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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
ZSogTuHFvZiYKziu