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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
sbqOfmbEavjldMay