  We continue investigating variants of the splitting and reaping numbers
introduced in arXiv:1808.02442. In particular, answering a question raised
there, we prove the consistency of
$\mathrm{cof}(\mathcal{M})<\mathfrak{s}_{\frac{1}{2}}$ and of
$\mathfrak{r}_{\frac{1}{2}}<\mathrm{add}(\mathcal{M})$. Moreover, we discuss
their natural generalisations $\mathfrak{s}_\rho$ and $\mathfrak{r}_\rho$ for
$\rho\in (0,1)$, and show that $\mathfrak{r}_\rho$ does not depend on $\rho$.
