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<idAbs>&lt;div style='text-align:Left;font-size:12pt'&gt;&lt;p&gt;&lt;span&gt;Ce service de visualisation REST permet de consulter les couches de données "Propriétés hydrauliques - Teneurs en eau des sols wallons et conductivité hydraulique proche de la saturation". Pour plus d'informations sur ce service, consultez https://geoportail.wallonie.be/catalogue/4c9271e8-e778-4a70-ab38-0e7606488f3f.html&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;</idAbs>
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<idPurp>Ce service de visualisation permet de consulter les couches de données "Propriétés hydrauliques - Teneurs en eau des sols wallons"</idPurp>
<idCredit>Chartin, C., Stevens, A., Goidts, E., Krüger, I., Carnol, M., van Wesemael, B. Mapping Soil Organic Carbon stocks and estimating uncertainties at the regional scale following a legacy sampling strategy (Southern Belgium, Wallonia). 2017. Geoderma Regional, 9, 73-86. http://dx.doi.org/10.1016/j.geodrs.2016.12.006</idCredit>
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</Data>
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