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.
eNrVXNty2zgSfc9XuFS1+yZRlKjbrpzUjDOecVWmxpvENfuWgkRIgk0RDABacr5+wIt4sUCxG7J2a15simicBgF0A6cb5PzDfhtcPVMhGQ+vO26v37mi4ZL7LFxfdx6+3nannQ/v380fyTOpik17/W+eO+hcLQMi5XUnKe8tKAll77+/f/pINQIVnffvruZ88UiXqiYXKxb0fiNy8zuJEpmr+TNn/tWWqg33rztRrNK7V3OphG7H+x0XTzIiSzp38jvV0kj47rfRzPUmw2r53ElAAeixpOITCddG8JWwwlzGQtBQ3RBF11y8NLd77Hrj0cRKB5OfqeSxWNJ7ojb3gj8zn/rmpyCBpFZKVjv/CxXPAVWJEiO487jcSitw8kj2n+n3O3Ojf9KlN2qvuv2uO3Gng9m4PxnMPLvOEpWuMmpLHsIphmQ8dqIgXrNQOje/jmY3GyIUddiWrKmW0j/0RSnxUUtw/sR0mUoESbxkSvDQWUrp1IBH/ZnzqO8ls/mJip6+sBz7e64bEVxo1Jm8qU/gC+kR9Hvr7PKZjALyck5XEUF0MRXa3VzuQZIn+Cq0Awx0n73CD+MgcJCtfsjd0oVanHi9Gx6HqsE73X627YgbHiq6bx5RO4eq9vlc1Fb2drA/eGheVO7jRcCWti5TO7WYSvXw+a7ZY/6dnM3PRNIHcTlv8ycLfb6Tb+/FqrPmQq2PUkd8cmcyGtotWlHFcdUVQDZVjfCVRa/e5bqACEFeariB9kG9L6lQ5yqg4VptrjuTwQEqV6IHkO6vO/3idmUrJBXfJhNRKhL6RPi9I7WVLjmCdI8hNdZyQ8KQBjiogRHqkQSMa0QuaH7dTTYmXUFXetewwakYglXEii/5NtJrH+0uN5zL1EIRqjwrVTv2xHB6RjZ6cCrGUBULod0EtqMmUPSldvlPZBEgWz8F4/MgIJFEws/g8NstD5HW1Qejq/2WhjES3oXC+0SRZHifsKPrDlAqFF+vsQPsgq2auVPsAIDNmNEpEhpsuVvuE6QvdcE2G/GIYTsFbLKR9tISCT6Fg3PF1UukHTQPV9o5KKQmsOlKvTFZEOTMH/Th8KGe9F0ZL7YM+QwDsAXLQD9EF+8jBmADlslWS7vnbrbnQqoZotXsmL+m2P7ysGqQ+GCjthptsFXrpiOhJwho3fmJt0ZqABu24jxQLELCz+DwEdqYh2BjVoLSZ0Z3SHywHWez3m5POhzgtCDRT5pwSoBweCdtNd4XWx/i+y9IaLOZBmzhLDhX+g6JkilOFdvSiCX8vLEAqXkM0BxyxVbYR5oAgLXt+oIjLWs4hSDrdZhsKPFN95D6Zu36HBJQgZyfXh+Au4iVwu7SPRcAbMcuvAEAOhlSn++wrR4CoC22np4HwNW7Tv6MptQAq3XQK583hqDaLEneBIKcBKWZYuhJ12yVNKB6n6f+E1OBdCJes+ltmFQ8xSsuiU8ilQzid7ymUR+jCQfdbI5Z1PYTJz718x9B+qMXPa2RbmrUbJpZh3RjVl513Z476LndLN6G1DRs0dRLImJ6uGOkdxl5bcCaWUmO3QSPRu2wSYgciTpuQ2W+3pgmCzPSr4wmLciHYUzH0EOCT4HgK7ZHIs+AyFu2FnrLopvv9Vxk6K/ZTB8lDwdINPckmoiWSLxmE9wmJxxC9kOUVz0b2xsPT6hIvGz+D4nabHhFVAOJ2GxzcrfKEhJIRLO92TCDscHAqhmzu1AvIyFVSRpiS8T3WDvmT4yGyNDReHpCTZm600q0309W3FseIp3+eHZaxVc9cElOzwnJM1sT/LI+6Z9W8CBZSH/6wrLnKLV8i4sCpEK3WeHHn2/4Npnd9+mNRKO/WGa32rTMnTRZlae6KiWtaS/mW6a9XHDWq5LctXqIuZNZlM0phLtwxc89f7Da+WaoQwr7b5O9To938aWmcw0HvL5ZHnVg8s/DubSLJcYvl3TPCoygv/7y1fbsR8oIMqsxQjP/usEy4CdBLnG8RE/3tqY/yutsef/H4PZR6j+VdPY/yTb6txZI75ep6drtLJaUlHNBi9+vU82gKubUMbpqngrG1gNWKVO1EOlq6hUkXwY7YOJ5ahQkXGQ6IdL1xCW4RpGHhNTI04og0TRLCJE8RF4gsoccHkg2T8nBZA0ZNkjFMmEGk67nv0B1quksUIWj7BSqVrHtxdSCimMePItvASXLRA2oQhHkgklH8CGuZEUg4kdJDnilRuE8AdFQuK84mDyfUJPUREr/bcoBnChqAypi/SelysD9abFDxN18t6W6vj6E1VvEiih5i1zTOnAsWYlht0gaHeOxWBlhbhE0GJRByGwaBsFqONcg+yo2a5AoY56VH0ehVmhFo2Q1DFr8rAdCDbWKWGb1+iiu2VixFqRsliojjqdk8vBhs0gtFtgoVj5JEdoDyGaROoDg68CbqUoeRWsoykJihsIiqlW97p0ahSxOVVyYharRJ0NxNZRUKz7yvTml1EXVAM9hc/46yGOoVZDVQ516zMZcIw2/HCrUQjBm+TKaclypHlE5rv8qOHIAaAqQIE8st7+blL5T5dmRbmE+Eb1RKpL/cpyALLieuJwJ6tMkSJD6LO11AxpyTalW4v93Rv5DK9M7wfYsGd+ZrO8c5mfJ/vAM0IYFWjBBNBvEM0I7VmjHDJHsEMcQsSwRyxSxbPEsxohnjbbM0Yo92jNIexZpwSTRbBLHKK1YJZ5ZotmlBcO0ZploptnKNnGM801ZJ5x5ItjnGzBQBAvFMFEcG8UxUgQrRTFTMDtFMVQsS4Ux1bPYKo6x2rPWs5grnL1CGSyQxSKYLJbNohitJattYbat7NaO4YJZLoDpAthuM+O1Z712zNeG/b4FA/6fsWAmKy+qX+7rGRd5G36RvY99LsW2zfK2vd5+7icb8vr5pyGMOpSIrXPqxYGAi6Xt7355+5MA5fcaLtbs+1pg6HJq0m8rpA7gUu/kx4vTn9yxPHugRza8Fdqi/1itWMPniBpnZnmkZ+4kR4zev/sLwlUX0A==
mhDVqjjDNlqoxliT