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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
MDjTjicmncZltuhT