Espelho, espelho meu

data:image/jpg;base64,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
Deu na Folha: “O fraco desempenho de José Serra (PSDB) nas pesquisas eleitorais preocupa os tucanos paulistas não apenas pela perspectiva de derrota – mas pelo fato de ela se refletir também no tamanho da bancada de deputados do partido no Estado. A cúpula da legenda calcula que deve eleger no máximo 14 parlamentares. Em 2006, foram eleitos 18. O DEM elegeu cinco. A preocupação leva em conta o fato de, em 2006, as condições serem favoráveis ao PSDB: o PT ainda enfrentava o desgaste do mensalão e Alckmin venceu Lula no Estado por 4 milhões de votos (50% contra 34%). Agora, de acordo com um dirigente tucano de SP, “o PT foi perdoado e a Dilma deve ter mais votos que o Serra aqui”. De acordo com o Datafolha, Dilma tem 42% no Estado de SP, contra 34% de Serra. Na capital, São Paulo, Dilma tem 46% e Serra, 31%, segundo o Datafolha.”

0 comentários: