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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
RmpLomsZpWjcXylx