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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
fH6njulfCqciSOYq