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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
xyUQh6sNX9SM3HUF