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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
3irTvjlkwoGrPFnn