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