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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
eU5gCaiXlGRZErw9