jan 1, 1945 - Dr. Solomon Blackburn hypothesizes the Solemn Equation

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(E=V(I*Γ))

"Originally hypothesized in 1945 by Dr. Solomon Blackburn, the founder of the Penrose Society, the Solemn Equation aims to unify base reality under a single definitional constant. Derived from the non-conformity characteristics of Penrose Objects, the Solemn Equation provides the framework for the theory of lossless, infinite energy sources. Some sources may be able to manipulate time."

"Despite my brother's untimely passing in 1939 at the will of the first Penrose Object, I have since become fascinated with the existence of such bizarre constructs. The mere fact that such an impossible geometry can exist within the confines of our universe leads to a solemn conclusions: that what we see is not necessarily the truth of reality. Existence, therefore, essence. The reality is that the Penrose Objects exists. Thus, there must be some kind of underlying cause. In my years of intensive research of the phenomenon, I have come to develop a formula that describes the underlying functions of our known universe. I am naming this formula, 'The Solemn Equation.' The Solemn Equation describes an energy output based on constant variables. This energy can, theoretically, be infinite based on non-conformity patterns. Think of an infinite waterfall that follows in the path of a Penrose Object. Such a waterfall could, hypothetically, generate infinite energy. Because of this property, the foundational constructs of the Penrose Objects could generate enough energy to manipulate even the direction of time. However, what I have discovered underlying the very essence of the Penrose Objects is something almost too horrifying to imagine. Whatever is at the core of the Solemn Equation and its foundations seems to be, for a lack of a better term, alive."

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