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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
tBiodfdiqdCSdKyJ