Prime Panic

 If $\pi(x)\lt log(x)$ that the number of primes up to $x$ is bounded by $log(x)$, and not $x/log(x)$ there are way less primes available for anything and everything.

Primes are all under the $\cfrac{1}{x}$ curve, except for non primes when $\cfrac{x}{p_n}$ intercept $\cfrac{1}{x}$ at integer values for $x$, so

$\pi(x)\lt log(x)$

This is serious, Prime Scarce.