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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
jSczi1XDOTXbyG4A