Rádio A Melhor do Universo

08 outubro 2012

DO MEU OBSERVATÓRIO: FINADO PT


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Devido à infantilidade, brigas internas e falta de coordenação, o PT encontra-se  numa rota sem  volta de derrota em Pernambuco.
Neste domingo, as pesquisas estavam certas quanto a derrota petista nas seguintes cidades:
a) Recife – com o senador Humberto Costa;
b) Paulista – com o deputado Sérgio Leite;
c) Igarassu – com o prefeito Gesimário Baracho;
d) Camaragibe – com a ex-deputada Nadegi Queiroz;

O intressante é o ar de superioridade, aliada a ilusão de ótica ou miópia, tem feito com que a agremiação venha perdendo eleições majoritárias e proporcionais. Como pode uma campanha majoritária desassociada da proporcional? Faxina geral tem de ser feita em caráter urgente urgentíssimo, ou então, vamos observar o retrocesso com outra nomenclatura e vestimenta, ganhar força e ter hegemonia no estado.  Lulismo é inverso de petismo, e enquanto no diretório nacional estiverem pessoas que prestam um enorme deserviço ao país e ao partido, segue-se muito bem de ladeira abaixo.

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