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We show that fixed dimensional klt weak Fano pairs with alpha-invariants andvolumes bounded away from $0$ and the coefficients of the boundaries belongingto a fixed DCC set $S$ form a bounded family. Moreover, such pairs admit astrong $\epsilon$-lc $\mathbb{R}$-complement for some fixed $\epsilon>0$.

Bounded Complements for Weak Fano Pairs with Alpha-invariants and Volumes Bounded Below