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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
rclTDomnrAiHclAQ