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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
BTRxghjYmfHshftI