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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
vKoRmiBebIwCbSgQ