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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
yjgixwQqrBhgouPf