Nature des échantillons pour essais
Publié le
05 décembre 2018
PARTAGER SUR :
La nature du prélèvement à transmettre au laboratoire est un critère essentiel pour la réalisation des essais. Les techniques analytiques ne permettent que, dans très peu de cas, d’employer des matrices différentes de celles précisées.
eNq9XFtz27YSfs+v8Gjm9E2iSN3PkZJpnbr1TDr1SeJp3zIQCUmwKYIBQEnury8oUbxYoLgLWXmxKWLxLQhgF/h2QU4/7NbhzYYKyXg0a7mdbuuGRj4PWLSctR6/3rXHrQ/v302fyIaUxcad7re+67Vu/JBIOWul5Z05JZHs/P3Hp49UI1DRev/uZsrnT9RXFblEsbDzO5GrP0icytxMN5wFN2uqVjyYteJE7e/eTKUSuh3vt1w8y5j4dOpkd8qlsQjcb4OJ2x/1yuVTJwUFoCeSik8kWhrBF8IK00+EoJG6JYouuXipb/fQ7Q+Hdu1m8jOVPBE+fSBq9SD4hgU0MD8FCSW1UrLYBl+o2IRUpUqM4M6Tv5ZW4OSJ7D7T7/fmRv+sS2/VTrW7bXfkDj137HU93VtWqkSpq4za0odw8iEZjRxfSqd6czBynvS9dCY+U9HRF5bj9sCFIuGVRozJ2+rku5IeQb83zoyAyTgkL5d0FRFEF1OhXcX1HiR9gq9CO69Q99kr/CgJQwfZ6sfMpVypxanHuuVJpGo8y91n24645ZGiu/oRtXOGapfNRUbl28H+wyPzgvCQzEPm27o77ZASKtXj5/t6b/ejHMUvRNJHcT1P8ReLAr6Vb++ByiN+pdbHeyd6dkcw6I3soEtOp6oAspmphS8tNtUu1wVECPJSwQ21/+h82Qu1bkIaLdVq1hp5R6hMiR5Aupu1uvntkg4nZHNnnW7EIvaPKK46fiIVX3dOWlHqoRMNbq2GJ20v4iX713Y7rtfp47A9IPaaLYWeVlpHv+PiVPSAKhZshwPu1wLTkK71Mvz/FBeHOWhobDthxdWhx922zaAOaxWxNVlS+YkTbbjZj3D/oxM/LwOcltGZyZn2UPYPBzqu7yPJIxH7OLhJLVwsuOLqJaZIe6k3SbldHPwIEtE9+8geEq3e6FZMz6T9nM0vSUBilS5l3/Gz2e1hNOGgzdb3RELGpbP3zDg8s+X5KxJFFItlNq4tC5YUO/KjBofQSZmUdjQJdpKOm4B9HkkeYmEnTbAsCGlbsfV+d4RZKbrNDebPDNlezz03jXwuaHbd9vl6zSMkugdFZ+4Yi92DYgdEkfZc8Gd0l/dRKhRfLrHzxRtAVch00zdH4w+x+O3D7hKpZoRWY+MNvDFUjeI8VCxGwk+g8Ho2bSV2OvW6UPhY0IVEgoMNmdExEtqD93o8J9heAduxTOZrhpwxPbAJ+5o4P+MNrFe/Y51zrvQdEjsqDbAwxbD+szcEgJOQCmyvjAC4mjRh3UBvDMANBI819cZ2xQTSz2SOpDBdCKqNL+m7AOSYx3yDdSN9D4A8T5TCzrZ+DwDs8zAksURaSb/fDN1OmQZZURKY7iH1AayyHXHFFshtd38IeRAyTyc5Ehlgk+k+g6Z7x5il4bXaAqTmMXxdygih3g1GC+0wkX6nD15gJQsoeikZgBdYtKMYgJdXC7c5AC+w2mEwpFUPwOtryqTaeuchqFwhdfTh4xrpPbLVUj4Ab5VJorimK3FIFdJPDYY2Otr+inP0dnAwstK1Zc8MqQhs377arWmUIOEncApps3YMwVZtQymGLg7dbqyHZy082eU9RIIAuSINwfatBKUbRrdI/D7CqWrTTqkwUgOcA4d6WWjjp+jQYNaHoHGarZKKRAERyC3G0GC+cZgsWSSd298Gk696mUwzYU5ENmxJ8Jv/4fi8gkftS+nPX5iiVS3fkrwAqXBSr/DjL7d8nYaqH/Y3Uo3B3D/cQobEu+cf63ZFxOGRllSmz3PHI2zU3T2j4uNgch8pKiKqUiVrIr4nZEk/MRo1Uu6ps09WZamuUklj2osFlmkvF5z1KiVmr/QQm6s/g9d1R67nelYPMHUOuQWbIxD30YJfevhhsQ3MUMf8+Q9Jne/PdHGfhLTmVNc3yzMSTP51PIx2taz89TL+hwIj6G+/frU9NLLPcB6muxGaBbMas4QfIbnGuRQ9VZuavpkdjfEnso7/9yRnT/I/3p3mo/pvnlAvXxfJdUONQ44ivyiS5QDZ18lvQJVDMtsg+Co1XQvVTlj5+iTVbKhYThznP6upY2NXpu3JL2ralCd2DYXlNK2huJxzrYH2zEVFYrL04yQfCq34SvKwpdMXWa6yUlikHSu38w1+7bBV0oH1UkVur16mkqg7B5Vl3cxPl25f899FEg0inOXEIKLVFBe4Rp6xgtQoJaAw4kU+CVXLPNQ1tYoILUS6SN5ApI+5GNCI7VMrsBZnmRJQpxyjJaApVspjGGZtHjLU15W0RIPsMcvQIHaMfjWIlXIATW3cR+qahMzjfypYBNwbBPP4eYNcKaRxTrKIY5vvNlXPQ9XnleRx57Ni1VjxmSKwhRiiwqB5nQd5QSZzOhNqJI2TsK7xWUQVIvsqQAp7xGq8E6SmGr7EVilFqNBVs+AiyM/ksULYwme2kxpxlPc/CczV7DN2peZkcTbQvCvCZsBpWkTBQFOkHNQ6VjjsM/fbs3QLV0SojgJZPEMX5sGmo3Ql4GSWL2JHp5Wq8aPT+q9CQUeAcjjIrPQQ2TnKV6M7hhqlQM2xzrlgDfL0dPP7Sfv3qvp2HFyYT2evlIrlfx0nJHOuGQ1nggY0Tnsl7Tjts0IacT3MC2F31v7DK9JmR9yw5M2SwKFIHIzIXUTm7AkdmNQ1EjsAuQMQvAaSdxHRw5G9RsJ3hvTVEz84+YMSQAQJBBJBNBlEEkI7UmhHDC3IoT1BtCeJeKKIJ4tYwogjjWjiiCaPNgQSSyIRRBJBJnGEEkwqUcQSRS4xBBNHMt+AaMLJJoJwvinpvIh44sknjoBiSSiWiFqSUVtCaklKLySml5BTPEG1IKloompNVnGE1YK0WhFXK/IKIrA2JPYtiKw1mbUjtD+O1DJZen/9eh/EuMpL8vPDq96XMmbbHG7TW++Xfskhq599McKoQ4nEOmOep/uvlpS///Xt8/zFZxyu1uyHSpznemr2n1zYO5xrve6fzM9/RcfyZIEe2ehOaIv+c7FgNV8Yqp2ZxWGbqZOe/Hn/7l9O5vJB
dY4PvbOge8gwCddo