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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
vLhPHlrCvnclOoqh