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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
rnVzCVabhfAAdftt