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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
FtOyhphYCytwrvon