Assume that $\dim X=1$, and let ${\mathcal{X}}$ be a dlt model. Each irreducible component $E_{i}$ is then a smooth curve. At a point $\xi\in E_{i}\cap E_{j}$, $i\neq j$, ${\mathcal{X}}$ is snc. At a closed point $\xi\in\mathring{E}_{i}$, ${\mathcal{X}}$ is either regular, or has a cyclic quotient singularity.