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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
mhtbdvofZhiKzlCP