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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
aCmfabhwDdojv6Cx