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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
TvwvxwcenVfv2gwV