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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
gisG6oyobhvvBpha