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.
eNrNXG1v2zYQ/t5fERjYvtmy/O7NabGlyxagw7K2QfetoC3apiOLKknFzn79qBfrJaasOzouBhSpLN49J4m8I587SrN3+61/9USFZDy4brmdbuuKBgvusWB13Xr4fNuetN69fTPbkCdSFpt0ul8Hbq91tfCJlNetuL0zpySQnX/+/PCeagQqWm/fXM34fEMXqiIXKeZ3/iBy/ScJY5mr2RNn3tWWqjX3rlthpJKzVzOphL6OtzsuHmVIFnTmZGfKraHw3K/DqTsY98vtMycGBaBHkooPJFgZwZfCCnMRCUEDdUMUXXHxXH/dI3cwGo6tbDD5kUoeiQW9J2p9L/gT86hnvgviS2plZLnzPlHx5FMVGzGCO5vFVlqBkw3Zf6Tf7swX/YtuvVF71e623bE77k8m4/hZ2XWyKD0qo7X4Jpy8S0Yjp3piOH1xYtR3Qj9asUA6N78PpzdrIhR12JasqJbSP/SBs5H6nx64j1R09IFlN99zjeZfqIOZvKmO1QvZEfRb40DymAx98nzOoyKC6GYqdGS53I3Ed/BZ6Fjn62f2Aj+IfN9BXvVDFoEudMVxgLvhUaBqAtHtR9sHccMDRff1PWoXO9U+G4uMyteD/ZcH5vnjPpr7bGEbHXX8iqhUDx/v6oPj/zSu/EokfRCXCyxfWODxnXz9gFUeIBe6+jCJuSfXG8O+3bwdlmJU1QBkqVQLX5rKqo9cNxAhyHMF19fhpvMpEWpd+TRYqfV1a9w7QGVGdAfS/XWrm58uLXCk4tt4IEpFAo8Ir3NktvRIjiDdY0iNtViTIKA+DqpnhNoQn3GNyAXNjtvxcqMt6FKvBdY4E32wiUjxBd+Gepqj7cWac5l4KMLUwMrUjj0ynJ2hjR2ciRHUxFzoMIF9UGMo+kJH90cy95FXPwHjc98noUTCT+Hw2y0PkN7VBaOr/ZYGERLehcJ7RJG4ex+xvev2UCYUX62wHeyCvZq5E2wHgN2Y0QkSGuy5W+4RZCx1wT4b8pBhHwrYZUMdpSUSfAIH54qr51AHaB4sdXBQSEtg15V6YTInyJHf68LhAz3o2zKabxnyHnpgD5a+vok2Pkb0wA4s46WWDs/tdM2FNNNHm9kxb0Wxz2uANYPEBzu1VW+DvVpfOhJ6jIDWDz+O1kgLYMdWnPuKhUj4KRw+RDtzH+zMSlD6xOgOiQ/243TU261J+z2cFST6SRdOCBAO76SvRvt86UM87xkJbXZTn82dOedKnyFhPMSpYlsaspif1zYgLY8AlgOu2BJ7S2MAsPZdT3CkZ/UnEGQ9D5M1JZ7pHNLetNmeQ3wqkONz0AXgziOlsKv0gQsAtmMXgx4AOu5Sj++wV90HQFssPQcDAK5edfInNKUGeK2DnvkGIwiqzZQ0GEOQ4/wzUww96Oq9kvpUr/PU3xEVyCAyqHe9NZOKJ3j5IfFIqOJO/Ia3NOxiLOGg690xTb9+4MSjXvbDT350wscVMkwN610zfSDtiBVHbbfj9jpuO823IS31Gyx14oyY7u4IGV2GgyZgzawkxy6Ch8NmWP7IsKijJlTm6YVpPDEj48pw3IB86MakDwdI8AkQfMn2SOQpEHnLVkIvWfTlDzouMvVX76YbyYMeEs09iSbCBRKv3gW38b6FgP0riqOOje+N+idMxFE2+w+JWu94eVYDiVjvc3K3TAsSSESzv9kwg5HBwfLi2Pvh9C7Q00hAVVyG2BLxLdKB+QOjATJ1NJqcMFPU4LQRHffjGfeWB8igP5qeNvFZd1xc03MC8sRWBD+tj7unDTxIFtBfPrH0PgorX6O8AWnQrTf4/tcbvo1H931yIrbozRfpqSYrMycpVmWlrlJLY9mLeZZlLxdc9SrVca1uYuakHmWz4eAuWPJztxosd54Z6lCt/j8WqpP9WXyhmVvNDq2vlhsYmPxy2Fh2sRr45erraYMR9PffPtvu6EgW/6mDGKGZd13jBPD9HZfYNKJHdtOlb+R1OpP/0LvdSP2nVLn+kWzDn7VAcr6oQldOp2mjuJ0Lmv9+WVUGqZirxGjVrOqL1QOqFFVZiHS5ygqSL/IaMPGsCgoSzouaEOlqjRKskZccIRpZBREkmhQEIZKHJAtE9lCuA8lm1TeYrKGYBlEsamMw6WqpC6RTrlyBFI4KUSitfIWL0YKKY248TWUBJYuaDEghz2fBpEN4F5cKIBDxo3oGXKlWOKs11DTuSwEmKx1UJDVn0n/r0v0nmpqA8rT+SakiR39a7JBcN59tUNfHhwx6g1ieEG+Qq5sHjiVL6eoGSWNgPBYrkskNggaHMgiZXcMgWM7cGmRfpGENEkV6s/TjKKsKVTRKljOe+c9qztOglacty8dHKcxaxUo+sl6qSC6ekskyhfUilbRfrVhxJ3kWDyCbJuUAgi9zbCaVLGFW05RmvwyNeQKrfNw51QtpSio/MAuVE02G5nLWqNJ8FHsz9qibyrmcw+L8ZT7HoJWzzoNONT1j1kgyLQeFSrbFLF8kTo6VqsmTY/0XeZADQF0uBLk5ufnlouSlqIEd6Rbmzc9rpUL5k+P4ZM71wOVMUI/GbD+JWTrq+jTgmlItxXfZ+f6ukdSdIHaW5O5MgncOybMkeniyZ0P4LEgfmvjhyZ8dAbQjgUgiiCODWEKIJYVYYngWOcQTRFuSaEUU7cmiPWG0II1o4ogjj1YEEk8i0UTSgkxaE0o0qWwkljhy+aoEE04yEUTzFcgmgnBiSCeOeOLIJ4KAokgomIiiyCiWkMJI6VnEFEdO7QnqWSQVTlShZBVIWBGkFUtcUeTVksA2kNhGImtHZsGEFkBqAcS2ntzaE1w7kmtDdF+D7H43wstk6U3zy33p4iKvs8/Tt6zPZdO2Bd2m99PP/eZCpp9928FoQ4nIunye1/4vVqG/++31i/7FBxcudtn3lRzQ5cwkH0dIAsCl3rSP5qc/j2O5zUD3bHArtEf/tVyymk8H1Y7MYqPOzIk3Dr198x/Sl/MR
wITvvewMpytoSZsg