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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
UkfytpxuhSudri1r