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. [br][br]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.[br][br]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.[br][br][br]#NickBostrom [br][br]Links: [br][br]https://www.youtube.com/watch?v=J0KHiiTtt4w