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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
sentSCTOinyhZNlg