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<CreaDate>20210831</CreaDate>
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<resTitle>zee_var_agricolas_milho_valor</resTitle>
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<idAbs>Distribuição das atividades agrícolas por valor médio (R$ - Mil) de milho no estado do Paraná. Dado derivado do projeto ZEE-PR, oriundo do IBGE - PAM 2010, 2011, 2012 e IPARDES, 2014.</idAbs>
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<keyword>Socioeconômico</keyword>
<keyword> Agrossilvipastoril</keyword>
<keyword> Agricultura</keyword>
<keyword> Produção Agrícola</keyword>
<keyword> Milho</keyword>
</searchKeys>
<idPurp>Distribuição das atividades agrícolas por valor médio de milho.</idPurp>
<idCredit>IBGE - PAM e IPARDES, 2010, 2011, 2012 e 2014</idCredit>
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</Data>
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