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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
gucJfALoV4oDqVrr