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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
fGi0gPpPQBo3syyJ