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<CreaDate>20241122</CreaDate>
<CreaTime>16035600</CreaTime>
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<resTitle>TEXT</resTitle>
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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 "Textures et fractions granulométriques de référence des sols de Wallonie".&lt;/span&gt;&lt;span&gt; Pour tout compléments d'informations, consultez https://geoportail.wallonie.be/catalogue/d7cb732e-a180-4e6e-807f-0c86fb391aab.html&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;</idAbs>
<searchKeys>
<keyword>TEXTURES</keyword>
<keyword>SOL</keyword>
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<idPurp>Service de visulaisation de la série de couches de données reprenant les textures et fractions granulométriques de référence des sols de Wallonie.</idPurp>
<idCredit>D&#146;OR D. [2020] Série de données de référence en matière de textures et de fractions granulométriques des sols de Wallonie. Ephesia Consult pour le compte du SPW-ARNE avec l&#146;aide de LEGRAIN X. &#150; ULiège-GbxABT &#150; et BAH B., MICHEL B. et ENGELS P. &#150; SPW-ARNE &#150;</idCredit>
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</Data>
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