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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
jdxkkrukHnf46zql