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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
x8LrIf3hjQanjirf