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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
yW8qvoPjxsfOfata