2 problems

Kollár's conjecture. The accumulation points of $\operatorname{LCT}_n(I)$ are

Let $X$ be a klt variety and let $x\in X$. An $\mathbf{R}$-ideal on $X$ is a formal product $\mathfrak{a}=\prod_{j=1}^r\mathfrak{a}_j^{\lambda_j}$, where the $\lambda_j$ are nonneg…