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.
eNrVXG1v2zYQ/t5fERjYvtmybPltc1ps6bIF6LCsbbB9K2iJtunIokpSsdNfP1KWZSmWrDs6HjagSGXx7jlJ5B353FGavtuuw6snKiTj0XXL7XRbVzTyecCixXXr4fNte9x69/bNdEWeSFFs3Ol+8dxe68oPiZTXLdPemVESyc7fv394TzUCFa23b66mfLaivirJJYqFnd+IXP5OYiNzNX3iLLhaU7XkwXUrTlR69moqldDX8XbDxaOMiU+nTnam2BqLwP0ymLjeqF9snzoGFICeSCo+kGhRCT4XVph+IgSN1A1RdMHFc/11D11vOBhZ2WDyI5U8ET69J2p5L/gTC2hQfRcklNTKyHwTfKLiKaTKGKkEd1b+WlqBkxXZfqRf76ov+ifdeqO2qt1tuyN37PaH49Fw7Nl1sig8qkpr5iacvEuGQyeJQ04CJ+C+dNiaLKiziunC6XXdcdvt6VOLNvF9GiuitE+0qb8kkR7XIY86q3jR0aOd+0z3f+AcoAeT3njslU643njgrKT+pwf4IxUdfWA5HO65UCS80EBg8qY8pi9kR9CvjQMuYDIOyfM5j4oIopup0BHocjdi7uCz0DExNOOgjB8lYeggr/ohi1QXumITCG94EqmagHX70fZB3PBI0W19j9rFWLXNxiKj8vVgv/Goep65T2Yh822jqI5zCZXq4eNdfRD9n8efn4mkD+JyAegvFgV8I18/sBUH0oWuPk5j88n1y6Bvtw6IC7GsbACy9KqFL0yN5UeuG4gQ5LmEG+qw1PmUCrWuQhot1PK6NertoTIjugPp9rrVzU8XFkxS8bUZiFKRKCAi6ByZLTySI0j3GFJjGZ+IaIiD6lVCrUjIuEbkgmbHbbN8aQs612uLJc5EH2wiUdzn61hPh7TtLzmXqYciTHlWpjbskeHsDGzs4EwMoSZmQocJ7IMaQdF9PQs8klmIvPoxGJ+HIYklEn4Ch1+vzRyB8q4uGF1t1zRKkPAuFD4gipjufcT2rttDmVB8scB2sAv2auaOsR0AdmNGx0hosOeueUCQsdQF+2zMY4Z9KGCXjXWUlkjwMRycK66eYx2geTTXwUEhLYFdV+qFyYwgR36vC4eP9KBvy2S2Zsh76IE9WIb6Jtr4GNEDO7A0Sy0dntu7NRfSTB9tZsOCBcU+Lw9rBokPdmqr3gZ7tb50JPQIAa0fvonWSAtgx1ach4rFSPgJHD5GO3Mf7MxKUPrE6AaJD/bj3ai3W5P2ezgrSPSTLpwSIBzeSV9NtvnShwTBMxK62k1DNnNmnCt9hsRmiFPF1jRmhp/XNiAtDwGWI67YHHtLIwCw9t1AcKRn9ccQZD0PkyUlQdU5pL1Jsz2HhFQgx6fXBeDOEqWwq3TPBQDbsQuvB4A2XRrwDfaq+wBoi6Wn5wFw9aqTP6EpNcBrHfTM5w0hqDZTkjeCIJs8NTOpRCR4vVfSkOp1nvozoQIZRLx611syqXiKlx+SgMTKdOJXvKVBF2MJB13vjmk+V37gJKBB9iNMf3TixwUyTA3qXXP3QNoJOxy13Y7b67jtXb4NaanfYKljMmK6uxNkdBl4TcCaWUmOXQQPBs2w/JFhUYdNqCzQC1MzMSPjymDUgLzvxrQPPST4GAg+Z1sk8gSIvGYLoZcs+vK9jotM/dW76UryqIdEc0+iidhH4tW74Nrsg4jYN3E46tj43rB/woSJstl/SNR6x8uzGkjEep+Tm/muIIFErPY3G2YwrHCwOEwWLJLOzfvB5C7S00hElSlDrIn4mujA/IHRCJk6Go5PmPl1MLlZEqGoMaLjvplxb3mEDPrDyWkTn3XHmZqeE5EntiD4aX3UPW3gQbKI/vSJ7e7jYOVLkjcgDbr1Bt//fMPXZnTfpyeMxWDm7041WZk6abEqK3UVWhrLXiywLHu54KpXod5rdRNTZ+dRNhsT7qI5P3dLwnwTVEPtq9r/54J2ui+M+5rh1ewM+2K5IYLJv/Yb2i5WK79cHX7XUAn66y+fbXeIpCRh50iV0Cy4rnEW+H6RS2xC0R7QdOkreb2b8b/r3a6k/lOocH9P1vGPWiA9f6hWl07v0kumnQua/35ZfQapVFeT0apZdRirB1Q5VG8h0sVqLEj+kP+AiWfVUpBwXvyESJdrmWCNvDQJ0cgqjSDRtHAIkdwnYyCy+7IeSDar0sFkK4puEMVDDQ0mXS6JgXSKFS6QwlHBCqWVr4QxWlBxzI3vUl5AyUPtBqSQ571g0jG8iwuFEoj4Ud0DrlQrnNUkahq3hQCTlRhKkppb6b91ZYETTU1Aefr/pNQhl39abJ+Erz7boK6P95n2BrE8cd4gVzcPHEsW0toNkpWB8VjskHRuEKxwqAqhateoECxmeCtkX6RrKyQOadDCj6PsK1SxUrKYGc1/lnOjFVp5erN4fJTqrFUs5S3rpQ5JyFMyWUaxXqSUHqwVO9xJnu0DyO6SdwDBl7m4KpUssVbTtMuSVTTmia7icedUL+xSV/lBtVAxIVXRXMwulZqPYm+WVdBNxZzPfnH+Mu9ToZWncPY65TROtUaakdkrlLIy1fKHBMuxUjnJcqz/Il+yB6jLmSA3MTe/1JS+jOXZkW5RvUl6qVQsf3CckMy4HricCRrQ2HSCuSEddUMacU2p5uI/tZP+XSP5O0EALUngmUTwHDJoSQjxpNCGGFqQQzRBxJNEO6JoRxaRhBFHGrHEEUsesQTyLBKJJ5K2ZNKKUNqTSntiaUEu0QQTRzKtiCaebKIJpwXptCaeaPLZSEBxJPRViSicjCII6SuQUgQxxZBTHEHFkVQEUUWRVTBhRZFWLHGFkdezCCyOxNoT2bPILJzQQkktkNgiyC2W4KJIriXRbSC7jYTXjvSCiS+A/AIIcD0JtifCdmTYhhC/Bin+14gxk4U33C/3JY6LvEY/2721fS7rti38Nr0Xf+63HjL97JsSlTaUSKzL7PkegYtV8u9+ef3NAYcPPVzssu9LuaLLmUk/ypAGgEu9uZ/MTn++x3I7gu7Z6FZoj/5jPmc1nzaqHZmHjT9Tx2xEevvmH78+LJw=
t6bauElwfeGvhgdd