Exercise 111.37.8. Let $S$ be a graded ring. Let $X = \text{Proj}(S)$. Show that any finite set of points of $X$ is contained in a standard affine open.
Exercise 111.37.8. Let $S$ be a graded ring. Let $X = \text{Proj}(S)$. Show that any finite set of points of $X$ is contained in a standard affine open.
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