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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
ztpprOdGzjXhoD4o