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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
pnAhosXrMg8hVylt