Lemma 110.23.1. Let $k$ be a field. There exists a variety $X$ whose normalization is quasi-affine but which is itself not quasi-affine.
Proof. See discussion above and (insert future reference on normalization here). $\square$
Lemma 110.23.1. Let $k$ be a field. There exists a variety $X$ whose normalization is quasi-affine but which is itself not quasi-affine.
Proof. See discussion above and (insert future reference on normalization here). $\square$
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