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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
QBMNDvpWxyaYJsCP