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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
Bo4yXlgTJweNyuHr