Localizability of the nonzero filter in a quantale

Let $Q$ be a quantale with bottom element $0$, and let $mid 0$ denote the property of being nonzero. Let $mid 0$ be the corresponding filter over $Q$.

Nonzero-filter localizability conjecture. The filter $mid 0$ is localizable over $Q$.

This would remove the reducedness hypothesis from the cited theorem on conormal dense filters. The source presents the assertion as a question, and no resolution is supplied.