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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
JeiLByePWUnEffSJ