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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
jRdTD2JIpxehSjno