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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
UyhDRTmyoyePRnIC