Lemma 15.33.7. Let A \to B \to C be ring maps. If B \to C is a filtered colimit of local complete intersection homomorphisms then the conclusion of Lemma 15.33.6 remains valid.
Lemma 15.33.7. Let A \to B \to C be ring maps. If B \to C is a filtered colimit of local complete intersection homomorphisms then the conclusion of Lemma 15.33.6 remains valid.
Proof. Follows from Lemma 15.33.6 and Algebra, Lemma 10.134.9. \square
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