Pesquisa sobre guerras culturais - 26 de março
Pesquisa realizada na manifestação do dia 26 de março de 2017
sobre identidades políticas, guerras culturais e posicionamento frente a
debates atuais sobre política. Foram realizadas entrevistas com
manifestantes maiores de 16 anos, entre as 14:00 e as 19:00 e
distribuídas por toda a extensão da Avenida Paulista, São Paulo.
Os números nas tabelas e gráficos abaixo se referem a porcentagem, exceto quando indicado.
Resultado de 512 entrevistas; margem de erro máxima com 95% de confiança: 4.3%
Caracterização amostral
| Sexo |
masculino | 50.0 |
feminino | 49.8 |
outro | 0.2 |
| Faixa de idade |
(16,24] | 4.9 |
(24,34] | 9.6 |
(34,44] | 15.2 |
(44,54] | 21.1 |
(54,90] | 49.2 |
| Cor |
branca | 75.4 |
parda | 15.4 |
preta | 3.9 |
amarela | 2.3 |
indígena | 0.8 |
outra | 2.1 |
| Renda familiar |
até 2 salários mínimos | 10.5 |
2-3 salários mínimos | 12.1 |
3-5 salários mínimos | 20.3 |
5-10 salários mínimos | 31.2 |
10-20 salários mínimos | 16.0 |
+20 salários mínimos | 9.8 |
| Escolaridade |
fundamental incompleto | 0.8 |
fundamental completo | 2.3 |
médio incompleto | 2.0 |
médio completo | 18.6 |
superior incompleto | 9.6 |
superior completo | 66.8 |
Opiniões sobre debates políticos
| Você é a favor da permanência do presidente Temer no governo |
sim | 46.9 |
não | 46.5 |
não sei | 6.6 |
| Você concorda com a reforma da previdência do governo Temer |
sim | 19.3 |
não | 74.8 |
não sei | 5.9 |
Identidade política
| Identificação política |
de direita | 31.4 |
centro-direita | 17.4 |
centro | 3.3 |
centro-esquerda | 6.1 |
de esquerda | 4.1 |
nada disso | 36.3 |
não sei | 1.4 |
| Você se considera conservador |
muito conservador | 47.3 |
pouco conservador | 34.4 |
nada conservador | 14.6 |
não sei | 3.7 |
| Você se considera feminista |
muito feminista | 12.3 |
pouco feminista | 23.4 |
nada feminista | 60.2 |
não sei | 4.1 |
| Você se considera antipetista |
muito antipetista | 84.8 |
pouco antipetista | 5.1 |
nada antipetista | 9.2 |
não sei | 1.0 |
| Com qual partido político você se identifica |
Nenhum | 72.9 |
PSDB | 11.7 |
NOVO | 6.8 |
DEM | 1.6 |
PMDB | 1.0 |
PT | 1.0 |
PSOL | 0.8 |
PPS | 0.6 |
REDE | 0.2 |
Outro | 2.7 |
Não sei | 0.8 |
Concordância com opiniões e narrativas
| Os direitos humanos atrapalham o combate ao crime | Os valores religiosos deveriam orientar as leis | Deveria ser permitido aos adultos fumar maconha | A polícia é mais violenta com os negros do que com os brancos | Fazer aborto deve ser um direito da mulher | A união de pessoas do mesmo sexo não constitui uma família | A escola deveria ensinar a respeitar os gays | Cotas são uma boa medida para fazer com que os negros entrem na universidade |
concorda | 67.8 | 29.1 | 30.1 | 46.7 | 51.6 | 34.8 | 69.5 | 20.1 |
não concorda | 27.7 | 67.2 | 62.9 | 47.3 | 42.6 | 59.4 | 26.4 | 75.2 |
não sei | 4.5 | 3.7 | 7.0 | 6.1 | 5.9 | 5.9 | 4.1 | 4.7 |
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)
