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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
gsQUtQUzKXwxbS0r