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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
puRc5iXnkGbadPEO