Lemma 110.34.4. There exists a countable ring R and a projective module M which is a direct sum of countably many locally free rank 1 modules such that M is not locally free.
Proof. See above. \square
Lemma 110.34.4. There exists a countable ring R and a projective module M which is a direct sum of countably many locally free rank 1 modules such that M is not locally free.
Proof. See above. \square
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