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Notícia

Presidente Venceslau tem população de 39 mil habitantes diz IBG.E

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
03/09/2013

CENSO POPULACIONAL
As vésperas de completar 87 anos, na próxima segunda-feira, 02, a cidade de Presidente Venceslau apresenta, segundo o Instituto Brasileiro de Geografia e Estatística (IBGE), uma população de 39.265 habitantes. A informação consta no relatório publicado no Diário Oficial da União, na última quinta-feira, 29. A pesquisa foi realizada pelo IBGE no mês de junho deste ano. Nos dados está incluída a população carcerária dos dois presídios da cidade. A maior população da região está em Presidente Prudente com 218.960 habitantes, segundo o relatório.


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