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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
cKOvcxQqtuzxxlhU