularity movement. What’s interesting is the point where the particles meet within the space time continuum. That is located at point 3 in figure 1: the Limit of Design, the apex of this trajectory, the perfect moment of yin and yang, after which everything begins to generally become more destructive as the particles arrive at their opposite end, which is actually the same end. When the cycle is completed, a single singularity exists and a new space-time continuum is produced. The new space-time continuum repeats the same cycle on and on in a space-time continuum line. This “cycle” is actually the renewal of the single point at which yin and yang energy harmonizes. So, a singularity is an instantaneous point. And since a space-time continuum exists between two singularities, which are actually the same point, a space-time continuum constitutes the width of a point. We might then say that figure 1, the space-time continuum line, is not a line at all. Keep this in mind.
With our understanding of how one time-line of time-space continuums works, we have the roots to the workings of the entire universe-system. Where additional levels come into play is where point 3 is in figure 1. There are an infinite number of parallel space-time continuum lines that are all joined at points where yin and yang energies harmonize. As we’ve learned, this happens at the singularities, but it also happen in part at the moment of Renaissance—Point 3. At the same time, in parallel space-time continuums, singularity particles are also meeting in the middles, and by chance those particles interact with the particles meeting in another parallel singularity line and create another parallel singularity. This creates an infinite number of space-time continuums. Above and below the selection of figure 1, we may perceive additional shaded diamonds. These are parallel universes on additional dimensions that intersect our space-time continuum at the exact same time. And since those space-time continuums have singularities intersecting with other space-time continuums on the same timeline, we can say that all of these events are connected. We just learned that the space-time continuum that exists between two singularities is really a shadow or residual energy field of a single point of singularity. So, since all of these space-time continuums, or universes, are connected at each others’ singularities then they are all shadows of the same single singularity. This means that they are all happening at the same time, constituting one grand singularity. The concept of time as we know it is a reverberation of a single point. You, me, humans, and our concept of time are merely a singular moment in a wave of a vibration of a single point.
Here we can examine the relevance of multiple dimensions. There are more complex dimensions that build upon the third dimension, the one within which we are used to living (or, more accurately, the dimension in which we perceive our selves living). We might look at one space-time continuum diamond as a single dimension. The second dimension is the movement of time within it, from one singularity to the next. That’s how we perceive time: linear. In actually, there is a third dimension, the super-fast movement of particles between the same singularity. We can conceptualize higher planes of dimension as interactions between whole continuum lines which interact and exist parallel to ours. To move through the fourth dimension is to jump from one space-time continuum to another on the same timeline. To move through the fifth dimension is to move from one space-time continuum to another on the parallel plane (in figure 3, the shaded planes).
You might be thinking, “Well why is this relevant for me? I can’t jump between different dimensions of the universe.”
Since movement along parallel planes happens so fast (due to the instantaneous nature of the singularity), we can actually move along these higher dimensions without noticing it. Every individual space-time continuum diamond holds one of an infinite number of events that could take place as particles move between the selfsame point. In other words, each universe is a moment; each universe is one of an infinite number of eventual outcomes that could result within a reverberating point of time. (These eventualities are like the different heights that the ball could fly each time it’s kicked over the fence. It doesn’t have to fly to the same height every time, and there are an infinite number of height integers that it could reach.) So, in actuality, there is no space-time continuum at all, but a unity of moments representing the number of possible outcomes of a single phenomenon (or the integers at which a ball may soar when kicked one Friday afternoon), within which time is manifest by jumping through and connecting these moments.
