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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
drnRXgkx4smdo3Rr