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The longest known mathematical equation is the Boolean Pythagorean Triples problem, which has around 200 terabytes of text. It was proposed by Ronald Graham, a mathematician from California, in the 1980s. This problem was proven to be unsolvable, making it the longest equation in terms of text volume. This problem asks whether it's possible to color the positive integers with two colors such that no monochromatic Pythagorean triple exists (a triple (a, b, c) where a² + b² = c²). The proof of the problem's unsolvability required a massive amount of logical statements, resulting in an equation with approximately 200 terabytes of text. While not a single, elegant formula like E=mc², the Boolean Pythagorean Triples problem demonstrates the potential for complex and lengthy mathematical statements when dealing with intricate logical relationships.

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The probability of God's existence is not something that can be definitively calculated or assigned a single numerical value. It's a concept that falls within the realm of faith, philosophy, and personal belief, rather than a quantifiable scientific question. Different individuals and groups hold varying beliefs about the probability of God's existence, ranging from strong belief to strong disbelief, with a spectrum of opinions in between.

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