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Since at least 1734 (when Euler solved the Basel problem), it’s been known for the positive even integers s, the Euler Zeta Function (EZF) can be written in terms of the even powers of . I manipulate its form and find lurking (hidden) in it an exquisite and elegant formula for . Thus, not only does the EZF have embedded in it, has embedded in its construction primorials of primes.
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