Critères d’acceptation des échantillons
Publié le
05 décembre 2018
PARTAGER SUR :
Cet article doit permettre au demandeur de connaître les motifs pour lesquels un prélèvement est susceptible de ne pouvoir être traité par le laboratoire et faire l'objet d'un avis de non-conformité.
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
hu9poM5Vqf2rkTtx