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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
ant6jjhEiweiODkc