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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
biEk2rtyihEDsilt