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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
WevriPptbcvwgmgz