Visible satellite torus conjecture for semi-adequate diagrams

Let $D(K)$ be a semi-adequate diagram of a satellite link $K$. Visible satellite torus conjecture. Either $D(K)$ or its mirror image can be obtained using the construction described in Example; in particular, the satellite torus must be visible in $D(K)$ as the regular neighborhood of an immersed annulus. The claim proposes a structural characterization of semi-adequate satellite diagrams, but the source provides no evidence of a resolution.