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