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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
wW8hfGzountrmoyz