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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
PYTia2Bs3rfvqubz