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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
JZedDxoqnxtAasIp