A conjecture, not a breakthrough announcement
The Riemann Hypothesis asserts that every nontrivial zero of the Riemann zeta function has real part one-half. That vertical line in the complex plane is called the critical line.
What the source says
Clay Mathematics Institute's RH overview describes the close connection between the zeta function and the frequency of primes. It reports checks of the first ten trillion relevant zeros. This is an external source's report, not a computation performed by this coin.
Why checks are not proof
Checking finitely many zeros cannot establish a statement about every nontrivial zero. A proof must exclude exceptions beyond the checked range, rather than merely increase that range.
Cryptography: keep the claim narrow
The launch description connects RH to digital security. A proof of RH would be a major result about prime distribution; that alone is not a demonstrated efficient factoring algorithm or an automatic break of modern encryption. The Clay overview we retrieved makes no such cryptographic claim.
Prize claims: not yet verified
The retrieved pages did not provide prize acceptance rules. This coin has not established eligibility, ownership of a future result, or entitlement to any prize. An AI-generated argument is not a verified solution simply because it sounds convincing.
Our actual project
Evidence Is Not Proof is an active explanation contest. Its existing entry page contains the published brief and judging criteria. No entries or winners exist in the current program snapshot. The next research step is to retrieve the official prize rules and add their precise conditions here.
This guide is educational exposition, not a claimed proof of RH.