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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
xG6mdWRbcftilsIB