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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
3WbhkiqqprsbXrpJ