  The Camassa-Holm equation possesses well-known peaked solitary waves that can
travel to both directions. The positive ones travel to the right and are called
peakon whereas the negative ones travel to the left and are called antipeakons.
Their orbital stability has been established by Constantin and Strauss in
\cite{CS1}. In \cite{EL2} we have proven the stability of trains of peakons.
Here, we continue this study by extending the stability result to the case of
ordered trains of anti-peakons and peakons.
