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Introduction to FunebraPosted by Peter M. Lugha | Filed under templates, internet Funebra is a new way of calculating and computing math, discovered by Peter M. Lugha owner of the After a lot of work of research, by the end of the year 2017 he got more used to the equations and their outputs. He then discovered for example to create a triangle rotating in a circle motion, z will then be equal to abs(cos(point))*120+120 And by taking away the +120 it will then be a triangle rotating on it self. And by increasing and decreasing the *120, you will then increase decrease the zoom of the object. At the moment he had the rounded rectangle equation, he then realized of the foundation of a new math concept and vision. The confirmation of Funebra Math existence. Read more • Comments (3) | June 04, 2022 If fingerprint is a computer program(Math program) , then I believe that even the rest of the body and the entire univers are a single math program(computing programs). Read more • Comments (3) | June 04, 2022 With the simulation theory, we conclude another fact which brings us to the major awakening , the search in above has no result information of the search keyword. Because there is no one yet by the moment with the content requested. A.I and anatomy. Is because no one felt to conduct a such study. Well my intension with this search was to get clear with my curiosity about living in a simulation or what really defines our/my reality. Conclusion: Do we really realise this fact, that when A.I machines graduate the lesson in about. They will be the true masters in anatomy managements, and by doing so they will totally be in control of reality. So how ever we always been living in a simulation or else. We are packing more and more our lives in the so called simulation theory. And the locked gates of truth as you can feel and see, they are about to be opened. Once the searching keywords will give results.
Quick HowTo Reference VideoPosted by Peter M. Lugha | Filed under templates, internet
Read more • Comments (3) | June 16, 2016
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