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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
sqRyNIuVatxvhykb