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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
Jdc3T7oljebdMvtn