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pesquisa4.html
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<!DOCTYPE html>
<html class=""><head>
<meta http-equiv="Content-Type" content="text/html; charset=UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1">
<link href="style.css" rel="stylesheet">
</head>
<body>
<div class="container-fluid">
<h1>Pesquisa na manifestação contra o impeachment do dia 31 de março de 2016</h1>
<p>Pesquisa realizada no dia 31 de março de 2016 na manifestação
contra o impeachment sobre confiança nas instituições, soluções para a
crise, atitudes políticas em temas morais e polarização</p>
<p>Foram realizadas entrevistas com manifestantes maiores de 16 anos,
entre as 17:00 e as 22:00 ao longo da manifestação.</p>
<p>
</p><div id="textme" class="shiny-text-output shiny-bound-output">Resultado de 508 entrevistas; margem de erro máxima com 95% de confiança: 4.3%</div>
<p></p>
<h2>Caracterização social</h2>
<div class="row">
<div class="col-sm-6">
<div id="sexop" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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" height="400" width="600"></div>
</div>
<div class="col-sm-6">
<div id="sexot" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:03 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Sexo </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.80 </td> </tr>
<tr> <td align="right"> Feminino </td> <td align="right"> 47.00 </td> </tr>
<tr> <td align="right"> Masculino </td> <td align="right"> 52.20 </td> </tr>
</tbody></table></div>
</div>
</div>
<div class="row">
<div class="col-sm-6">
<div id="escolap" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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<div id="escolat" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:03 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Escolaridade </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.00 </td> </tr>
<tr> <td align="right"> fundamental incompleto </td> <td align="right"> 3.10 </td> </tr>
<tr> <td align="right"> fundamental completo </td> <td align="right"> 1.00 </td> </tr>
<tr> <td align="right"> médio incompleto </td> <td align="right"> 4.70 </td> </tr>
<tr> <td align="right"> médio completo </td> <td align="right"> 14.20 </td> </tr>
<tr> <td align="right"> superior incompleto </td> <td align="right"> 18.90 </td> </tr>
<tr> <td align="right"> superior completo </td> <td align="right"> 58.10 </td> </tr>
</tbody></table></div>
</div>
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" height="400" width="600"></div>
</div>
<div class="col-sm-6">
<div id="idadet" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:03 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Idade </th> </tr>
<tr> <td align="right"> [16,20] </td> <td align="right"> 7.90 </td> </tr>
<tr> <td align="right"> (20,30] </td> <td align="right"> 22.40 </td> </tr>
<tr> <td align="right"> (30,40] </td> <td align="right"> 25.30 </td> </tr>
<tr> <td align="right"> (40,50] </td> <td align="right"> 17.40 </td> </tr>
<tr> <td align="right"> (50,60] </td> <td align="right"> 18.30 </td> </tr>
<tr> <td align="right"> (60,70] </td> <td align="right"> 7.50 </td> </tr>
<tr> <td align="right"> (70,80] </td> <td align="right"> 1.00 </td> </tr>
<tr> <td align="right"> (80,90] </td> <td align="right"> 0.20 </td> </tr>
</tbody></table></div>
</div>
</div>
<div class="row">
<div class="col-sm-6">
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<div id="cort" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:03 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Cor </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 3.00 </td> </tr>
<tr> <td align="right"> Branca </td> <td align="right"> 60.20 </td> </tr>
<tr> <td align="right"> Parda </td> <td align="right"> 22.70 </td> </tr>
<tr> <td align="right"> Preta </td> <td align="right"> 12.20 </td> </tr>
<tr> <td align="right"> Amarela </td> <td align="right"> 1.60 </td> </tr>
<tr> <td align="right"> Indígena </td> <td align="right"> 0.40 </td> </tr>
</tbody></table></div>
</div>
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<div id="rendap" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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" height="400" width="600"></div>
</div>
<div class="col-sm-6">
<div id="rendat" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:03 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Renda </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.00 </td> </tr>
