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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
tTmyhfjivnyhBSok