How do we conceptualize this concept of infinite time and the infinite possibilities of a world existing within and between single points? We can think of them like our own lives, yours and mine, which will end as others begin and that began as others ended. Our life is a singularity; we see the light coming out into the world through our mother’s womb, and we see the same light going through the tunnel out of it. Our life is a point within a larger space-time continuum, like the shaded section of figure 1. There are many other lives, moments, points, occurring at the same time within the same space-time continuum. To compound that, the space-time continuum that we’re in is a point in itself existing in the midst of an infinite number of other space-time continuums. To compound that, that system of space-time continuums, all occurring at the same time, is actually a single point initself. Thus warrants the equation illustrated in figure 3. The timeline of our lives is actually a series of random, instantaneous movements between different space-time continuums. To be sure, we are single points existing within other single points, and those points comprise one single point. It may seem as though we’re inconsequential. That’s true. But, as single points, we as humans—we as sentient beings—also hold within us an infinite number of space-timelines and singularities. As we exist within a compound of singularities, another infinite number of levels of singularities exist within us. We’re big and small, simultaneously, or alternately.
It may seem to you at this point that I’ve already mooted my own purpose in writing here. If everything was random, and time may have a destiny anyway, why tell such an inconsequential story? Why tell a story that may not have even happened? Why dwell on the inconsequential? Well, I might then turn that question back onto you: Why live it? I believe it’s the connection we want, regardless of inconsequentiality or fate. We want to connect to the people who came before us, to the people who might come afterward, and the world and universe around us. We want to connect worlds. And isn’t that why we tell stories anyway? Isn’t that what we do to give our lives meaning?
In writing this, I feel the very emotion of insignificance and magnitude of which I’ve just spoken. But remember, it is but a blip. I admit it. My friends and I are micro-blips. You are a micro-blip. But we’ve embraced our inconsequentiality. The stories we tell, even though we got them from books of fabricated history, could be completely true and not true at the same time in different parallel universes. Just like the Library of Babel contains every variation of every series of alphabetical symbols, representing every book which has ever or may ever be written, complete with every possible typo and plot adjustment, existent alongside every variation of utterly meaningless strings of symbols. Do we dwell on books of nonsense? No, even though they are far more abundant that the books we can comprehend. After looking through galleries and galleries of books of nonsense we may stumble upon one—or even simply a line or paragraph of one—which contains meaning to us, with relevance and connection to our lives, just as we may travel through space for eternity and only happen once upon organic life; there we are stricken with the sublimity of existence and meaning within an overwhelmingly meaningless void. And that is what matters. That is what our brains sift from the mire of infinite reverberations of these points which comprise our universe. The important thing with our life, or our history, or with any story for that matter, is not its truth, but how it connects us.
Because it’s all true. Or, rather, it’s all possible.
[The Number 3 has Profound Implications]
The Way gave birth to unity,
Unity gave birth to duality,
Duality gave birth to trinity,
Trinity gave birth to the myriad creatures.
The three branches of government: the executive, judicial, and legislative; the Holy Trinity: the father, son, and the holy ghost; the triangle being the most resilient of all geometrical shapes; formalist narrative structure: beginning, middle, and end, which translates directly to the metaphysical narrative structure of birth, life, and death, or, alternatively, life, death, and after-life. These are just a few of the many sets of three which populate our society, mathematics, and ideology. But the most immediately pressing instance of the profound implications of three, and that which we perhaps take most for granted, is that there are three dimensions which we perceive. Of course, though it is elementary to point out, the first dimension is a point without mass or depth; the second dimension is a line, which is merely an infinite series of points, regardless of the length of its segment. Matter as we know it cannot exist in either of these two rudimentary dimensions. Matter, to have mass and depth, must exist in a minimum of three dimensions. The question thus arises: is it because we exist in a three dimensional space that we are endowed with three-dimensional assets, or is it the necessity of human existence to create around itself the three-dimensional space in which it must inhabit. To be sure, a human brain could not exist in two dimensions, or, otherwise stated, as a two-dimensional cross-section. It would fail its purpose. We need three dimensions, at a minimum, in which to exist. So, does the three-dimensional brain exist because there are three-dimensions, or are there three dimensions so that a brain can then come into existence. This is a chicken/egg quandary. And, therefore, it is not of very much interest to us presently.
