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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
kuxP0rKkwhB0hYJe