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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
rzx5obifQwOVqzVd