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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
vAt1pbqYioa9jOeH