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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
zirzzWuaQ94ibaav