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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
YJFxIzPHxsMyeUbT