Milo Espinoza, Apr 24, 2020

This book is all you need to know about space, time, and navigation. Hyper-dimensional travel, within a theoretical space. By the end of this book you will have a method for quantifying infinite time, within infinitly processable snapshots, of perspectives for processing the infinite possibilities of occurrence and the success of their likelihood, and trajectory through projected spaces. Basically... To hypothetically, navigate the space-time trajectory of success and avoid failure. Failure would imply cataclysmic results like end of humanity, or graspable existence.

!U Ultimate numbers are the starting points, and ending points for principles of traveling the hyper dimensional continuum. !U1=Ultimate universe 1. This point, which if we understand it is really a vector, is located at !U1 ( !Uuniverse starts at !U1(universal 1, which is point (0,0,0) on our time scale, in the sub-hyperdimension (sub-hyperdimension is where !UReality exists and we will find the original reality). !U1 is only visible from the 7th hyper dimensional plane. !U1 is starting in !U1T, the universal starting point to all time, even theoretical time, no matter what dimension you are in, or traveling to.

• 1. Proof Without Words
• 2. !U- Values

Reality starts in the "2nd hyper dimensional plane". What came first, the chicken or the egg. The answer is the chicken because the egg is not an egg, until we are certain that there is a chicken to be having it. Like to determine your location and direction in any point, in any space we need to determine points of view. 3 points are needed, in order to triangulate our position, to determine a reference for measurement, which helps us orient ourselves in space. In other words, we are using 3 points, to form a imaginary triangle. The dimensions of this triangle can help us understand the quantification of the forces at work in our space. In order to do this, you would need at least two points in time and a third point in which, the two points are using to triangulate themselves . The beginning (which is now the past), the present (which is the moment and our perspective), and a third point time which we do not exist in currently, but we use the original starting point (0,0,0) as our reference for the past, it will never change. It is constant, it is what we model our idea of the hypothetical reality from. So the beginning of time, does not exist until enough time has passed, until we can effectively say that it is a separate instance in time, which is a continuum. Now will always be now, except when it is then. Then is separate, has different measurements due to its alternate position, in the space time continuum. For example, I can only describe something to you, once I have experienced it. Experienced is a past tense form of the present form experiencing. We can use the measurements from each point in time to create a vector, and that will help us navigate through hyper dimensional space.

• 1. Coin flipping 2n times
• 2. Probability Calculator
• 3. The beginning of reality...

So if we are in time and we know we are heading forward through time,we need to establish which direction we are going in the space. This requires a vector. I created a four-dimensional object to help us navigate through three-dimensional space, this is my vector I call it a "Binomial Polyhedron". Due to its dimensions, the "Binomial Polyhedron" gives the illusion of symmetrical measurements, but it is not. This object has proportions so that if it is expanded or contracted, it maintains its overall structure and appearance no matter what dimensions of space, or time you are using. Here is a link for our vector finding tool known as a "Binomial Polyhedron"

• 1. Proof Without Words
• 2. Scaling Vectors
• 3. Binomial Polyhedron

Can establish a successful vector in any hyper dimensional leap. This object is used to navigate theoretical space, when a vector is not present. Use this to determine a vector. This object can help us mathematically orient ourselves in any theoretical space. The dimensions of this shape can lead to many discoveries. For example, Emiliano Alohi Espinoza used this "Binomial Polyhedron" to discover the hyper dimension and can successfully explain how to use it to navigate through theoretical space, time, location, dimension, sub dimension and hyper dimensional continuum. We most likely live in dimension 5. In both the 7th hyper dimensional plane, and sub-hyperdimension. Dimensions of the Binomial Polyhedron... Example: I used the ""#DJI" Average" (Stock Market) as a practical application for the creation of the "Binomial Polyhedron". X2 = 0.16657415116319 Y2 = 919.9297245349 ΔX = 0.16657415116319 ΔY = 4.9972245348958 θ = 88.090847567004° Equation of the line: y = 30x + 914.9325 When x=0, y = 914.9325 When y=0, x = -30.49775 OR X2 = -0.16657415116319 Y2 = 909.9352754651 ΔX = -0.16657415116319 ΔY = -4.9972245348958 θ = 268.090847567° Equation of the line: y = 30x + 914.9325 When x=0, y = 914.9325 When y=0, x = -30.49775

• 1. Proof Without Words
• 2. Dimensions of the Hyper-vector a.k.a. the Binomial Polyhedron

By using Fibonacci sequence to understand the continuum of time. We notice patterns. I have discovered methods for finding any pattern within an explainable hyper dimensional trajectory. "Space Time Trajectory"=The Direction you are heading towards, in the "Hyper-dimensional field". There are 7 levels of the hyper dimensional field. Each one contains 1-5 dimensions. Using this method, I can prove Simulation Theory and Reinforce, the Riemann Hypothesis, with a practical application of analysis of the #DJI. Why the date 12/30/1983 is important. It is the point where we establish a frame of index, for our "Index of Success". it is the 7th hyper-dimensional plane, which is also a sub-hyperdimension (Sub1). We have completed the confirmation phase, that determines all probability for successes and failures of reality. Practical Application: Say you have a successful swing trade in the stock market. A swing trade is aTrading strategy based on a weekly time scale. Say you had a successful day in the stock market. You made 100% profit with your trade. Let's say from $1 to $100 dollars. Wouldn't you want the circumstances that led you to that event to happen over and over? If we knew where we were on the hyperdimensional plane we could replicate that rate of growth, which is an 100% chance occurrence depending on which date and time we enter and exit the market. That is why 12/30/1983 is a significant date, in time. It is our starting point, for our frame of reference for/of success, and it is the first time we encounter the "7th dimension", with it also being in a state of existence of the "sub-hyper-dimension" . Its' conditions will exactly replicate the growth rate of success leading us to the same pattern for the rate of return, that we are getting from successful stock trades.

