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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
ceAozgnafRytdXwj