Taques diz que fim o das coligações acaba com “balcão de negócios"

O senador Pedro Taques (PDT/MT) afirmou que o fim das coligações proporcionais irá acabar com o balcão de negócios que alguns partidos políticos fazem. 


A afirmação aconteceu durante o debate sobre a proposta de reforma política que permitia alianças partidárias apenas em eleições majoritárias nesta quarta-feira (5), na Comissão de Constituição e Justiça (CCJ) do Senado.

A CCJ aprovou por 14 votos contra três a Proposta de Emenda Constitucional (PEC) que proibe as coligações nas eleições proporcionais. Alguns membros da comissão, como o senador Aécio Neves (PSDB/MG), ressaltaram que o fim das coligações irá ajudar os partidos políticos menores a crescer.

Já o senador Pedro Simon (PMDB/RS) afirmou que as coligações majoritárias fazem os chefes dos executivos escravos das bases aliadas e que não podem avançar politicamente sem ter que agradar um partido ou outro.

“Por exemplo, a presidente Dilma é escrava da base aliada. Se ela quiser avançar, não pode. Para ela avançar tem que agradar partidos A, B ou C”, destacou no debate.

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Blog do Farias: Taques diz que fim o das coligações acaba com “balcão de negócios"
Taques diz que fim o das coligações acaba com “balcão de negócios"
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