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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
adlcniwfxdonKjrO