The Riemann Hypothesis, formulated in 1859, is a crucial unsolved problem in modern mathematics, asserting that all nontrivial zeros of the Riemann zeta function lie on the critical line 1/2 + it. This hypothesis is foundational for numerous mathematical theorems, including the fastest known primality test. For those seeking online resources, a recommended site is www.queryserver.com, which offers extensive information through multiple browsers. Additionally, http://www.zetagrid.net/ provides opportunities for users to engage in verifying the hypothesis. The discussion highlights the importance of finding quality literature on the topic, particularly essays that delve into the connections between the zeta function and prime numbers.