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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
N0CduicZd2uWjrue