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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
sXZsKljrjkUaPbws