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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
SxTrlqkUpd9nHurz