<tr> <td align="right"> até R$ 1 760,00 </td> <td align="right"> 13.80 </td> </tr>
<tr> <td align="right"> de R$ 1 760 a R$ 2 640 </td> <td align="right"> 10.00 </td> </tr>
<tr> <td align="right"> de R$ 2 640 a R$ 4 400 </td> <td align="right"> 22.60 </td> </tr>
<tr> <td align="right"> de R$ 4 400 a R$ 8 800 </td> <td align="right"> 31.90 </td> </tr>
<tr> <td align="right"> de R$ 8 800 a R$ 17 600 </td> <td align="right"> 16.30 </td> </tr>
<tr> <td align="right"> acima de R$ 17 600 </td> <td align="right"> 5.30 </td> </tr>
</tbody></table></div>
</div>
</div>
<h2>Convocação de massa vs. convocação espontânea</h2>
<div class="row">
<div class="col-sm-6">
<div id="convocacaop" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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" height="400" width="600"></div>
</div>
<div class="col-sm-6">
<div id="convocacaot" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:03 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Como veio para manifestação </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.00 </td> </tr>
<tr> <td align="right"> veio espontaneamente </td> <td align="right"> 87.20 </td> </tr>
<tr> <td align="right"> veio atendendo convocação do sindicato ou movimento </td> <td align="right"> 12.80 </td> </tr>
</tbody></table></div>
</div>
</div>
<h2>Satisfação com o governo Dilma</h2>
<div class="row">
<div class="col-sm-6">
<div id="govp" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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" height="400" width="600"></div>
</div>
<div class="col-sm-6">
<div id="govt" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:03 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Está satisfeito a com o governo Dilma </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.40 </td> </tr>
<tr> <td align="right"> Muito satisfeito </td> <td align="right"> 37.20 </td> </tr>
<tr> <td align="right"> Pouco satisfeito </td> <td align="right"> 50.80 </td> </tr>
<tr> <td align="right"> Nada satisfeito </td> <td align="right"> 10.60 </td> </tr>
<tr> <td align="right"> Não sei </td> <td align="right"> 1.00 </td> </tr>
</tbody></table></div>
</div>
</div>
<h2>Confiança nas instituições políticas</h2>
<div class="row">
<div class="col-sm-6">
<div id="confgeralp" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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" 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</div>
<div class="col-sm-6">
<div id="confgeralt" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:03 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Imprensa </th> <th> Partidos políticos </th> <th> ONGs </th> <th> Movimentos Sociais </th> <th> Políticos </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.00 </td> <td align="right"> 0.00 </td> <td align="right"> 1.20 </td> <td align="right"> 0.40 </td> <td align="right"> 1.60 </td> </tr>
<tr> <td align="right"> Confia muito </td> <td align="right"> 1.00 </td> <td align="right"> 7.90 </td> <td align="right"> 33.70 </td> <td align="right"> 79.90 </td> <td align="right"> 7.10 </td> </tr>
<tr> <td align="right"> Confia pouco </td> <td align="right"> 13.60 </td> <td align="right"> 55.50 </td> <td align="right"> 54.10 </td> <td align="right"> 17.70 </td> <td align="right"> 66.30 </td> </tr>
<tr> <td align="right"> Não confia </td> <td align="right"> 85.40 </td> <td align="right"> 36.60 </td> <td align="right"> 11.00 </td> <td align="right"> 2.00 </td> <td align="right"> 25.00 </td> </tr>
</tbody></table></div>
</div>
</div>
<div class="row">
<div class="col-sm-6">
<div id="partidosp" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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" height="400" width="600"></div>
</div>
<div class="col-sm-6">
<div id="partidost" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:04 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> PT </th> <th> PSDB </th> <th> PMDB </th> <th> REDE </th> <th> PSOL </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.20 </td> <td align="right"> 0.80 </td> <td align="right"> 0.60 </td> <td align="right"> 0.40 </td> <td align="right"> 0.00 </td> </tr>
<tr> <td align="right"> Confia muito </td> <td align="right"> 40.00 </td> <td align="right"> 0.60 </td> <td align="right"> 0.20 </td> <td align="right"> 1.60 </td> <td align="right"> 32.50 </td> </tr>
<tr> <td align="right"> Confia pouco </td> <td align="right"> 46.50 </td> <td align="right"> 3.30 </td> <td align="right"> 3.90 </td> <td align="right"> 14.40 </td> <td align="right"> 42.30 </td> </tr>
