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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
bdshiZXcEdwvtrXY