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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
mcvckvoiYFZbbxnj