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