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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
XPtcsJmFdRaY7Xna