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.
eNrFXG1z4jYQ/n6/IsNM+w2Mwby15G7aXNNm5jpN7y5z/XYjsAAR2/JJciD99ZVfMCbIeFeE3pfEWLvP2pZ2pWdX9vTdNgyunqiQjEfXLbfTbV3RaM59Fi2vWw+fb9vj1ru3b6Zr8kSqYuNO96vn9lpX84BIed1K2zszSiLZ+efPD++pRqCi9fbN1ZTP1nSuDuQSxYLOH0Su/iRxKnM1feLMvwqpWnH/uhUnKjt7NZVK6Ot4u+HiUcZkTqdOcabaGgvf/TqYuN6oX22fOikoAD2RVHwg0dIIvhBWmPNECBqpG6Lokovn+useut5wMLKyweRHKnki5vSeqNW94E/Mp775LkggqZWRxcb/RMVTQFVqxAjurOehtAIna7L9SL/dmS/6F916o7aq3W27I3fU7056o9FoMLAyJSqPymgtvQmn7JLh0GEhWVLprEnAuHTYnEfSqQr1J6OJs9bn0pH5SEVHH1j24z0XigQX6kEmbw4H44XsCPqtcaT4TMYBeT7nURFBdDMVOnRc7kbSO/gsdDAL9DN7gR8lQeAgr/qhCDEXuuI0gt3wJFI1keb2o+2DuOGRotv6HrULjmpbjEVG5evB/ssj8wRxn8wCNrcNfzpAJVSqh4939dHvewWOX4mkD+JykeMLi3y+ka8fkaoj4EJXH2dB9eSKYdC3m3njShA6NABZ7NTCVyajw0euG4gQ5PkAN9DxpPMpE2pdBTRaqtV1a9TbQRVGdAfS7XWrW56uLFGk4mE6EKUikU+E3zkyW3kkR5DuMaTGmq9IFNEAB9UzQhUONOeCFsftdMHQFnShZ/MVzkQfbCJRfM7DWM9jtD1fcS4zD0WY8qxMbdgjw9kZ2NjBmRhCTcyEDhPYBzWCos91+H4kswB59WMwPg8CEksk/AQOH4Y8QnpXF4yutiGNEiS8C4X3iSJp9z5ie9ftoUwovlxiO9gFezVzx9gOALsxo2MkNNhzQ+4TZCx1wT4b85hhHwrYZWMdpSUSfAwH54qr51gHaB4tdHBQSEtg15V6YTIjyJHf68LhIz3o2zKZhQx5Dz2wB8tA30QbHyN6YAeW6VJLh+d2vuZCmumjzWyYv6TY5+VhzSDxwU5t1dtgr9aXjoQeIaD1w0+jNdIC2LEV54FiMRJ+AoeP0c7cBzuzEpQ+MbpB4oP9OB/1dmvSfg9nBYl+0oUzAoTDO+mrybZc+hDff0ZCm900YDNnxrnSZ0icDnGqWEhjlvLz2gak5SHAcsQVW2BvaQQA1r7rC470rP4YgqznYbKixDedQ9qbNNtzSEAFcnx6XQDuLFEKu0r3XACwHbvwegDotEt9vsFedR8AbbH09DwArl518ic0pQZ4rYOe+bwhBNVmSvJGEOQ0wcwUQw+6eq+kAdXrPPV3QgUyiHj1rrdiUvEMrzwkPolV2onf8JYGXYwlHHS9O+ZJ2Q+c+NQvfgTZj078uESGqUG9a+YPpJ2w/VHb7bi9jtvO821IS/0GS500I6a7O0FGl4HXBJymrTl2ETwYNMPyR4ZFHTahMl8vTNOJGRlXBqMG5F03Zn3oIcHHQPAF2yKRJ0DkkC2FXrLoy/c6LjL1V++ma8mjHhLNPYkm4jkSr94Fw3TnQcT+Ffujjo3vDfsnTKRRtviHRK13vDKrgUSs9zm5WeQFCSSi2d9smMHQ4GBxkCxZJJ2b94PJXaSnkYiqtAwREvEt0YH5A6MRMnU0HJ8w8/tgcrMiQtHUiI776Yx7yyNk0B9OTpv4rDsurek5EXliS4Kf1kfd0wYeJIvoL59Yfh97K1+TsgFp0K03+P7XGx6mo/s+O5Fa9Gfz/FSTlamTFauKUlelpbHsxXzLspcLrnpVCrVWNzF1co+y2VFwFy34uXsJFhvfDLUrR3+XSnS2hYrPNTWr2UT11XILApNfdnu/LlbkvlwBPW8wgv7+22fbPRnZ6j73ACM0869rRjl8h8Yltn3oodt06Wt5nU/VP/Ru11L/qZSmfyRh/LMWyM7vy8wHp/ORnrZzQcvfL8vGIBVzGRitWpR1sXpAlX3ZFSJdLaOC5PeJC5h4UeYECZdVS4j0YRESrFHWFCEaRYkQJJpV/CCSuywKRHZXjwPJFuU1mKyhWgZR3Be/YNKHtSyQTrU0BVI4qjShtMolLEYLKo658TxXBZTcF11ACmXCCiYdw7u4UuGAiB8VLOBKtcJFMaGmcVsJMEVt4EBSkyL9ty6ff6KpCajM25+U2ifhT4vtsufmsw3q+niXIm8QKzPeDXJ188CxZCUf3SBpDIzHYvtscYOgwaEMQmbXMAhWU7MG2Rd5VoPEPn9Z+XGUNoUqGiWrKc3y52FS06BV5iWrx0c5ylrFg4RjvdQ+e3hKpkgF1osc5PVqxfZ3UqbpALJ51g0g+DKJZlIpMmI1TXl6y9BYZqiqx51TvZDnnMoDs1A1k2RorqaFDpqPYm+RDtBN1WTNbnH+MmFj0CpzLzudw/yLWSNLpewUDtIpZvl9ZuRY6TA7cqz/ItGxA6hLdiB3Hze//5O9t+TZkW5h3t28UiqWPzlOQGZcD1zOBPVpnHZCekM66gY04ppSLcTr7F1/18jaTjA3S/Z2JoM7h8VZMjk8m7NhdBasDs3s8OzOjuHZsTwk08OxPSzjw7I+LPM7i/3hGaAtC7RigvZs0J4RWrBCNDPEsUMrhohniWimaMEWrRkjmjU2Mkcce3xVBglnkQgm+QpsEsEoMawSxyxx7BLBMFEsE8w0UWwTyzhhrPMs5oljn/YM9CwWCmeiUDYKZKQIVoplpih2aslQG1hqI1O1Y6tgxgpgrQDmWs9e7RmsHYu1YbKvwWb/N0bLZOVl8Mt9beIib5zP8vekz6XLthXbplfIz/0sQqFffH7BaEOJxLo+Xhb3L1aCv/vt9av6+28iXOyy7w+SPJczk32/IAsAl3pXPpmd/kSN5T4C3bPRrdAe/ddiwWo+31M7MvdbbaZOuvXn7Zv/AMnKy5c=
wOIdhcCnnHuTlm0S