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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
TrnmLvWgcwtLzp0h