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<idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;La cartografía básica escala 1:10.000 del municipio Planadas - Tolima, elaborada en el año 2020 por el Instituto Geográfico Agustín Codazzi (IGAC), es un producto generado a partir de restitución fotogramétrica a partir de fotografías áreas de 2019. El insumo de compilación toponímica es del año 2007. Este producto cumple con los estándares de planimetría y altimetría de la escala 1:10.000 y cubre parcialmente el área del municipio.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
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<idPurp>La cartografía básica escala 1:10.000 del municipio Planadas - Tolima, elaborada en el año 2020 por el Instituto Geográfico Agustín Codazzi (IGAC), es un...</idPurp>
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</Data>
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