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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
Xv3XJsfvbinYgPdr