<tr> <td align="right"> Não confia </td> <td align="right"> 12.60 </td> <td align="right"> 93.70 </td> <td align="right"> 93.70 </td> <td align="right"> 65.40 </td> <td align="right"> 21.70 </td> </tr>
<tr> <td align="right"> Não conhece </td> <td align="right"> 0.80 </td> <td align="right"> 1.60 </td> <td align="right"> 1.60 </td> <td align="right"> 18.30 </td> <td align="right"> 3.50 </td> </tr>
</tbody></table></div>
</div>
</div>
<div class="row">
<div class="col-sm-6">
<div id="movimentosp" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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" height="400" width="600"></div>
</div>
<div class="col-sm-6">
<div id="movimentost" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:04 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Movimento Brasil Livre </th> <th> Secundaristas </th> <th> Passe Livre </th> <th> MST </th> <th> MTST </th> <th> Vem Pra Rua </th> <th> Revoltados Online </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.00 </td> <td align="right"> 0.20 </td> <td align="right"> 0.40 </td> <td align="right"> 0.40 </td> <td align="right"> 0.00 </td> <td align="right"> 0.40 </td> <td align="right"> 0.20 </td> </tr>
<tr> <td align="right"> Confia muito </td> <td align="right"> 13.40 </td> <td align="right"> 67.30 </td> <td align="right"> 48.80 </td> <td align="right"> 77.40 </td> <td align="right"> 77.60 </td> <td align="right"> 14.20 </td> <td align="right"> 2.40 </td> </tr>
<tr> <td align="right"> Confia pouco </td> <td align="right"> 8.30 </td> <td align="right"> 13.60 </td> <td align="right"> 31.70 </td> <td align="right"> 17.30 </td> <td align="right"> 16.50 </td> <td align="right"> 10.60 </td> <td align="right"> 3.90 </td> </tr>
<tr> <td align="right"> Não confia </td> <td align="right"> 48.40 </td> <td align="right"> 2.20 </td> <td align="right"> 14.80 </td> <td align="right"> 2.60 </td> <td align="right"> 1.80 </td> <td align="right"> 51.00 </td> <td align="right"> 70.50 </td> </tr>
<tr> <td align="right"> Não conhece </td> <td align="right"> 29.90 </td> <td align="right"> 16.70 </td> <td align="right"> 4.30 </td> <td align="right"> 2.40 </td> <td align="right"> 4.10 </td> <td align="right"> 23.80 </td> <td align="right"> 23.00 </td> </tr>
</tbody></table></div>
</div>
</div>
<div class="row">
<div class="col-sm-6">
<div id="politicos1p" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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" 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" height="400" width="600"></div>
</div>
</div>
<div id="politicost" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:04 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Aécio Neves </th> <th> Dilma Rousseff </th> <th> Eduardo Cunha </th> <th> Fernando Haddad </th> <th> Geraldo Alckmin </th> <th> Jair Bolsonaro </th> <th> Jean Wyllys </th> <th> José Serra </th> <th> Luciana Genro </th> <th> Lula </th> <th> Marina Silva </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.40 </td> <td align="right"> 0.20 </td> <td align="right"> 0.60 </td> <td align="right"> 0.60 </td> <td align="right"> 0.60 </td> <td align="right"> 0.40 </td> <td align="right"> 0.20 </td> <td align="right"> 0.40 </td> <td align="right"> 0.20 </td> <td align="right"> 0.60 </td> <td align="right"> 0.00 </td> </tr>
<tr> <td align="right"> Confia muito </td> <td align="right"> 0.00 </td> <td align="right"> 65.70 </td> <td align="right"> 0.00 </td> <td align="right"> 73.80 </td> <td align="right"> 0.20 </td> <td align="right"> 0.00 </td> <td align="right"> 58.50 </td> <td align="right"> 0.60 </td> <td align="right"> 30.10 </td> <td align="right"> 68.30 </td> <td align="right"> 5.90 </td> </tr>
<tr> <td align="right"> Confia pouco </td> <td align="right"> 0.80 </td> <td align="right"> 28.90 </td> <td align="right"> 0.60 </td> <td align="right"> 16.10 </td> <td align="right"> 4.50 </td> <td align="right"> 1.40 </td> <td align="right"> 20.70 </td> <td align="right"> 3.00 </td> <td align="right"> 40.40 </td> <td align="right"> 24.60 </td> <td align="right"> 28.90 </td> </tr>
<tr> <td align="right"> Não confia </td> <td align="right"> 96.90 </td> <td align="right"> 4.70 </td> <td align="right"> 97.20 </td> <td align="right"> 8.50 </td> <td align="right"> 93.90 </td> <td align="right"> 94.10 </td> <td align="right"> 13.00 </td> <td align="right"> 95.10 </td> <td align="right"> 23.00 </td> <td align="right"> 6.30 </td> <td align="right"> 62.60 </td> </tr>
