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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
Ff0dHlgTIXwvWBdT