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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
lpxrqcWeoKgaxxmo