The ACSS–F-dlt equivalence conjecture for generalized foliated quadruples

Let $(X,\mathcal{F},B,\mathbf{M})$ be a generalized foliated quadruple. Here ACSS denotes the technical condition defined in the source, and F-dlt denotes foliated divisorial log terminal. ACSS–F-dlt equivalence conjecture. Then $(X,\mathcal{F},B,\mathbf{M})$ is F-dlt if and only if it is ACSS. This would identify ACSS with F-dlt; the source notes that $\mathbb{Q}$-factorial F-dlt foliated triples are known to be ACSS, while the converse is conjectural.