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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
kxykwlrdYuabeile