RÁDIO COXIXOLA WEB

quarta-feira, 12 de dezembro de 2012

Capitais perdem PIB e municípios menores ganham renda, mostra IBGE

Nos últimos dez anos, as capitais brasileiras vêm perdendo participação no total da economia do país, ao mesmo tempo em que municípios menores apresentam ganhos de renda. A informação faz parte da pesquisa Produto Interno Bruto (PIB) dos Municípios, divulgada hoje (12) pelo Instituto Brasileiro de Geografia e Estatística (IBGE).

O levantamento é referente a 2010, quando o PIB cresceu 7,5% em relação ao ano anterior, tendo alcançado um valor de R$ 3,770 trilhões. Foram analisados todos os 5.565 municípios do país. A pesquisadora do IBGE Sheila Zani, responsável pela pesquisa, disse que existe um movimento de mudança na produção de riquezas, que é lento e se faz notar em um período maior de tempo.
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 “Este ano de 2010 foi quando as capitais geraram menos renda. Quando a gente põe a série de 1999 até agora, as capitais geravam 38,7%. Este número vem caindo e em 2010 chegou a 34%. Quando se separa o valor gerado nas capitais entre indústria e serviço, nota-se que a queda é maior na indústria. Isso é consequência dos incentivos fiscais, que levam as empresas a sair das capitais, e das commodities [produtos primários com cotação internacional], tanto as agrícolas quanto as minerais, que não estão nas capitais.”
No sentido oposto, estão os pequenos municípios, que nos últimos dez anos aumentaram o volume de riqueza, em comparação ao PIB nacional. Eles se concentram nas regiões Norte e Nordeste, principalmente no Piauí, Tocantins, na Paraíba e no Rio Grande do Norte.

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