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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
p7oEmHCtqhufkLrV