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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
ocUvWWVZozkqf2SR