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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
JFPpyj6XGzLxjopg