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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
1FhwSVHeozVrxyf5