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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
dyjsujwCmPXQmaDJ