{"id":6835,"date":"2014-04-05T22:06:24","date_gmt":"2014-04-06T01:06:24","guid":{"rendered":"http:\/\/www.blogdotarugao.com.br\/v1\/?p=6835"},"modified":"2014-04-05T22:06:24","modified_gmt":"2014-04-06T01:06:24","slug":"dilma-tem-38-aecio16-e-campos-10-diz-datafolha","status":"publish","type":"post","link":"https:\/\/www.blogdotarugao.com.br\/v1\/2014\/04\/05\/dilma-tem-38-aecio16-e-campos-10-diz-datafolha\/","title":{"rendered":"Dilma tem 38%, A\u00e9cio,16%, e Campos, 10%, diz Datafolha"},"content":{"rendered":"<p><img alt=\"\" src=\"data:image\/jpeg;base64,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\" \/>\u00a0 \u00a0\u00a0<img alt=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys\/RD84QzQ5OjcBCgoKDQwNGg8PGjclHyU3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3N\/\/AABEIAHoAtwMBIgACEQEDEQH\/xAAcAAAABwEBAAAAAAAAAAAAAAAAAQIDBAYHBQj\/xABAEAABAwIEAwUGBAMFCQAAAAABAAIDBBEFEiExBgdBEyIyUXEjM0JhgbEkocHRYpHhFFJTY5IXJTRzgqKys8L\/xAAZAQADAQEBAAAAAAAAAAAAAAAAAQIDBAX\/xAAfEQEBAAICAwEBAQAAAAAAAAAAAQIRAyESMUEEURP\/2gAMAwEAAhEDEQA\/ANZmP4xqmO2UScAVbVOday5sfq6aeTlKbj8KdcQWlMxnRyAUBqkPCUHaonpg2R3k4QE25wzJwm4R0SLW2zs9VLY28YUWtFns9VNYfZhRJNnvpMaO4PRMQMbcm2yfb4B6JqHwlbZz0mVEljBc4ja+yjiHulTSN\/VNtGhXPcJe17Ruy7hTQi7hU8gZUhrRkKi8Z+SD2J7MpIj9mdFPDe4g2MFh0S\/zG3HqovZBR63DH11EY2DXKuvUxDsvqpNCwBm3RKYU\/J5p40w2XDMWkgmGu9\/NVlwWk852gcRg\/wCV+pWcP3XVx+lXuGygj6oLTaXrmUXrG3XQeBlUGoH4pqmEGyxx+opLtimWaByfI0KZYNHJgbUTzojFgkTyMiifJI4NYwZnOPQIMxNLHC10krwxjRcuOwVOxfmNQU+aPDoZKiZrrZnCzP3VI4y4qkxrE5Gx1JbQMNoYrHbbMR1v81V55Wxua4yZ7nRobbVB6X+s5lYhO20dFSwPadHFxdf6FKw\/mhXgsbVRxSNB1c1lr\/sswEj3vs4nX5p09pfIwOc8ak3VTD6G6YVzEpKlknaNcDcWbbXXorfhVdBXUwlp3Xa4XsRYheaIaDEIo+2iBcFZ+DOOavBauOOpD5aO+R8Wl47ncfskMsdN18\/VNgJNLUMqqZk8Lg6ORoe1w6go23N\/kpSXplTbNnJfRIYNHJkS3wuSmeAomg2KNnhKDR6n3afo\/d\/RNVA9kU7R+Aeiij4w7nQ3\/fzP+X+qzRw1K0\/nS22Nxn\/L\/VZi\/cq+O9NfhBQRlBaE9d1DvxTVKJ7qi1A\/FNUu3dWU91nSCe6UzGPEn3DRMxjRyYg22uqrzMxE0HC8zY79pUOEQt5bn8grUFm\/OicxUeGwgX7V8h38gP3QcZJJKA7OGuPy6KPkMpJbcknZKfmfKQ9xvdWPBMGY+0s4JF9Gu0urtmMVjhc705+G4JVVtnMYA07ud1Vow\/h+KnBM7WuI8ri67tJFHHG0RMYAOgT0jQ8gWIWeWVyjrw4scXNnjb2eUNAb0AVXx3DSwPqKcd74mjqFcZQyNpdM4NHW65ElZSVM74opWlw6X3WU8se1ckxyml75TV76zhYQyuu+lf2QH8Nrj7n+SuA3WU8raubDuI63DHXdBM3MweVtR+RK1hosStnn2aoxskN2cljZJYfEggbsUGeEpLeqUzwuQDFT7opyiPcCbqR7IpVGcrASop\/GMc622xiE+cR+6y5+5Wrc7LHEqYjrGfuspcr4vTWeiCjQQWgeuqgfiWqWBooVQfxTVObssp7rKiIFio7Bq5PnZMMPiTA1nXOakzYVR1oa4mGR0enTNbX\/ALQtGHzVd4\/w+bEuF6uKmsZIx2obbU5dbD6JBgWCwZqxsk4OTxNB6lXSkLW2F1SGyyMkblvnOg9FZqKVwhbLe5A1CfJPrq4MliEkVPEHSShjOpcnaXEqaq91ICAdCBvZVIsdVS56qR8rnE9lAwaadbdUKKokmbcZ2AEmMWtt1siSSNfO26dbiC1U4NLjlPea0H7rjv8AwdWaOKiIc0AuuLEA9V23PbVRskeBtt\/dunWUMkvtQ8PHn1Ci8nWlXj7KwSZ+HcR4VVgEl0ghdb+I2H3\/ADWxA94rHKhzqd0T2eOJwe026g3Wv0kzamninYQ5sjA8EdbhGF3NOXnw8cj3RIZ8SWNkhnxK3OJo3Rs2cgz4kGdQgG5\/clIp\/dD1Sp\/dORUYzMAU0\/jIec0ZE9K\/zDgsocti52xZBRu6ZnLHnJ8XppPRDd0EYCC1N60nH4pq6LdlAn\/4oLoM8Kyx+sqadeyZYPEnuiab8SYGg0eJFYgI4hcuU30GC8wsGGE4\/UzQxlsMp7SOzbBt9wPrdQsIqGlgY42Y4AhbDxdhIxWjLWR5p4nZoxe1\/MfX9FkVVhrsMkN43MbfKWk7H9E97x034535RMZRNEwlh1voB1AXRdSMgp3yyWMrhZq5VNWZGjXTZdKevLGMlOrY4yFM3XXPGTZikno2Xjmk7mUlthul01SLueLsbazSN\/qoEFTTvqC4Nv5gnL909WsfI32Z7Np\/uj9Tr9k7hNH5ZZekipmlmYX3BaBcO81pfL+qNTw6xhNzTvdCfuPyIWYMibTUpjaLMI0C73BnGOF4DJPRYq+SFtQ8SMmDS5rTYCxA16bok\/jl5rbO2qjZJZ4lxJOMuGYW5pMcobEXGWTMSPQaquT818BhqC2OGsmZfSRrA0H6E3V6rlX5u7kcapNNzQ4akF5ZKqEno6Au\/wDG6fbzK4YaCRVzn5Clf+yNULVN7t6LD\/CFUBzK4cmzsdJUx+TnQEg\/yumP9puA0hAYyrn8yyPLb\/UQpyxpxy+eDfw9G7+M\/YrFnbrTeZXF2GcTQQsw0T+yOcmRobfQ3G6zQ6lPixsmq0no2EScLUFro3q+od+KaulD4SuJJWUslU0sqYXDzEgXZp5Y3tOSRrvRwKyw91lfQndVHbu5Pk6HT6php1cnSh1w9mEUPiclu90EiA3c5Z00Ga\/bO9VwMb4UZjda2ZtQImkBszSy+YeYN9D\/AEVic29Q\/wCRTlLZr3kkAAXKmKmVx9MLxnBajCcdlw2Z7WkG8cr9GyMOx\/T1BTrI5aeP+y1bB2T9GSA3F1YeZ+OcOYjTSQR18ctdAbxGFpeAercw019ei4+EyRYhgJZUOs61g6+tx1VW2e3TxWZTSK+OIPF3d4aXAvdTqWhfUPBjZ\/1SIUVK1kYJDXSEd5xUiaeqgZkiLLnZReT5HTJdInEEJoYWXkDnO0OmxVa4wwx+G0+DVMjS2WugklIPQBwy\/k5XfA8OGN4tSUld3mMPbTF2gfb4R6\/a6g89xlxDBRa3sZ\/vGunhx624f0Zd6ZrmzDVIvl22RBEfJbOY52hR9qfNNFEmD3auvvZE6VxCauh0RoFNeW2KQ0e0IHXZEdk7E0usegSym1Y3QEaoJbhqgoapjat3w2ATrKuQah1vRcxj04XG2lkeLLbuUfEWKURBpcQqI7bWebfyVm4d5o4pSVgbirxW0pNnnIGvaPMEDX0Wcvks3XcpTJQ0E7W6p+MLb1hDPFU0UU8Dw+KVgcxw6g7FLp7XI+SynlfxdSUXCFYzFqkRx0c+WIE5nODhfK0bnW\/9Fw+J+Y+J4k98OGySUFJqMrHe0f8AMu6eg\/NY+F3o9r\/xhxzQcOzSwRgVdf8A4LXWDPm51vy3WQcRcWYtjxe2tqnCndtTxd2MDyt1+t1wZ5yb3NydSfNM5tFrjhILSi7u36K\/YJOZcLpS4DMYhmIHi6X9Ss\/LXG0bQS4mwA6krQMJhNNRQQndjA0\/QLH9FkxkdH5pvK1149MrR5JyphbJAdO\/vcbpFO3qpjj7IlmhXLMXbtymVc8Yjkvs4ZXgWIcNtkfPlp\/t+CPtoYpx9bxqM2Lt66GlimyCWVrXfLXUqZziDpcEwmbO6Xs6hzO0fu67ev8ApXd+bHWNcX6r3GVJOa5sEEV1u5SrpJQvqgUAAgSiCS4oA\/hSBmBu0kFC+iA2QEiOV7tJDf0QUcO+aCWjmVPRlEZcz7DYJI8J9E3DulCOE3Ic7TyCdhjDzmlcAwJk+8d6pxvi+iKE3tGtaGsFmjYJiSRNRHuoP2QDbnXKcZmLmtaC5ziA1oFySdgEz8St\/LJrXcZ4ZmaD33nUeUbiE6aRhfDtXhdW5uIU5ZWtAswkHswR59SrPSUdjd+h+atPGbG9rh78ozEPBdbW1wuJLoNFwck3n29HhkmE0bfkiGpFhuuVimJPs2Gh1ffV4F8g3JQxQmx1KfwFrRRtcAMxqGAm2tsj9Fvw8czukc3JcZ0RwfR01RjMXbFwYA8sc\/4pLbX+qm80YS7giKQi4p6pl\/qS3\/6CmSe7ws9Q2osfK0jLfyQ5i68va6\/+ND\/7mrrxxmOLizzueW6xMpKMolKRoiggdkAAkOSuiQUAknVGSklAoAE23QRFBAf\/2Q==\" \/>\u00a0\u00a0<img alt=\"\" src=\"data:image\/jpeg;base64,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\" \/><\/p>\n<p>Pesquisa Datafolha divulgada neste s\u00e1bado (5) pelo site do jornal &#8220;Folha de S.Paulo&#8221; indica que a presidente Dilma Rousseff (PT) teria 38% das inten\u00e7\u00f5es de voto e venceria no primeiro turno caso a elei\u00e7\u00e3o fosse hoje e ela tivesse como advers\u00e1rios o senador A\u00e9cio Neves (PSDB-MG), o ex-governador de Pernambuco Eduardo Campos (PSB) e mais oito candidatos de partidos menores.<\/p>\n<p>Nesse cen\u00e1rio, A\u00e9cio teria 16% das inten\u00e7\u00f5es de voto, e Campos, 10%. Somados, os oito candidatos de partidos menores alcan\u00e7ariam 6%. Votos em branco ou nulos seriam a op\u00e7\u00e3o de 20%. Os outros 9% responderam que n\u00e3o saberiam em quem votar.<\/p>\n<p>Veja abaixo:<\/p>\n<p>&#8211;\u00a0<a href=\"http:\/\/g1.globo.com\/topico\/dilma\/\">Dilma Rousseff<\/a>\u00a0(PT): 38%<\/p>\n<p>&#8211;\u00a0<a href=\"http:\/\/g1.globo.com\/topico\/aecio-neves.html\">A\u00e9cio Neves<\/a>\u00a0(PSDB): 16%<\/p>\n<p>&#8211; Eduardo Campos (PSB): 10%<br \/>\n&#8211; Pastor Everaldo (PSC):<br \/>\n&#8211; Denise Abreu (PEN): 1%<br \/>\n&#8211; Eduardo Jorge (PV): 1%<br \/>\n&#8211; Jos\u00e9 Maria (PSTU): 1%<br \/>\n&#8211; Levy Fidelix (PRTB): 1%<br \/>\n&#8211; Eymael (PSDC): 0%<br \/>\n&#8211; Mauro Iasi (PCB): 0%<br \/>\n&#8211; Randolfe Rodrigues (PSOL): 0%<br \/>\n&#8211; Brancos\/nulos\/nenhum: 20%<br \/>\n&#8211; N\u00e3o sabe: 9%<\/p>\n<p>O Datafolha entrevistou 2.637 pessoas em 162 munic\u00edpios nas \u00faltimas quarta (2) e quinta (3), com margem de erro de dois pontos percentuais para mais ou para menos.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>\u00a0 \u00a0\u00a0\u00a0\u00a0 Pesquisa Datafolha divulgada neste s\u00e1bado (5) pelo site do jornal &#8220;Folha de S.Paulo&#8221; indica que a presidente Dilma Rousseff (PT) teria 38% das inten\u00e7\u00f5es de voto e venceria no primeiro turno caso a elei\u00e7\u00e3o fosse hoje e ela tivesse como advers\u00e1rios o senador A\u00e9cio Neves (PSDB-MG), o ex-governador de Pernambuco Eduardo Campos (PSB) [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_links_to":"","_links_to_target":""},"categories":[5],"tags":[],"_links":{"self":[{"href":"https:\/\/www.blogdotarugao.com.br\/v1\/wp-json\/wp\/v2\/posts\/6835"}],"collection":[{"href":"https:\/\/www.blogdotarugao.com.br\/v1\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.blogdotarugao.com.br\/v1\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.blogdotarugao.com.br\/v1\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.blogdotarugao.com.br\/v1\/wp-json\/wp\/v2\/comments?post=6835"}],"version-history":[{"count":1,"href":"https:\/\/www.blogdotarugao.com.br\/v1\/wp-json\/wp\/v2\/posts\/6835\/revisions"}],"predecessor-version":[{"id":6836,"href":"https:\/\/www.blogdotarugao.com.br\/v1\/wp-json\/wp\/v2\/posts\/6835\/revisions\/6836"}],"wp:attachment":[{"href":"https:\/\/www.blogdotarugao.com.br\/v1\/wp-json\/wp\/v2\/media?parent=6835"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.blogdotarugao.com.br\/v1\/wp-json\/wp\/v2\/categories?post=6835"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.blogdotarugao.com.br\/v1\/wp-json\/wp\/v2\/tags?post=6835"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}