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We study the bifurcation diagram of the R\"ossler system. It displays thevarious dynamical regimes of the system (stable or chaotic) when a parameter isvaried. We choose a diagram that exhibits coexisting attractors and bandedchaos. We use the topological characterization method to study theseattractors. Then, we details how the templates of these attractors aresubtemplates of a unique template. Our main result is that only one templatedescribe the topological structure of height attractors. This leads to atopological partition of the bifurcation diagram that gives the symbolicdynamic of all bifurcation diagram attractors with a unique template.

Templates and subtemplates of R\"ossler attractors from a bifurcation diagram