• 1. Method:

If we know about Simulation Theory, proposed by "Nick Bostrom" we know that Simulation Theory tells us that the probability of us being in real reality is very low, due to all the simulations that have been invented in a reality. This means the probability of us being in a simulated dimension is very high. I will now explain to you why it is important that we do not live in the original reality. I will also explain to you that there are multiple dimensions which we base our realities off of depending on our location in the space-time continuum. But these dimensions are navigatable through time if we predict the pattern in which the dimensions exist and appear Imagine you have three doors and I told you you had to go through one of them or you would die and that one of them led to death, which one would you choose. The only way to know would go through a door but if you died when you went through that door you would have been unsuccessful in managing to stay alive. If you run a simulation and it goes through the door for you, well then what happens? We would have discovered that that door leads to life at least one third of the time. Now if I was a real human being I'd be running simulations up the wazoo. I'd want to figure out how to avoid the door that leads to death every time. Not only that I want to find the door that leads to the best outcome overall. I want to be able to predict what's behind door number one through three, ideally 100% of the time. Well what if we run a simulation 100% of the time. We have already invented computers and simulations due to the age of technology. Think of video games, or movies. We play them and watch them, all while going down a Vector in which we do not have a determined outcome 100% of the time. Imagine I'm playing a game with the same parameters of the situation I gave you before. . It would lead us to a door with a successful outcome which is not dying, so if we faced that situation in real life, we had already come accross it, in which you know which door to choose in order to make a successful cross into the next level. I call this a "hyper-dimensional transition". What if I told you that with mathematics, a little open-mindedness, and practical application, we could predict the pattern of something that has a master pattern 100% of the time, as long as we correctly run a simulation that can guide us to a next point in time, where we can make another successful transition through time. #NickBostrom Links: https://www.youtube.com/watch?v=J0KHiiTtt4w

• 1. Probabilities and parameters of a "Successful Omni-Directional Trajectory".

Differential Calculus is used to determine how far stars are from us, it is also used in engineering and programming. A parallax does this by measuring the light energy to establish the distance from us.we are using differential calculus because it has many applications. "In 1989, the European Space Agency (ESA) launched an orbiting telescope called Hipparcos (named after Hipparchus). Its main purpose was to measure stellar distances using parallax with an accuracy of 2–4 milliarcseconds (mas), or thousandths of an arcsecond. According to their website, “ESA’s Hipparcos satellite pinpointed more than 100,000 stars, 200 times more accurately than ever before.” Their results are available in an online searchable catalog. The ESA’s successor mission to Hipparcos is Gaia, which was launched into Earth orbit in 2013. ESA describes it as “an ambitious mission to chart a three-dimensional map of our galaxy, the Milky Way, in the process revealing the composition, formation and evolution of the galaxy.” The satellite has already obtained distances of 1 billion stars, about 1 percent of all the stars in the Milky Way, and produced spectacular 3D maps. [Related: Milky Way's Structure Mapped in Unprecedented Detail]-". https://www.space.com/30417-parallax.html" By using Quaternions as my scale for understanding time, and I started at year 1, which is also year 0, the first year in existence and I calculated the answer using Differential Calculus. Thus, I call the math used for this project, "Quaternion Differential Calculus". To explain space using this increment of time, I had to develop a method of figuring out how to think that quickly if I was given enough time to figure out how to function on that rate of existence. By using quaternion seconds plus all time I was able to stretch out the scale mentally so that I could function on a graspable level of processing on the smallest amount of time existing as of today April 24th 2020, 06:34. Dimensional space- I was having trouble picturing a trajectory, in all the nonsense that you get when you start breaking time down on a scale of quaternion seconds and figuring out the growth rate of such a thing, along with differential calculus, basic algebra. Then I started picturing it on a 3D plane in a snapshot of time. That's when I applied geometry to discover\create the Binomial Polyhedron. Formula: I used 1+((1/3)-1)^4 to conceptualize the Binomial Polyhedron. The whole idea is, that we are using a higher dimension to rationalize and therefor quantify the lower dimension. That is...We live in a three-dimensional reality, or at least we perceive it as a three-dimensional reality, in our conscious minds. So I used a fourth dimension to explain dimension to understand 3-Dimensional space and time. Why is that relevant?... Because once I can quantify and convert that information into a state of third dimensional forces of reality. I can process it because that is the dimension I spend most of my waking moments. Once I was done quantifying it I could contextualize it on a level of my understanding which is the three-dimensional reality. Practical application of this formula: Can be used to calculate the growth rate of Covid-19. This is a significant find because it tells us exactly how to avoid infection on a global scale. Here is a link for the explanation with visual references. Link: https://l.facebook.com/l.php?u=https%3A%2F%2Ftwitter.com%2FMiloEspinoza6%2Fstatus%2F1253925322426183680%3Fs%3D19%26fbclid%3DIwAR07unXCwQNyj2GKel9I9o1_Qu9Hb8ojemQ-2ncKgcupvoivljjzWdpRE4A&h=AT1AKThajFif5xRSSe_meePq-jUpWjV1IgSpmE_aC3lWD3hRmRS9W_4pAPz8FZUOotp3KHKnY0HWfFhIfwfbECM3H7O1ayf6-V0SvOzneNbuZakW1YQto-9VHtMggzJ8SCe0O70FhNM

• 1. Euler's Method
• 2. Proof with Math

!U<=dimension 5.

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