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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
rzhzv1FZdOvXMmgl