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)
O TRE de Itabuna, baixou portaria proibindo a venda e transporte de bebidas alcoólicas, em Itabuna, Jussari e Itapé, cidades que pertencem as 27ª e 28ª zonas eleitorais. A Secretaria de Segurança Pública da Bahia, liberou em todo o Estado, o transporte e consumo de bebidas alcoólicas durante as eleições, porém deixou bem claro que, em cada município fica a critério do juiz eleitoral. O objetivo da portaria, que vai vigorar das 18h de sábado (4) até às 0h da próxima segunda-feira (6) é garantir a tranquilidade, e manter a ordem durante todo o processo eleitoral. O descumprimento da determinação consistirá em crime de desobediência previsto no artigo 330 do Código Penal Brasileiro, sujeito a penalidades de detenção e multa.
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