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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
UrimkgDgvgRZs7gU