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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
xlSttjpfAKUgGpkg