Data publicação: 31 de outubro de 2016
compartilhe:

Luciano Rezende (PPS) foi reeleito, neste domingo (30), prefeito de Vitória, com 51,19% dos votos. O resultado saiu às 17h46, com 99% das urnas apuradas.

Segundo a Justiça Eleitoral, com 100% das urnas apuradas, Luciano recebeu 95.458 votos, o que equivale a 51,19% do total de votos válidos, contra 48,81% de Amaro Neto (SD).

data:image/jpeg;base64,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

Mesmo perdendo nas urnas, Amaro Neto (PPS) foi vencedor em 32 bairros de Vitória, um a mais que no primeiro turno. Já Luciano Rezende venceu em 17 bairros, segundo os dados do TRE-ES.

Fonte:G1