  The orthosymplectic super Lie algebra $\mathfrak{osp}(1|\,2\ell)$ is the
closest analog of standard Lie algebras in the world of super Lie algebras. We
demonstrate that the corresponding $\mathfrak{osp}(1|\,2\ell)$-Toda chain turns
out to be an instance of a $BC_\ell$-Toda chain. The underlying reason for this
relation is discussed.
