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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
byOgjtzsUPuA3fxc