As a mathematics major, Blake was obviously familiar with the Mersenne prime numbers.Of course, one would have to mention a famous Chinese mathematician when speaking about Mersenne prime numbers. In 1992, he published “Mersenne prime numbers distribution formula” and his paper was able to illustrate an equation for Mersenne prime numbers. It was then famously named “Zhou’s approximation”.Previously, the British mathematician William Shanks, French mathematician Tartaglia, German mathematician Luders, Indian mathematician Ramanujan, and American mathematician Gillies had all speculated on this problem. Although they had a common theme, which was the approximation of the equation, the closeness of their research to the exact answer was unsatisfactory.Zhou’s approximation formula was very simple. When 2^(2^n) < p < 2^(2^(n+1)), p has 2^(n+1)-1 prime numbers.Simple, right?Anyone could do this, right?However, the equation had not been proven or disproved. It had become one of the mo
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