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+v8Gjm9E2iKFG3c+RkWqduPZNO3SSenrcMJEISbIpgANCS++sLXsSLBYq7kNXOZByK2P2WJLALfLsg5x/22+DqmQrJeHjdcXv9zhUNl9xn4fq68/D1tjvtfHj/bv5InklVbNrrf/PcQedqGRAprztJe29BSSh7///t00eqEajovH93NeeLR7pUNblYsaD3K5Gb30iUyFzNnznzr7ZUbbh/3YlilZ69mksl9HW833HxJCOypHMnP1NtjYTvfhvNXG8yrLbPnQQUgB5LKj6RcG0EXwkrzGUsBA3VDVF0zcVL83WPXW88mljZYPIzlTwWS3pP1OZe8GfmU998FySQ1MrIaud/oeI5oCoxYgR3HpdbaQVOHsn+M/1+Z77oH3Xrjdqrbr/rTtzxqD/xRpOZ51qZEpVHZbSW3IRTdMl47JQn9Nga9QcO25I1lc4jCRiXDlvyUP9I/umR+URFTx9Y9uM9F4oEF+pBJm/qg/FCdgT93jpSfCajgLyc86iIILqZCh06LncjyR18FTqYBfqZvcIP4yBwkFf9kIeYC11xEsFueByqhkhz+9n2QdzwUNF9c4/aBUe1z8cio/LtYP/ioXmCuI8XAVvahj8doGIq1cPnu+bo928Fjp+IpA/icpHjTxb6fCffPiJVR8CFrj5Kg+rJFcNoaDfzRpUgVDcAWew0wlcmo/oj1w1ECPJSww10POl9SYU6VwEN12pz3ZkMDlC5Ed2BdH/d6RenK0sUqfg2GYhSkdAnwu8dma08kiNI9xhSYy03JAxpgIMaGKFyf1lyQfPjbrJg6Aq60rP5BmdiCDYRK77k20jPY7S73HAuUw9FmPKsTO3YE8PZGdnYwZkYQ00shA4T2Ac1gaIvdfh+IosAefVTMD4PAhJJJPwMDr/d8hDpXX0wutpvaRgj4V0ovE8USbr3Cdu77gBlQvH1GtvBLtirmTvFdgDYjRmdIqHBnrvlPkHGUhfssxGPGPahgF020lFaIsGncHCuuHqJdIDm4UoHB4W0BHZdqRcmC4Ic+YM+HD7Ug74r48WWIe9hAPZgGeib6OJjxADswDJZaunw3M3WXEgzQ7SZHfPXFPu8PKwZJD7Yqa16G+zV+tKR0BMEtH74SbRGWgA7tuI8UCxCws/g8BHamYdgZ1aC0mdGd0h8sB9no95uTToc4Kwg0U+6cEqAcHgnfTXeF0sf4vsvSGizmwZs4Sw4V/oMiZIhThXb0ogl/LyxAWl5DLAccsVW2FuaAIC17/qCIz1rOIUg63mYbCjxTeeQ9mbt9hwSUIEcn14fgLuIlcKu0j0XAGzHLrwBADrpUp/vsFc9BEBbLD09D4CrV538GU2pAV7roGc+bwxBtZmSvAkEOUkwM8XQg67ZK2lA9TpP/RFTgQwiXrPrbZhUPMUrDolPIpV04ne8pVEfYwkH3eyOWQ72Eyc+9fMfQfqjFz2tkWFq1Oya2QPpxqw86ro9d9Bzu1m+DWlp2GKpl2TEdHfHyOgy8tqAkyw1xy6CR6N2WP7EsKjjNlTm64VpMjEj48po0oJ86Ma0Dz0k+BQIvmJ7JPIMiLxla6GXLPryvZ6LTP01u+mj5OEAieaeRBPREonX7ILbZOdByP4S5VHPxvfGwxMmkiib/4dEbXa8IquBRGz2OblbZQUJJKLZ32yYwdjgYFEQr1konZuPo9ldqKeRkKqkDLEl4nusA/MnRkNk6mg8PWHml9HsZkOEookRHfeTGfeWh8igP56dNvFVd1xa1gvJM1sT/LQ+6Z828CBZSH/8wrL7KK18i4sGpEG32eDHn274Nhnd9+mJxKK/WGan2qzMnbRYlZe6Ki2tZS/mW5a9XHDVq1KotbqJuZN5lM2Ogrtwxc/dS7Da+WaoQzn6X6lEp1uo+FJTs4ZNVN8styAw+edh79fFityXK6BnDUbQX37+arsnI13dZx5ghGb+dcMoh+/QuMS2Dz102y79UV5nU/V/BrePUv+plKZ/INvof1ogPV+WmWuns4GdtHNBi9+vy8YgFXMZGK2al3WxekCVsuwKka6WUUHyZeICJp6XOUHCRdUSIl0vQoI1ipoiRCMvEYJE04ofRPKQRYHIHupxINm8vAaTNVTLIIpl8QsmXa9lgXSqpSmQwlGlCaVVLGExWlBxzI1nuSqgZFl0ASkUCSuYdATv4kqFAyJ+VLCAKzUK58WEhsZ9JcDktYGapCZF+m9TPv9EUxtQkbc/KVUm4U+LHbLn5rMt6vr4kCJvESsy3i1yTfPAsWQlH90iaQyMx2JltrhF0OBQBiGzaxgEq6lZg+yrPKtBosxfVn4cpU2hikbJakqz+FlPahq0irxk9fgoR9moWEs4NkuV2cNTMnkqsFmkltdrFCvvpEjTAWSzrBtA8HUSzaSSZ8QamrL0lqGxyFBVj3uneiHLORUHZqFqJsnQXE0L1ZqPYm+eDtBN1WTNYXH+OmFj0CpyLwedev7FrJGmUg4KtXSKWb7MjBwr1bMjx/qvEh0HgKZkB3L3cfv7P+l7S54d6Rbm3c0bpSL5X8cJyILrgcuZoD6Nkk5IbkhH3YCGXFOqlXibvesfWlnbCeZmyd7OZHDnsDhLJodnczaMzoLVoZkdnt3ZMTw7lodkeji2h2V8WNaHZX5nsT88A7RlgVZM0J4N2jNCC1aIZoY4dmjFEPEsEc0ULdiiNWNEs8ZW5ohjj2/KIOEsEsEk34BNIhglhlXimCWOXSIYJoplgpkmim1iGSeMdZ7FPHHs056BnsVC4UwUykaBjBTBSrHMFMVOLRlqC0ttZap2bBXMWAGsFcBcm9mrPYO1Y7E2TPYt2Ow/xmiZrLwMfrmvTVzkjfNF9p70uXTZtmLb9gr5uZ9FyPXzzy8YbSgRW9fHi+L+xUrwdz+/fVW//CbCxS77vpbkuZyZ9PsFaQC41Lvy8eL0J2os9xHong1vhfbo31cr1vD5nsaRWW61mTvJ1p/37/4GuDrLXw==
dua9WqEPqnqbUpvr