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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
inLloTNvoMPqAtGt