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<idAbs>Capas de Polígonos, Parcelas e Recintos do SIXPAC (Sistema de Información Xeográfica de Parcelas Agrícolas) do ano 2018.</idAbs>
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<keyword>SIXPAC</keyword>
<keyword>Recintos</keyword>
<keyword>2018</keyword>
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<idPurp>Capas de Polígonos, Parcelas e Recintos do SIXPAC do ano 2018.</idPurp>
<idCredit>Información procedente do FOGGA</idCredit>
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<resTitle>Viticola</resTitle>
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</Data>
</Thumbnail>
</Binary>
</table>
