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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
8hfPkAahYNtiMwMk