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The $0$-trace of a knot is the $4$-manifold represented by the $0$-framing ofthe knot. In this manuscript, we survey methods constructing a pair of knotswith diffeomorphic $0$-traces. In particular, we focus on Gompf-Miyazaki'sdualizable pattern, Abe-Jong-Omae-Takeuchi's band presentation, and RGB-diagramgiven by Piccirillo and named by the author, and we draw the relations amongthese methods directly. As an application, we give a sufficient condition thattwo knots obtained by Abe-Jong-Omae-Takeuchi's method coincide.

On annulus presentations, dualizable patterns and RGB-diagrams