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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
vJBiozbdiRwrPzbw