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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
By1mxKulymp3iUgn