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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
fPr8asgqIVMjFQjr