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.
eNrFXG1v2zYQ/t5fERjYvtmybPltc1ps6bIF6LCsbdB9K2iLtunIokpSsbNfP0qW9RJT1h0dd0CRyuLdc5LIO/K5ozR9t9sEV09USMbD65bb6bauaDjnPguX162Hz7ftcevd2zfTNXkiZbFxp/vVc3utq3lApLxuJe2dGSWh7Pzz54f3VCNQ0Xr75mrKZ2s6VxW5WLGg8weRqz9JlMhcTZ848682VK24f92KYpWevZpKJfR1vN1y8SgjMqdTJztTbo2E734dTFxv1C+3T50EFIAeSyo+kHBpBF8IK8x5LAQN1Q1RdMnFc/11D11vOBhZ2WDyI5U8FnN6T9TqXvAn5lPffBckkNTKyGLrf6LiKaAqMWIEd9bzjbQCJ2uy+0i/3Zkv+hfdeqN2qt1tuyN3OPEmg8mgN7DrZFF6VEZryU04eZcMh05xQo+tQbdbPeGNe85a6n96WD5S0dEHlp14z4UiwYW6j8mb6ki8kB1BvzUOE5/JKCDP5zwqIohupkLHjcvdSHIHn4WOZIF+Zi/wwzgIHORVP2Tx5UJXnISvGx6HqibM3H60fRA3PFR0V9+jdpFR7bKxyKh8Pdh/eWieHe7jWcDmtrFPR6eYSvXw8a4+9P0vUeNXIumDuFzY+MJCn2/l64ejcvdf6OqjNKKeXCsM+nZzblSKQFUDkGVOLXxpGqo+ct1AhCDPFdxAB5POp1SodRXQcKlW161R7wCVGdEdSHfXrW5+urQ4kYpvkoEoFQl9IvzOkdnSIzmCdI8hNdZ8RcKQBjionhFqTQLGNSIXNDtuJ0uFtqALPY+vcCb6YBOx4nO+ifQkRtvzFecy9VCEKc/K1JY9MpydgY0dnIkh1MRM6DCBfVAjKPpcx+5HMguQVz8G4/MgIJFEwk/g8JsND5He1QWjq92GhjES3oXC+0SRpHsfsb3r9lAmFF8usR3sgr2auWNsB4DdmNExEhrsuRvuE2QsdcE+G/GIYR8K2GUjHaUlEnwMB+eKq+dIB2geLnRwUEhLYNeVemEyI8iR3+vC4UM96Nsynm0Y8h56YA+Wgb6JNj5G9MAOLJOllg7P7f2aC2mmjzazZf6SYp+XhzWDxAc7tVVvg71aXzoSeoSA1g8/idZIC2DHVpwHikVI+AkcPkI7cx/szEpQ+sToFokP9uP9qLdbk/Z7OCtI9JMunBIgHN5JX413+dKH+P4zEtrspgGbOTPOlT5DomSIU8U2NGIJP69tQFoeAiyHXLEF9pZGAGDtu77gSM/qjyHIeh4mK0p80zmkvUmzPYcEVCDHp9cF4M5ipbCrdM8FANuxC68HgE661Odb7FX3AdAWS0/PA+DqVSd/QlNqgNc66JnPG0JQbaYkbwRBTrLLTDH0oKv3ShpQvc5Tf8dUIIOIV+96KyYVT/HyQ+KTSCWd+A1vadDFWMJB17sj25AllR848amf/QjSH53ocYkMU4N619w/kHbMiqO223F7Hbe9z7chLfUbLHWSjJju7hgZXQZeE7BmVpJjF8GDQTMsf2RY1GETKvP1wjSZmJFxZTBqQD50Y9qHHhJ8DARfsB0SeQJE3rCl0EsWfflex0Wm/urddC152EOiuSfRRDRH4tW74CbZcxCyf0Vx1LHxvWH/hIkkymb/IVHrHS/PaiAR631Obhf7ggQS0exvNsxgaHCwKIiXLJTOzfvB5C7U00hIVVKG2BDxLdaB+QOjITJ1NByfMPP7YHKzIkLRxIiO+8mMe8tDZNAfTk6b+Kw7LqnpOSF5YkuCn9ZH3dMGHiQL6S+f2P4+Citf47wBadCtN/j+1xu+SUb3fXoisejP5vtTTVamTlqsykpdpZbGshfzLcteLrjqVarSWt3E1Nl7lM12grtwwc/dSLDY+maoQy36+5eh051TfK55Wc3eqa+Wmw+Y/HLY8nWxCvflquf7BiPo7799tt2NkS7t98PfCM3865ohDt+bcYkNH3rcNl36Wl7v5+kferdrqf+U6tI/kk30sxZIzxc15srpfVIoaeeC5r9f1oxBKuYaMFo1q+li9YAqRc0VIl2uoYLki6wFTDyrcYKE85IlRLpagQRr5AVFiEZWHwSJpuU+iOQhhQKRPRTjQLJZbQ0mayiVQRSLyhdMulrIAumU61IghaMyE0orX79itKDimBvfJ6qAkkXFBaSQZ6tg0hG8i0vlDYj4UbUCrlQrnFUSahp3pQCTFQYqkpoR6b91yfwTTU1AedL+pFSRgT8tdkidm882qOvjQ368QSxPdzfI1c0Dx5KlZHSDpDEwHosVqeIGQYNDGYTMrmEQLOdlDbIvkqwGiSJ5WfpxlDOFKholy/nM/Gc1o2nQypOS5eOjBGWtYiXbWC9VpA5PyWR5wHqRSlKvVqy4kzxHB5Ddp9wAgi8zaCaVLB1W07TPbRka8/RU+bhzqhf2Caf8wCxUTiMZmss5oUrzUezNcgG6qZypOSzOX2ZrDFp54uWgU02+mDXSPMpBoZJLMcsXaZFjpWpq5Fj/RZbjAFCX6UBuPW5+7Sd9XcmzI93CvLV5pVQkf3KcgMy4HricCerTKOmE5IZ01A1oyDWlWohX2LX+rpGynaBtltTtTPp2DoWzpHF4KmdD5ywoHZrW4amdHb2zo3hImoejeli6h6V8WNp3FvXD0z9bCmhFA+2poD0dtKCEaFqIo4ZW9BBPEdE00YIqWtNFNGVspI046viq9BFOIRE08hWoJIJOYigljlbiqCWCXqIoJphmoqgmlm7CKOdZtBNHPe3p51kUFE5DoVQUSEcRlBRLS1HU1JKeNlDURppqR1XBdBVAWQG0tZ662tNXOwprQ2Nfg8p+NzrLZOkd8Mt9YeIiL5rP9m9In8uVbcu1TW+On/s1hEw/++qC0YYSsXVxPK/sX6z+fvfb65f0i08hXOyy7ysZnsuZST9bkAaAS70lH89Of5bGchOB7tnwVmiP/muxYDWf7KkdmcUmm6mTbPp5++Y/ZAzBVA==
fb1nhaVcpromxhhS