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/O7NabGlyxagw7K2QfetoC3apiOLKknFzn79qBfrJaasOzouBvRFFu+ek0Tekc8dpdm7/da/eqJCMh5ct9xOt3VFgwX3WLC6bj18vm1PWu/evpltyBMpi0063a8Dt9e6WvhEyutW3N6ZUxLIzj9/fnhPNQIVrbdvrmZ8vqELVZGLFPM7fxC5/pOEsczV7Ikz72pL1Zp7160wUsnZq5lUQl/H2x0XjzIkCzpzsjPl1lB47tfh1B2M++X2mRODAtAjScUHEqyM4EthhbmIhKCBuiGKrrh4rr/ukTsYDcdWNpj8SCWPxILeE7W+F/yJedQz3wXxJbUystx5n6h48qmKjRjBnc1iK63AyYbsP9Jvd+aL/kW33qi9anfb7tgd96ejSW84nkytTInSozJai2/CybtkNHJCP1qxQDo3vw+nN2siFHXYlqyodARdrKnQf51CKRl/4+qJYbfvbKT+o4fuIxUdfWDZ0fdcKOJfqIuZvKmO1gvZEfRb41DymAx98nzOoyKC6GYqdGy53I3Ed/BZ6Gjn62f2Aj+IfN9BXvVDFoMudMVxiLvhUaBqQtHtR9sHccMDRff1PWoXPdU+G4uMyteD/ZcH5hnkPpr7bGEbH3UEi6hUDx/v6sPj/zay/EokfRCXCy1fWODxnXz9kFUeIhe6+jCJuifXHMO+3dwdlqJU1QBkuVQLX5rOqo9cNxAhyHMF19cBp/MpEWpd+TRYqfV1a9w7QGVGdAfS/XWrm58uLXKk4tt4IEpFAo8Ir3NktvRIjiDdY0iNtViTIKA+DqpnhNoQn3GNyAXNjtvxkqMt6FKvB9Y4E32wiUjxBd+GeqKj7cWac5l4KMLUwMrUjj0ynJ2hjR2ciRHUxFzoMIF9UGMo+kLH90cy95FXPwHjc98noUTCT+Hw2y0PkN7VBaOr/ZYGERLehcJ7RJG4ex+xvev2UCYUX62wHeyCvZq5E2wHgN2Y0QkSGuy5W+4RZCx1wT4b8pBhHwrYZUMdpSUSfAIH54qr51AHaB4sdXBQSEtg15V6YTInyJHf68LhAz3o2zKabxnyHnpgD5a+vok2Pkb0wA4s46WWDs/tdM2FNNNHm9kxb0Wxz2uANYPEBzu1VW+DvVpfOhJ6jIDWDz+O1kgLYMdWnPuKhUj4KRw+RDtzH+zMSlD6xOgOiQ/243TU261J+z2cFST6SRdOCBAO76SvRvt86UM87xkJbXZTn82dOedKnyFhPMSpYlsaspif1zYgLY8AlgOu2BJ7S2MAsPZdT3CkZ/UnEGQ9D5M1JZ7pHNLetNmeQ3wqkONz0AXgziOlsKv0gQsAtmMXgx4AOu5Sj++wV90HQFssPQcDAK5edfInNKUGeK2DnvkGIwiqzZQ0GEOQ4ww0Uww96Oq9kvpUr/PU3xEVyCAyqHe9NZOKJ3j5IfFIqOJO/Ia3NOxiLOGg690xTdF+4MSjXvbDT350wscVMkwN610zfSDtiBVHbbfj9jpuO823IS31Gyx14oyY7u4IGV2GgyZgzawkxy6Ch8NmWP7IsKijJlTm6YVpPDEj48pw3IB86MakDwdI8AkQfMn2SOQpEHnLVkIvWfTlDzouMvVX76YbyYMeEs09iSbCBRKv3gW38d6FgP0riqOOje+N+idMxFE2+w+JWu94eVYDiVjvc3K3TAsSSESzv9kwg5HBwfIC2vvh9C7Q00hAVVyG2BLxLdKB+QOjATJ1NJqcMFPU6bQRHffjGfeWB8igP5qeNvFZd1xc03MC8sRWBD+tj7unDTxIFtBfPrH0PgorX6O8AWnQrTf4/tcbvo1H931yIrbozRfpqSYrMycpVmWlrlJLY9mLeZZlLxdc9SpVcq1uYuakHmWz5eAuWPJzNxssd54Z6lCv/n+WqpNdWnyhuVvNPq2vlpsYmPxy2F52sSr45SrsaYMR9PffPtvu6kiW/6mLGKGZd13jBvA9HpfYOKLHdtOlb+R1Opf/0LvdSP1PqXb9I9mGP2uB5HxRh66cThNHcTsXNP/9sq4MUjHXidGqWd0XqwdUKeqyEOlynRUkX2Q2YOJZHRQknJc1IdLVKiVYIy86QjSyGiJINCkJQiQPaRaI7KFgB5LN6m8wWUM5DaJYVMdg0tViF0inXLsCKRyVolBa+RoXowUVx9x4mswCShZVGZBCntGCSYfwLi6VQCDiRxUNuFKtcFZtqGnclwJMVjyoSGrWpP+tS/ifaGoCyhP7J6WKLP1psUN63Xy2QV0fH3LoDWJ5SrxBrm4eOJYsJawbJI2B8VisSCc3CBocyiBkdg2DYDl3a5B9kYg1SBQJztKPo7wqVNEoWc555j+rWU+DVp64LB8fJTFrFSsZyXqpIr14SibLFdaLVBJ/tWLFneR5PIBsmpYDCL7MsplUspRZTVOa/zI05ims8nHnVC+kSan8wCxUTjUZmst5o0rzUezNGKZuKmdzDovzlxkdg1bOTA861QSNWSPJtRwUKvkWs3yROjlWqqZPjvVfZEIOAHXZEOT25OZXjBJWPrAj3cK8/XmtVCh/chyfzLkeuJwJ6tEw7oT4hnTU9WnANaVaiu+0+/1dI607Qe0s6d2ZFO8cmmdJ9fB0z4byWdA+NPXD0z87CmhHA5FUEEcHsZQQSwux1PAseoiniLY00Yoq2tNFe8poQRvR1BFHH60oJJ5GoqmkBZ20ppRoWtlILXH08lUpJpxmIqjmK9BNBOXE0E4c9cTRTwQFRdFQMBVF0VEsJYXR0rOoKY6e2lPUs2gqnKpC6SqQsiJoK5a6ouirJYVtoLGNVNaOzoIpLYDWAqhtPb21p7h2NNeG6r4G3f1ulJfJ0vvml/vixUVeap+nb1qfy6dtS7pNb6mf++WFTD/7woPRhhKRdQE9r/5frEZ/99vrl/2Lzy5c7LLvK1mgy5lJPpGQBIBLvW0fzU9/Jsdyo4Hu2eBWaI/+a7lkNZ8Qqh2ZxWadmRNvHnr75j8DifYn
KfqjnnGHXyHeLfAz