Theorem 9.10.9.8F66FA207B82 Let $X$ be a compact complex space. Then there is a modification $\pi \colon Y\rightarrow X$ such that $Y$ is smooth.
PomePome8F66FA207B82Theorem 9.10.9.8F66FA207B82 Let $X$ be a compact complex space. Then there is a modification $\pi \colon Y\rightarrow X$ such that $Y$ is smooth.
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