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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
ZyqhqezNRrpakmbF