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