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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
cXLEtjxdlVFjBdjW