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.
eNrNXG1v2zYQ/t5fERjYvtmybPltc1ps6bIF6LCsbdB9K2iLtulIokpSsbNfP0qWZSmmrDs6HgoUqSwen5NE3onPc7Sn77ZhcPVEhWQ8um65nW7rikZz7rNoed16+HzbHrfevX0zXZMnUjYbd7pfPbfXupoHRMrrVtremVESyc4/f354TzUCFa23b66mfLamc1WxSxQLOn8QufqTxKnN1fSJM/8qpGrF/etWnKjs7NVUKqGv4+2Gi0cZkzmdOvmZcmssfPfrYOJ6o365feqkoAD0RFLxgURLI/hCWGHOEyFopG6Ioksunuuve+h6w8HIygeTH6nkiZjTe6JW94I/MZ/65rsggaRWThYb/xMVTwFVqRMjuLOeh9IKnKzJ9iP9dme+6F90643aqna37Y7cUX/SH3ijntu1ciVKj8roLb0JpxiS4dA5nMjm1sApW/TGnuskccCJ7/h8Lh0WkiV14mjp9Lo9t90dO2up/+lJ+0hFRx9YDvE9F4oEFxpcJm+q8/RCfgT91jiJfCbjgDyf86iIILqZCp1VLncj6R18FjrPBfqZvcCPkiBwkFf9kGefC11xmtxueBKpmiR0+9H2QdzwSNFt/Yja5U21zecio/L1YP/lkfndcZ/MAja3zYw6dyVUqoePd/WJ8TvMKb8SSR/E5ZLKFxb5fCNfP1mVJ8eFrj7O8u3Jdcagb/e+jkv5qeoAskSqhS+9wqqPXDcQIchzBTfQqabzKTNqXQU0WqrVdWvU20PlTvQA0u11q1ucLi1spOJhOhGlIpFPhN85clt6JEeQ7jGkxpqvSBTRAAfVM0KtScC4RuSC5sftdJnRFnSh1wArnIs+2EWi+JyHsX7F0fZ8xbnMIhThyrNytWGPDOdnYOMH52IIdTETOk1gH9QIij7Xmf2RzALk1Y/B+DwISCyR8BM4fBjyCBldXTC62oY0SpDwLhTeJ4qkw/uIHV23h3Kh+HKJHWAXHNXMHWMHABzGjI6R0ODIDblPkLnUBcdszGOGfSjgkI11lpZI8DEcnCuunmOdoHm00MlBIT2BQ1fqhcmMIGd+rwuHj/Skb8tkFjLkPfTAESwDfRNtfI7ogQNYpkstnZ7buzUX0k0f7WbD/CXFPi8P6waJDw5qq9EGR7W+dCT0CAGtH36arZEewIGtOA8Ui5HwEzh8jA7mPjiYlaD0idENEh8cx7tZb7cm7fdwXpDoJ0M4I0A4vJOxmmyLpQ/x/WcktDlMAzZzZpwrfYbE6RSnioU0Zik/r21Aeh4CPEdcsQX2lkYAYB27vuDIyOqPIcj6PUxWlPimc0h/k2Z/DgmoQM5PrwvAnSVKYVfpngsAtmMXXg8AnQ6pzzfYq+4DoC2Wnp4HwNWrTv6EptSAqHXQbz5vCEG1eSV5Iwhyqj0zxdCTrj4qaUD1Ok/9nVCBTCJefeitmFQ8wysOiU9ilQ7iN7ynQRfjCQddH46ZAis/cOJTP/8QZB868eMSmaYG9aG5eyDthB2O2m7H7XXc9k5vQ3rqN3jqpIqYHu4EmV0GXhOwZlaSYxfBg0EzLH9kWNRhEyrz9cI0fTEj88pg1IC8H8ZsDD0k+BgIvmBbJPIEiByypdBLFn35XsdFSn/1YbqWPOoh0dyTaCKeI/HqQzBM9ytE7F9xOOrYxN6wf8JFmmXz/5Co9YFXqBpIxPqYk5vFriCBRDTHmw0zGBoCLA6SJYukc/N+MLmL9GskoiotQ4REfEt0Yv7AaISUjobjE25+H0xuVkQomjrReT99497yCJn0h5PTLj7rgUtrek5EntiS4F/ro+5pBw+SRfSXT2x3HwcvX5OiAenQrXf4/tcbHqaz+z47kXr0Z/PdqSYvUycrVuWlrlJLY9mL+ZZlLxdc9SrVcK1uYursIspms8FdtODnbjNYbHwz1L5S/b0VqbM9WXyuWVvNrqyvlhsXmPyy30x2sfr35WrruwYj6O+/fbbdyZEt/HfBYYRm/nVNAMD3dVxis4ie1U2XvpbXu7f4D73btdR/SlXrH0kY/6wNsvOHCnTl9E4yStu5oMXnlxVlUBdzhRjdNa/4YvsBuxwqshDrcoUVZH/QNGDmeQUUZFwUNCHW1fokuEdRboT0yKuHINOsGAix3AssENt9qQ5km1feYLaGQhqk46EuBrOulrlAfcpVK1CHoyIUqlexusX0gppjbnwnYwEtD/UYUIdCy4JZx/AhLhU/IOZHtQx4p1rjvM5Q07gtJZi8bFCx1HxJ/62T+k80NQEVkv5Jq4M+f9psL6ybzzZ018d79bzBrBDDG+zq3gPHliWpusHSmBiPzQ5CcoOhIaAMRubQMBiWVVuD7QsJ1mBxkDZLH44UVWhHo2VZ7Sw+VvVOQ69CsiwfH8mXtR0rWmS91UFYPGWTq4T1JhXJr9bscCeFggew3QlyAMOX+pqpSy6W1TTtlC9DYyFelY87p0ZhJ0cVB2ajsshkaC4rRpXmo9ybKwW6qazj7BfnL7UcQ69Cltn3qUoz5h6ZyrLvUFFazPYH0eS4U1U4Oe7/QgPZA9TpIMiNyc1fKMo4u2dHuoV54/NKqVj+5DgBmXE9cTkT1KdxOgjpDemsG9CIa0q1EBff8f6ukdCdIHWWxO5McncOwbMkeXiiZ0P2LAgfmvThiZ8d+bMjgEgSiCOCWDKIJYRYUngWMcSTQ1uCaEUS7YmiPVm0IIxo0ogjjlbkEU8g0STSgkhak0k0oWwklThi+arkEk4wESTzFYgmgmxiCCeOdOKIJ4J8oggomISiiCiWjMII6VmkFEdM7cnpWQQVTlKhRBVIVhGEFUtaUcTVkrw2ENhGEmtHZMFkFkBoAaS2ntjak1s7gmtDcl+D6P5vZJfJ0rfLL/fLFhf5Cvts9+3qc5m0bTG36Tvp5/7OQt4//z0How8lEuvSeVH3v1h1/u631y/4H35k4WKXfV/Rfy7nJvtBhCwBXOob9sns9M/hWG4x0CMb3Qod0X8tFqzmp4JqZ+Zhg87USTcMvX3zH/QF6EA=
naPdcXrfWmBAglwW