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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
CGMPLWaTdrkzqvEi