Critères d’acceptation des échantillons
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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
bmuiURbSsrqBagQe