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.
eNrFXFtz27YSfs+v8Gjm9E2iKFEXnyMn0zp165l06ibx9LxlIBGSIJMEA4CW3F9f8CKKtEBxF7LamYxDEbvfkgR2gW8X5OzDLgyunqmQjEc3HbfX71zRaMF9Fq1uOo9f77rTzof372Yb8kyqYtNe/5vnDjpXi4BIedNJ23tzSiLZ+/9vnz5SjUBF5/27qxmfb+hC1eQSxYLer0SufyNxKnM1e+bMvwqpWnP/phMnKjt7NZNK6Ot4v+XiScZkQWdOcabaGgvf/Ta6dr3JsNo+c1JQAHoiqfhEopURfCmsMBeJEDRSt0TRFRcvzdc9dr3xaGJlg8nPVPJELOgDUesHwZ+ZT33zXZBAUisjy63/hYrngKrUiBHc2SxCaQVONmT3mX6/N1/0j7r1Vu1Ut991J+7YGw2mXn88sHtYovKojNbSm3DKLhmPncqJ6dDzpk5NYjIaOBup/+lh+URFTx9YduIDF4oEF+o+Jm/rI/FCdgT93jpMfCbjgLyc86iIILqZCh03Lncj6R18FTqSBfqZvcKPkiBwkFf9WMSXC11xGr5ueRKphjBz99n2QdzySNFdc4/aRUa1K8Yio/LtYP/ikXl2eEjmAVvYxj4dnRIq1ePn++bQ969EjZ+IpI/icmHjTxb5fCvfPhxVu/9CVx9nEfXkWmE0tJtG4koEqhuALHMa4SvTUP2R6wYiBHmp4QY6mPS+ZEKdq4BGK7W+6UwGe6jCiO5Aurvp9MvTlcWJVDxMB6JUJPKJ8HtHZiuP5AjSPYbUWIs1iSIa4KAGRqgNCRjXiFzQ4ribLhW6gi71PL7GmRiCTSSKL3gY60mMdhdrzmXmoQhTnpWpLXtiODsjGzs4E2OoibnQYQL7oCZQ9IWO3U9kHiCvfgrG50FAYomEv4bDhyGPkN7VB6OrXUijBAnvQuF9okjavU/Y3nUHKBOKr1bYDnbBXs3cKbYDwG7M6BQJDfbckPsEGUtdsM/GPGbYhwJ22VhHaYkEn8LBueLqJdYBmkdLHRwU0hLYdaVemMwJcuQP+nD4SA/6rkzmIUPewwDswTLQN9HFx4gB2IFlutTS4bmbr7mQZoZoM1vmryj2eXlYM0h8sFNb9TbYq/WlI6EnCGj98NNojbQAdmzFeaBYjIS/hsPHaGcegp1ZCUqfGd0i8cF+nI96uzXpcICzgkQ/6cIZAcLhnfTVZFcufYjvvyChzW4asLkz51zpMyROhzhVLKQxS/l5YwPS8hhgOeKKLbG3NAEAa9/1BUd61nAKQdbzMFlT4pvOIe1dt9tzSEAFcnx6fQDuPFEKu0r3XACwHbvwBgDotEt9vsVe9RAAbbH09DwArl518mc0pQZ4rYOe+bwxBNVmSvImEOQ0u8wUQw+6Zq+kAdXrPPVHQgUyiHjNrrdmUvEMrzwkPolV2onf8ZZGfYwlHHSzO7KQrKj8xIlP/eJHkP3oxU8rZJgaNbtm/kC6CTscdd2eO+i53TzfhrQ0bLHUSzNiursTZHQZeW3AmllJjl0Ej0btsPyJYVHHbajM1wvTdGJGxpXRpAV5341ZH3pI8CkQfMl2SORrIHLIVkIvWfTlez0XmfprdtON5NEAieaeRBPxAonX7IJhuucgYn+Jw1HPxvfGwxMm0ihb/IdEbXa8MquBRGz2Obld5gUJJKLZ32yYwdjgYHGQrFgknduPo+v7SE8jEVVpGSIk4nuiA/MnRiNk6mg8PWHml9H17ZoIRVMjOu6nM+4dj5BBf3x92sRX3XFpTc+JyDNbEfy0PumfNvAoWUR//MLy+zhY+ZaUDUiDbrPBjz/d8jAd3Q/ZidSiP1/kp9qszJysWFWUuiotrWUv5luWvVxw1atSpbW6iZmTe5TNdoL7aMnP3Uiw3PpmqH0t+p8vQ2c7p/hC87KGvVPfLDcfMPnnfsvXxSrcl6ue5w1G0F9+/mq7GyNb2ufD3wjN/JuGIQ7fm3GJDR963LZd+kbe5PP0fwZ3G6n/VOrSP5Aw/p8WyM4fasy103lSKG3ngpa/X9eMQSrmGjBatajpYvWAKoeaK0S6WkMFyR+yFjDxosYJEi5LlhDpegUSrFEWFCEaRX0QJJqV+yCS+xQKRHZfjAPJFrU1mKyhVAZRPFS+YNL1QhZIp1qXAikclZlQWuX6FaMFFcfceJ6oAkoeKi4ghTJbBZOO4V1cKW9AxI+qFXClRuGiktDQuKsEmKIwUJPUjEj/bUrmn2hqAyqT9ielDhn402L71Ln5bIu6Pt7nx1vEynR3i1zTPHAsWUlGt0gaA+Ox2CFV3CJocCiDkNk1DILVvKxB9lWS1SBxSF5WfhzlTKGKRslqPrP8Wc9oGrTKpGT1+ChB2ahYyzY2Sx1Sh6dkijxgs0gtqdcodriTMkcHkM1TbgDB1xk0k0qRDmtoynNbhsYyPVU97p3qhTzhVB6YhappJENzNSdUaz6KvUUuQDdVMzX7xfnrbI1Bq0y87HXqyRezRpZH2SvUcilm+UNa5Fipnho51n+V5dgDNGU6kFuP21/7yV5X8uxItzBvbV4rFcv/Ok5A5lwPXM4E9WmcdkJ6QzrqBjTimlItxRvsWv/QStlO0DZL6nYmfTuHwlnSODyVs6FzFpQOTevw1M6O3tlRPCTNw1E9LN3DUj4s7TuL+uHpny0FtKKB9lTQng5aUEI0LcRRQyt6iKeIaJpoQRWt6SKaMrbSRhx1fFP6CKeQCBr5BlQSQScxlBJHK3HUEkEvURQTTDNRVBNLN2GU8yzaiaOe9vTzLAoKp6FQKgqkowhKiqWlKGpqSU9bKGorTbWjqmC6CqCsANraTF3t6asdhbWhsW9BZf8xOstk5R3wy31h4iIvms/zN6TP5cq25dq2N8fP/RpCoV98dcFoQ4nEujheVvYvVn+///ntS/qHTyFc7LIfahmey5nJPluQBYBLvSWfzE9/lsZyE4Hu2ehOaI/+fblkDZ/saRyZh002Myfd9PP+3d9zvcFr
antluYAvpNDDppmj