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.
eNrFXF2T4rYSfd9fMUXVzRsYG2PgXtitZDaTTNWmMtndqdy3LWEL0IyxvJIMTH59ZDD+GGzcLYakamvHWK3TstRq6XTLnn7YrcObDRWS8WjWsXv9zg2NfB6waDnrPH696447H96/mz6RDSmLjXv9b67tdG78kEg566TlvTklkez9/7dPH6lGoKLz/t3NlM+fqK8qcoliYe9XIle/kTiVuZluOAtu1lSteDDrxIna372ZSiV0O95vuXiWMfHp1MrulEtjEdjfhhPbHQ3K5VMrBQWgJ5KKTyRa1oIvhBGmnwhBI3VLFF1y8dLcbs92veHISAeTn6nkifDpA1GrB8E3LKBB/VOQUFIjJYtt8IWKTUhVqqQW3Hry19IInDyR3Wf6/b6+0T/q0lu1U91+1x7ZnjPw3LEznvSNVIlSV9VqSx/CyofE86xXNwblG+OB646tJ6n/abN8pqKnLwwH8YELRcIrDR+Tt1VLvJIeQb+3mknAZBySl0u6igiii6nQfuN6D5I+wVehPVmo++wVfpSEoYVs9WPmX67U4tR93fIkUg1u5u6zaUfc8kjRXfOImnlGtctskVH5drB/8ah+dXhI5iHzTX2f9k4Jlerx832z6/tXvMZPRNJHcT238SeLAr6Vb++OysN/pdbHe496dq8wHJituXHJA1UVQLY5jfClZaja5bqACEFeKrihdia9L3uhzk1Io6VazToj5wiVKdEDSHezTj+/XdJhhWxurdMtWsT+EsVVz0+k4uveSStKPXSiwW7U8KQnj3jJ/nTtnu30XBy2A8Res6XQZqV1uD0bp2IAVLFgOxyw2whMQ7rWa/IfKS4Oc9jS2G7CiqtDj9tdk0H1GhWxNVlS+YkTPXGzH+H+Ry9+XgY4LaMzxpn2UPYHBzpu7iPJIxH7OLhJI1wsuOLqJabI+dI8JeV2cfAjSET77CM7SLTmSbdi2pL2NptfkoDEKl3KvuOt2R5gNOGg62ffEwkZl9beM+Pw6meevyJRRLFY9ZNry4IlxY78qMUh9FKOpR1NgjXScRuwzyPJQyzspA2WBSHtKrbe744wK0W/vcH8mSHb69jnzMjngmbXXZ+v1zxCojtQdGaPsdgDKHZAFOnOBX9Gd7mLUqH4com1F2cIVSHTTd8cje9h8buH3SVSzQitxsQbOGOoGsV5qFiMhJ9A4bU1bSXWnAZ9KHws6EIiwcETmdExEtqB93o8J9heAc9jmczXDGkxA/AU9jWLfsZPsEHzjnXOudJ3SGypNNrCFMP6z4EHACchFdheGQFwNWnCuoHBGIAbCB5r6o3tigmkn8kcSWH6EFQTX+LaAOSYx3yDdSOuA0CeJ0phrc0dAIB9HoYklshZ4rrt0N2UaZAVJUHdPaQ+wKzsRlyxBXLb7XqQByHz1MiRyIA5me4zaLp3jFkaXmssQGoew9eljBDq3WC00A4T6Xdc8AIrWUDRS8kQvMCiHcUQvLwauM0heIHVDoMhZ/UQvL6mTKqrdx6CyhVShwsf10jvkY2W8iF4q0wSxTVdiUOqkH5q6Jno6PorztHbweHISNeWPTOkIvD89tVuTaMECT+BU0iTtcMDz2oTSuHZOHSzsfbOzvBkl/cQCQLkiuSB57cSlG4Y3SLxXYRT1VM7pcJIDXAOHOploYs3Ua9mWh+Cxmm2SioSBUQgtxhezfSNw2TJImnd/jKcfNXLZJoJsyKyYUuC3/x74/MKHrUvpT9+YYpWtXxL8gKkwkmzwo8/3fJ1Gqp+2N9INQZz/3ALGRLvn3+s2xURh0daUpk+zx2PsFF3+4yKj8PJfaSoiKhKlayJ+J6QJf3EaNRKuafWPlmVpbpKJa1pLxYYpr1scNarlKW90kNsrv4MTt8e2Y7tGD3A1DrkFkzOQ9xHC37pSYjFNqiHOibT//k8+v7oF/dJSBsOf30zPD3B5J/HM2tXS9FfL/1/KKgF/eXnr6bHSfbpzoPt10KzYNYwR+GHS65xYkXbbVvTN7PjzPyBrOP/PcnZk/yPc6fJqf4/z66Xr4tMe02NQ8Iivygy5wDZ15lwQJVDZrtG8FWeuhGqm7Dy9UneuaZiOYuc/6zmkWu7Mm1PftHQpjzLW1NYztnWFJcTsA3QTn1RkaUs/ThJjkIrvpI87O/0RZa4rBQWOcjK7Xy33zhsldxgs1SR6GuWqWTtzkFlKbj6p0v3svnvIqMGEc4SZBDRar4LXCNPX0FqlLJRGPEiuYSqVT/UDbWKcC1EusjkQKSPiRnQiO3zLLAWZ2kTUKccQycgEyslNWqsNo8f6utKjqJF9phyaBE7hsJaxEoJgbY27sN2bUL1438qWETfWwTzYHqLXCm+cU6yCGrX322rnsetzyvJg9BnxaqB4zNF4BlSEyIG2XUe8QVNmVNLaJCsNcKmxmfhVYjsq2gp7BGrwU+QmmosE1ulFK5CV80ijSA/kwcOYQtf/TxpEEd5/5MoXcM+Y1dqThZ0A9ldEUMDmmkREgOZSDnCdaxw2Gfut2fpFq4IVx0FsuCGLswjT0fpSvSpXr4IJJ1WqgaTTuu/igsdAcqxoXqlhzDPUb4a6qmpUYraHOuci9wgj1K3v8a0f/3KNePgov6o9kqpWP7XskIy55rRcCZoQOO0V9KO0z4rpBHXw7wQb3AK/8MrBmfG4rBMzpDNoRgdjNVdxOzM2R2Y4bWyPADTA7C9FsZ3EevDMb9W9neGATazQDgThLJBBCMEskI0M0SyQzOGaMYSDZiiOVs0Z4x41ohnjlj2iGOQaBaJZpImbBLLKBGsEsEscewSzDBRLBPFNDFsE8c434B1wpkngn2+KQO9iIXimSiOjWIZKZaVGjJTU3ZqyFAvZKmXMFU8WzVgrGjWasxccezVgMEasVgjJgtisyaM9i1YrTGzNWO3/xzDZbL0mvv1PqJxlXfp54eXwC+lz6YJ3baX4y/94ENWP/uwRK0OJRLj9Hme+79ahv7+57dP+hdfe7hasx8qQZ/rqdl/mWHvcK71IYBkfv7LO4bHDPTIRndCz+jfFwvW8FWiRsssjuFMrfRM0Pt3fwNDlQDs
gsQUtQUzKXwxbS0r