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<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;DIV STYLE="font-size:12pt"&gt;&lt;P&gt;&lt;SPAN&gt;La cartografía básica escala 1:10.000 del municipio Tasco (Boyacá), 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 2014, 2015 y 2016. Este producto cumple con los estándares de planimetría y altimetría de la escala 1:10.000 y cubre totalmente 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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<keyword>Boyacá</keyword>
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<keyword>Transporte</keyword>
<keyword>Catastro</keyword>
<keyword>Altimetría</keyword>
<keyword>Relieve</keyword>
<keyword>Hidrografía</keyword>
<keyword>Planeación</keyword>
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<idPurp>La cartografía básica escala 1:10.000 del municipio Tasco (Boyacá), elaborada en el año 2020 por el Instituto Geográfico Agustín Codazzi (IGAC), es un producto...</idPurp>
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