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.
eNq9XG2T2jYQ/p5fccNM+w2MwealhWTSS6+9mXR6TXKTfssIW4A4YzmSDFx/fWUwfjlsvCuOfLkz1upZWVqt9OzKnrzbrYObDRWS8XDasjvd1g0NPe6zcDFtPX65a49a796+mazIhhTFRp3uN8futW68gEg5bSXlnRkloez8+9fHD1QjUNF6++Zmwmcr6qmSXKxY0PmTyOVfJEpkbiYbzvybNVVL7k9bUaz2d28mUgndjrdbLp5kRDw6sdI7xdJI+PY3d2w7w36xfGIloAD0WFLxkYSLSvC5MML0YiFoqG6JogsunuvbPbCdgTs00sHkJyp5LDz6QNTyQfAN86lf/RQkkNRIyXzrf6ZiE1CVKKkEt1beWhqBkxXZfaLf76sb/V6X3qqdanfb9tAeOvbIHQ5c2zVSJQpdVakteQgrG5LBwPKktPKb2r7cUd9a6XuJJT5R0dEXhuP2wIUiwZVGjMnbsvFdSY+g3xstw2cyCsjzJV1FBNHFVGhXcb0HSZ7gi9DOK9B99gI/jIPAQrb6MXUpV2px4rFueRyqGs9y98m0I255qOiufkTNnKHapbbIqHw92P94WL0gPMSzgHmm7k47pJhK9fjpvt7b/ShH8RuR9FFcz1N8ZaHPt/L1PVBxxK/U+mjvRM/uCNy+2coaFZxOWQFkM1MLX1hsyl2uC4gQ5LmEG2j/0fm8F2rdBDRcqOW0NewdoVIlegDpbtrqZrcLOqyAzax1shEL2X8iv+p4sVR83TlpRaGHTjTYtRpWer6I5/Rf2+7YvY6Dw+4BsddsIbRZaR1Ox8ap6ANVzNkOB+zUAtOArvUy/E+Ci8N0Gxrbjll+dehxu20yqINaRWxNFlR+5ERP3PRHsP/RiZ4WPk7L8IxxJj2U/sOBjur7SPJQRB4OblwLFwmuuHqOKHK+1E9JuZ0f/AgS0T77yD0kWv2kWzJtSXubzS6JTyKVLGXf8dZs9zGacNDVs29FAsaltffMOLzqmectSRhSLFb15Noyf0GxIz9scAidhElpRxNjjXTUBOzxUPIACztugmV+QNuKrfe7I8xK0W1uMH9iyPb27HNm5HFB0+u2x9drHiLRe1B0Zo+w2H0otk8Uac8Ef0J3uYNSofhigbWXngtVIZNN3wyNP8Ditw+7S6SaIVqNiTfojaBqFOeBYhESfgyF19a0lVhz6neh8JGgc4kEB09kRkdI6B6816MZwfYKeB7LeLZmSIvpg6ewp4nzE36C9et3rDPOlb5DIkslARamGNZ/9gcAcBJQge2VIQBXkyasG+iPALi+4JGm3tiuGEP6mcyQFKYLQTXxJY4NQI54xDdYN+L0AMizWCmstTl9ALDHg4BEEjlLHKcZup0wDbKkxK+6h9QHmJXtkCs2R267nQHkQcgsMXIkMmBOJvsMmuwdI5aE12oLkJpH8HUpJYR6NxjOtcNE+h0HvMBK5lP0UuKCF1i0o3DBy6uB23TBC6x2GAw5q13w+powqbbeeQgql0gdDnxcQ71HNlrKXfBWmcSKa7oSBVQh/ZQ7MNHR9paco7eD7tBI15Y9MaQi8Pz21G5NwxgJP4ZTSJO1YwCe1SaUYmDj0M3GenB2hse7rIeI7yNXpAF4fitB6YbRLRLfQThVPbUTKozUAOfAgV4W2ngTHVRM60PQOMlWSUVCnwjkFmNQMX2jIF6wUFq3f7jjL3qZTDJhVkg2bEHwm//B6LyCR+1L6fvPTNGylm9xVoBUOK5X+OG3W75OQtUP+xuJRn/mHW4hQ+Ld8491uyTi8EgLKpPnueMhNupun1HxwR3fh4qKkKpEyZqI7zFZ0I+Mho2Ue2Ltk1VpqqtQ0pj2Yr5h2ssGZ70KidkrPcTm6s/Q69pDu2f3jB5gYh1yCyZHIO7DOb/08MN861dDHfPnPyR1vj/TxT0S0JpTXd8Mz0gw+fV4GO1qWfnrZfwPBZWgf/z+xfTQyD7DeTD3SmjmT2umJfwIyTXOpWhTbWr6ZnqcjD+TdfTrSk5X8qfeneaj+m+WUC9e58n1ihqHHEV2kSfLAbIvk9+AKodkdoXgi9R0LVQ7ZsXrk1RzRcVi4jj7WU4dV3Zl0p7soqZNWWK3orCYpq0oLuZca6B71UV5YrLw4yQfCq34QvKwpdMXaa6yVJinHUu3sw1+7bCV0oH1Unlur16mlKg7B5Vm3aqfLtm+Zr/zJBpEOM2JQUTLKS5wjSxjBalRSEBhxPN8EqpW9VDX1MojtBDpPHkDkT7mYkAjtk+twFqcZkpAnXKMloBMrJDHqLDaLGSor0tpiQbZY5ahQewY/WoQK+QAmtq4j9Q1CVWP/6lgHnBvEMzi5w1yhZDGOck8jl19t6l6Fqo+rySLO58VK8eKzxSBZ0hFVBhk11mQFzRlTi2hRrLSCOsan0ZUIbIvAqSwRyzHO0FqyuFLbJVChApdNQ0ugvxMFiuELXzV86RGHOX9TwJzNfuMXaE5aZwNZHd52AxopnkUDGQixaDWscJhn7nfniVbuDxCdRRI4xm6MAs2HaVLAadq+Tx2dFqpHD86rf8iFHQEKIaDqpUeIjtH+XJ0p6JGIVBzrHMuWIM8Pd38ftL+vSrHjIOL6tPZS6Ui+YtlBWTGNaPhTFCfRkmvJB2nfVZAQ66HeS7Mztq/e0HazIgblrwZEjgUiYMRuYvInDmhA5O6RmIHIHcAgtdA8i4iejiy10j4zpC+euIHJ39QAogggUAiiCaDSEJoRgrNiKEBOTQniOYkEU8U8WQRSxhxpBFNHNHk0YRAYkkkgkgiyCSOUIJJJYpYosglhmDiSOYrEE042UQQzlclnRcRTzz5xBFQLAnFElFDMmpKSA1J6YXE9BJyiieoBiQVTVSNySqOsBqQViPiakReQQTWhMS+BpE1JrNmhPbHkVomC++vX++DGFd5SX52eNX7UsZsmsNteuv90i85pPXTL0ZU6lAiNs6YZ+n+qyXl739//Tx//hmHqzX7oRTnuZ6a/ScX9g7nWq/7x7PzX9ExPFmgRza8E3pG/z2fs5ovDNVaZn7YZmIlJ3/evvkf6hHySg==
mtbWSRQaOBdurLUM