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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
PN9gvUbljom0RaZ5