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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
cljaeevmccYyfzZb