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<resTitle>Axes du réseau hydrographique wallon</resTitle>
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<keyword>Nature et environnement</keyword>
<keyword>Voies navigables</keyword>
<keyword>Eau</keyword>
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<idPurp>Cette couche de données reprend l'ensemble du linéaire des cours d'eau constituant le réseau hydrographique wallon de référence (RHW).</idPurp>
<idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;Toutes les informations sur la couche de données "Réseau hydrographique wallon - Axes"&lt;/SPAN&gt;&lt;SPAN&gt; sont consultables &lt;/SPAN&gt;&lt;SPAN&gt;sur &lt;/SPAN&gt;&lt;A href="https://geoportail.wallonie.be/catalogue/33c16acd-7047-4129-82b6-684dc89270ed.html" STYLE="text-decoration:underline;"&gt;&lt;SPAN&gt;https://geoportail.wallonie.be/catalogue/33c16acd-7047-4129-82b6-684dc89270ed.html&lt;/SPAN&gt;&lt;/A&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
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</Data>
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