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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
Xnbgzh7Ukq5mUqRk