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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
xkmmwXrzdxfvhMiw