<tr> <td align="right"> Não conhece </td> <td align="right"> 2.00 </td> <td align="right"> 0.40 </td> <td align="right"> 1.60 </td> <td align="right"> 1.00 </td> <td align="right"> 0.80 </td> <td align="right"> 4.10 </td> <td align="right"> 7.70 </td> <td align="right"> 1.00 </td> <td align="right"> 6.30 </td> <td align="right"> 0.20 </td> <td align="right"> 2.60 </td> </tr>
</tbody></table></div>
<h2>Fontes de informação sobre política</h2>
<div id="infop" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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height="400" width="1230"></div>
<div id="infot" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:04 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Twitter </th> <th> Whatsapp </th> <th> Facebook </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.20 </td> <td align="right"> 0.20 </td> <td align="right"> 0.40 </td> </tr>
<tr> <td align="right"> muito </td> <td align="right"> 11.00 </td> <td align="right"> 21.90 </td> <td align="right"> 56.70 </td> </tr>
<tr> <td align="right"> pouco </td> <td align="right"> 22.60 </td> <td align="right"> 29.90 </td> <td align="right"> 23.00 </td> </tr>
<tr> <td align="right"> nada </td> <td align="right"> 66.10 </td> <td align="right"> 48.00 </td> <td align="right"> 19.90 </td> </tr>
</tbody></table></div>
<h2>Soluções para a crise</h2>
<div id="solucoesp" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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" height="400" width="1230"></div>
<div id="solucoest" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:04 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Entregar o poder para um político honesto </th> <th> Entregar o poder para alguém de fora do jogo político </th> <th> Entregar o poder para os militares </th> <th> Entregar o poder para um juiz honesto </th> <th> Decisões políticas passem a ser tomadas pelos próprios cidadãos por meio de consultas como os plebiscitos </th> <th> Fortalecer organizações comunitárias como as ONGs e os movimentos sociais </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.40 </td> <td align="right"> 0.40 </td> <td align="right"> 0.80 </td> <td align="right"> 0.40 </td> <td align="right"> 0.20 </td> <td align="right"> 0.20 </td> </tr>
<tr> <td align="right"> Concordo totalmente </td> <td align="right"> 20.90 </td> <td align="right"> 3.70 </td> <td align="right"> 1.20 </td> <td align="right"> 3.50 </td> <td align="right"> 49.60 </td> <td align="right"> 67.70 </td> </tr>
<tr> <td align="right"> Concordo em parte </td> <td align="right"> 31.30 </td> <td align="right"> 11.20 </td> <td align="right"> 0.60 </td> <td align="right"> 6.50 </td> <td align="right"> 39.20 </td> <td align="right"> 27.00 </td> </tr>
<tr> <td align="right"> Não concordo </td> <td align="right"> 45.50 </td> <td align="right"> 83.70 </td> <td align="right"> 96.90 </td> <td align="right"> 88.80 </td> <td align="right"> 9.80 </td> <td align="right"> 4.70 </td> </tr>
<tr> <td align="right"> Não sei </td> <td align="right"> 2.00 </td> <td align="right"> 1.00 </td> <td align="right"> 0.60 </td> <td align="right"> 0.80 </td> <td align="right"> 1.20 </td> <td align="right"> 0.40 </td> </tr>
</tbody></table></div>
<h2>Percepção da corrupção</h2>
<div class="row">
<div class="col-sm-6">
<div id="corrupcaop" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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" height="400" width="600"></div>
</div>
<div class="col-sm-6">
<div id="corrupcaot" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:04 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Lava Jato </th> <th> Zelotes </th> <th> CPTM </th> <th> Mensalão Petista </th> <th> Mensalão Tucano </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.60 </td> <td align="right"> 0.20 </td> <td align="right"> 0.40 </td> <td align="right"> 0.40 </td> <td align="right"> 0.60 </td> </tr>
<tr> <td align="right"> É grave </td> <td align="right"> 89.80 </td> <td align="right"> 74.00 </td> <td align="right"> 96.10 </td> <td align="right"> 75.00 </td> <td align="right"> 92.90 </td> </tr>
<tr> <td align="right"> Não sei/não conheço </td> <td align="right"> 3.50 </td> <td align="right"> 22.00 </td> <td align="right"> 3.00 </td> <td align="right"> 8.50 </td> <td align="right"> 3.90 </td> </tr>
<tr> <td align="right"> Não é grave </td> <td align="right"> 6.10 </td> <td align="right"> 3.70 </td> <td align="right"> 0.60 </td> <td align="right"> 16.10 </td> <td align="right"> 2.60 </td> </tr>
