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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
ROdYucduXXdFmF4e