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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
aFSZjgrihedfwZfh