Fujino's simple connectedness conjecture for projective quasi-log canonical pairs

Let $[X,\omega]$ be a projective quasi-log canonical pair such that $-\omega$ is ample.

Fujino's simple connectedness conjecture. $X$ is simply connected.

This conjecture extends simple connectedness from Fano log pairs with log canonical singularities to the quasi-log canonical setting, which also includes semi-log canonical pairs and their slc strata. The paper's abstract states that the result is proved, so the conjecture is resolved.