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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
lzqjtughrzPqIyNn