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