What is of interest to us, however, are the implications which three dimensions have upon our concept of infinity. Much like human life needs three dimensions in which to exist, infinity itself is contingent upon three to exist.
Let us first assert that we may put things into Context within a three-dimensional plane, that is, we can determine their exact location in 3-D space per se. Two dimensions only offers relativity, things as they exist relative to one another as a cross-section of 3-D space.
Only on a three-dimensional plane can we account for all instances of infinity. A two dimensional cross-section only represents infinity on a linear plane, that is, length-wise by height-wise. Infinity length-wise is still infinite, and Infinity height-wise is also infinite, but in a three-dimensional plane, there is also depth of infinity. We must thus account for Infinity Length-Wise multiplied by Infinity Length-Wise multiplied by Infinity Depth-Wise (or Height-Wise, depending on perspective).
Infinity as we know it, as [∞l*∞w], is two-dimensional. To account for a three-dimensional infinite model we must multiply this value by itself. For the purposes of argument, let us define this value of [∞l*∞w*∞h] as [∞^2].
So: infinity can only truly exist in three dimensions as a multiplicity of itself.
BUT, the vast multiplicity of infinity is also the nature of its singularity. Infinity is by nature a controlled value; so its composition progresses in theory from the multiplicity of a three-dimensional model to the singularity of a one-dimensional model.
But the limit is not yet set.
By accounting for itself as a component of its own value, that is, by assuming itself as one of an infinite number of other components of itself, it is compounding itself. That is, it is bigger than itself. Or, in other words, the infinity we know is merely a small component of True Infinity. True Infinity is in fact every instance of infinite infinity, thus, it not only never ends, but it is continuously expanding.
To account for all instances of infinity in a three-dimensional plane, as anticipated by itself, would be a tedious and daunting task, nearly impossible. Therefore, we must value infinity to the infinite infinite^∞ power [∞(∞^∞)] as itself , per se,“∞”. Thus, the singular “∞” accounts for all multiple instances of itself, or, otherwise stated, it contains all infinite possibilities of itself. It just leads back to itself, multiplicity back to singularity returning to multiplicity again, and like that it continuously expands and contracts like a living and breathing organism.
Using the model of the Cartesian plane, the infinite x and y axes account for the conventional two-dimensional model of infinity that we are accustomed to, but the addition of the z axis, which runs along the trajectory of infinity’s infinite exponential sequence, provides the depth which is essential in an equation to provide a complete three-dimensional scope. And infinity has three dimensions because it accounts for every possibility of itself, thus anticipating its own infinite nature.
So we may assert that not only does infinity to the infinite infinite^∞ power (or ∞^3) exist on a Cartesian plane with three axes, but it is the plane itself, thus accounting for and including the very nature of its own being; i.e., “∞” is the mother of all self-engulfing sets, containing all infinite sets of all infinite possibilities of itself.
In other words, there is no way to prove the existence of True Infinity except by itself.
In other other words, to define “∞” we must simplify it instead of expounding it, for “∞” itself is already expounded to its own infinite end.
To further support this conclusion, let us reassert that the plane has to be three dimensional or the model would find its own limit. In other words, we can confine Infinity Width-Wise to the height of a single point, without depth, without it compounding itself (expanding in terms of height or depth x width) as it does in a three-dimensional model; in a two-dimensional model, infinity does not anticipate itself.
In any three-dimensional space, “one” [1] represents infinity [∞] at a finite point in the plane, whether that one be a human being, a planet, a galaxy, or ∞ itself, while still itself constituting infinity, in part and in whole, as the plane itself is infinite.
In other words, the multitude is inherent in the singularity and vice-versa, and “infinity” is the expanding and contracting of this singular multitude between the two extremes of “one” and itself.
It’s all just fluctuating, constantly in flux between infinity and none; flowing. And existence, on any plane, is the oscillation between vibrations of the infinite.