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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
uLtJspoVMOvYvwzA