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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
d3aOKeMiqxw7hHbx