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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
vhXtuNjjsje9GMDv