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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
EZtmJhERcfzpUx4g