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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
xekfniya9hxgGczi