</tbody></table></div>
</div>
</div>
<h2>Opiniões e boatos</h2>
<div id="frasesp" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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" height="400" width="1230"></div>
<div id="frasest" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:04 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> É preciso descriminalizar as drogas para diminuir o encarceramento dos mais pobres </th> <th> Todo tipo de abuso contra a mulher deve ser punido com prisão </th> <th> Escracho contra quem viola direitos humanos é uma punição justa </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.20 </td> <td align="right"> 0.20 </td> <td align="right"> 0.20 </td> </tr>
<tr> <td align="right"> Concorda </td> <td align="right"> 71.90 </td> <td align="right"> 83.90 </td> <td align="right"> 42.30 </td> </tr>
<tr> <td align="right"> Não sei </td> <td align="right"> 5.50 </td> <td align="right"> 4.30 </td> <td align="right"> 18.30 </td> </tr>
<tr> <td align="right"> Não concorda </td> <td align="right"> 22.40 </td> <td align="right"> 11.60 </td> <td align="right"> 39.20 </td> </tr>
</tbody></table></div>
<div id="afirmacoesp" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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" height="400" width="1230"></div>
<div id="afirmacoest" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:04 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> Os manifestantes pró impeachment não querem o fim da corrupção querem apenas retirar a presidente Dilma </th> <th> Quem protesta contra a corrupção é apenas a classe média que não quer que os mais pobres melhorem de vida </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.20 </td> <td align="right"> 0.60 </td> </tr>
<tr> <td align="right"> Concorda </td> <td align="right"> 81.90 </td> <td align="right"> 43.90 </td> </tr>
<tr> <td align="right"> Não sei </td> <td align="right"> 2.20 </td> <td align="right"> 3.50 </td> </tr>
<tr> <td align="right"> Não concorda </td> <td align="right"> 15.70 </td> <td align="right"> 52.00 </td> </tr>
</tbody></table></div>
<div id="boatosp" class="shiny-plot-output shiny-bound-output" style="width: 100% ; height: 400px"><img coordmap="[object Object]" 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" height="400" width="1230"></div>
<div id="boatost" class="shiny-html-output shiny-bound-output"><!-- html table generated in R 3.2.4 by xtable 1.8-2 package -->
<!-- Mon Apr 4 19:08:04 2016 -->
<table class="data table table-bordered table-condensed">
<tbody><tr> <th> </th> <th> O juiz Sérgio Moro é filiado ao PSDB </th> <th> Os protestos de junho de 2013 foram orquestrados pela direita </th> <th> Os protestos contra a corrupção são articulados pelos Estados Unidos para se apropriar do pré sal </th> </tr>
<tr> <td align="right"> não respondeu / nenhum </td> <td align="right"> 0.20 </td> <td align="right"> 0.20 </td> <td align="right"> 0.20 </td> </tr>
<tr> <td align="right"> Concorda </td> <td align="right"> 55.70 </td> <td align="right"> 36.40 </td> <td align="right"> 56.70 </td> </tr>
<tr> <td align="right"> Não sei </td> <td align="right"> 22.80 </td> <td align="right"> 13.80 </td> <td align="right"> 14.60 </td> </tr>
<tr> <td align="right"> Não concorda </td> <td align="right"> 21.30 </td> <td align="right"> 49.60 </td> <td align="right"> 28.50 </td> </tr>
</tbody></table></div>
<p>
Pesquisa coordenada por
<a href="mailto:[email protected]">Esther Solano</a>
(Unifesp),
<a href="mailto:[email protected]">Marcio Moretto Ribeiro</a>
(USP),
<a href="http://127.0.0.1:4000/[email protected]">Pablo Ortellado</a>
(USP)
</p>
<p>
Tratamento estatístico:
<a href="mailto:[email protected]">Andre Chalom</a>
</p>
<p>Entrevistadores: João Alexandre Fonseca, Brayan W. F.
Rodrigues, Priscilla Arroyo, Gabriela de Morais Linares, Giovanna J.
Patrussi, Maria Rita Moraes Castro, Sabrina Alves Santos, Flavia Loss de
Araujo, Enzo Augusto B. Antonacci, Fernando Arroyo, Rafaela Viana
Stephanelli, Vanda Viana Stephanelli, Leonardo Araujo de Azaredo, Hudson
Moreira dos Santos, Maria Beatriz Almeida Dias, Henrique Coaracy Brasil
Santana Gandolfo, Andreza Delgado Silva, Paula G. Rodrigues, Kauê
Avanzi, Amanda Cristina Benedetti, Uirá Mariano Gamero, Eloisa Deveze,
Renan Borges de Sousa, Alan Ferreira Silva, Wanderson da Costa Marzal,
Gabrielly Oliveira de Souza, Maria Clara Cardoso.</p>
</div>
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