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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
aygXpduhYWMXaj5V