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<CreaDate>20260603</CreaDate>
<CreaTime>12225600</CreaTime>
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<SyncOnce>TRUE</SyncOnce>
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<idCitation>
<resTitle>CDF</resTitle>
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<searchKeys>
<keyword>Cd</keyword>
<keyword>Pb</keyword>
<keyword>concentration de fond</keyword>
<keyword>élément trace métallique</keyword>
</searchKeys>
<idPurp>Service de visualisation permettant de consulter les couches de données "Carte des teneurs probables en Cadmium et Plomb dans les sols en Wallonie".</idPurp>
<idAbs>&lt;div style='text-align:Left;font-size:12pt'&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;Ce service de visualisation ESRI-REST permet de consulter les couches de données "Carte des teneurs probables en Cadmium&lt;/span&gt;&lt;span&gt; et Plomb&lt;/span&gt;&lt;span&gt; dans les sols en Wallonie". Consultez toutes les informations sur ce service sur https://geoportail.wallonie.be/catalogue/34b4fbce-669a-4700-aaa5-2f283614f387.html &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span /&gt;&lt;/p&gt;&lt;p&gt;&lt;span /&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</idAbs>
<idCredit>Service public de Wallonie</idCredit>
<resConst>
<Consts>
<useLimit>&lt;div style='text-align:Left;font-size:12pt'&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;Les conditions d&#146;utilisation sont décrites au niveau de la fiche descriptive de la (série de) donnée(s) : https://geoportail.wallonie.be/catalogue/9132cc05-c681-42ae-9fa8-255d3cca7b67.html &lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</useLimit>
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</Data>
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