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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
m7yhJrFozJcUymye