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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
djagngGagsnHoXvT