‘Bolsões de pobreza’ deram a Dilma mais de 90% de votos

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
Uma análise das votações mais expressivas dos três principais candidatos a presidente revela que Dilma Rousseff (PT) mantém o perfil de Lula em 2006. Em alguns municípios do interior nordestino, ela alcançou mais de 90% dos votos. A área concentra os chamados “bolsões de pobreza”. José Serra (PSDB), com bom histórico de votos no Sudeste, viu Marina Silva (PV) ganhar espaço nesse reduto. Os melhores desempenhos da senadora foram em cidades da região. Dilma atingiu seu teto (94,8% dos votos válidos) em Calumbi (PE). Na cidade, são 1.348 famílias beneficiadas pelo Bolsa Família, o que dá 67% da população local. Dos cinco municípios em que a petista teve votação mais graúda, quatro deles ficam em Pernambuco, terra natal do presidente. (Folha)

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