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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
xtvSACzfgywyaqjp