The pro-p smoothness conjecture for weak Bloch--Kato pairs

Let $\mathcal{G}=(G,\theta)$ be a torsion-free 1-smooth pro-$p$ pair. Pro-$p$ smoothness conjecture. The pair $\mathcal{G}$ is weakly Bloch--Kato. This is the pro-$p$ version of the De Clercq--Florence Smoothness Conjecture, asserting that torsion-free 1-smoothness forces the weak Bloch--Kato property; its status is not specified in the source.