| Menores de idade que cometem crimes devem ir para a cadeia | O bolsa família estimula as pessoas a não trabalhar | Cantar uma mulher na rua é ofensivo | Feminismo é machismo ao contrário | Dois homens devem poder se beijar na rua sem serem importunados | Não se deve condenar uma mulher que transe com muitas pessoas | O lugar da mulher é em casa cuidando da família | Precisamos punir os criminosos com mais tempo de cadeia |
concorda | 84.6 | 82.2 | 51.4 | 57.2 | 58.6 | 78.5 | 4.1 | 82.6 |
não concorda | 10.2 | 12.7 | 41.2 | 31.6 | 36.7 | 16.8 | 94.1 | 13.1 |
não sei | 5.3 | 5.1 | 7.4 | 11.1 | 4.7 | 4.7 | 1.8 | 4.3 |
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)
| A pena de morte deve ser aplicada para punir crimes graves | Os conservadores são preconceituosos | A mulher deve ter o direito de usar roupa curta sem ser incomodada | As escolas deveriam ensinar valores religiosos | O cidadão de bem deve ter o direito de portar arma | Os negros ainda sofrem preconceito no Brasil | Fazer aborto é sempre errado | Travestis devem poder usar o banheiro feminino |
concorda | 56.4 | 39.6 | 90.6 | 48.6 | 60.9 | 83.0 | 29.1 | 26.2 |
não concorda | 39.5 | 50.8 | 7.4 | 47.3 | 33.6 | 13.9 | 65.0 | 55.1 |
não sei | 4.1 | 9.6 | 2.0 | 4.1 | 5.5 | 3.1 | 5.9 | 18.8 |
Relações identificação/socioeconômicos
Adesão às pautas/socioeconômicos
A adesão a cada pauta tem uma escala de -100 (rejeição completa) a
+100 (aceitação completa), baseada nas respostas a cada grupo de
perguntas. Nos gráficos e tabelas abaixo, representamos a adesão média
para cada agrupamento.
| masculino | feminino | outro |
Progressista | 16.2 | 11.9 | 41.7 |
Conservador | 11.1 | 11.8 | -58.3 |
| Nenhum | PSDB | NOVO | DEM | PMDB | PT | PSOL | PPS | REDE | Outro | Não sei |
Progressista | 12.4 | 12.5 | 16.9 | -6.2 | 23.3 | 53.3 | 95.8 | 2.8 | 83.3 | 27.4 | 20.8 |
Conservador | 15.2 | 4.9 | 2.1 | 16.7 | 40.0 | -41.7 | -85.4 | 19.4 | -41.7 | -1.8 | 2.1 |
| muito
conservador | pouco
conservador | nada
conservador | não sei |
Progressista | -2.1 | 27.4 | 37.7 | 4.8 |
Conservador | 26.2 | 1.8 | -12.6 | 5.3 |
| muito
feminista | pouco
feminista | nada
feminista | não sei |
Progressista | 36.5 | 25.4 | 6.3 | -2.8 |
Conservador | -7.9 | 0.9 | 18.4 | 25.8 |
| muito
antipetista | pouco
antipetista | nada
antipetista | não sei |
Progressista | 11.6 | 25.0 | 32.3 | 8.3 |
Conservador | 15.0 | -5.4 | -14.2 | 20.0 |
| até 2
salários
mínimos | 2-3salários
mínimos | 3-5salários
mínimos | 5-10salários
mínimos | 10-20salários
mínimos | +20
salários
mínimos |
Progressista | 9.1 | 17.5 | 12.7 | 12.5 | 13.6 | 24.5 |
Conservador | 18.4 | 17.2 | 10.4 | 14.6 | 4.8 | -1.2 |
| fundamental
incompleto | fundamental
completo | médio
incompleto | médio
completo | superior
incompleto | superior
completo |
Progressista | -6.2 | 0.7 | 30.0 | 4.6 | 18.4 | 16.4 |
Conservador | 31.2 | 29.2 | 30.8 | 25.3 | 20.6 | 4.7 |
| branca | parda | preta | amarela | indígena | outra |
Progressista | 11.6 | 20.9 | 35.4 | 12.5 | 37.5 | 11.4 |
Conservador | 12.2 | 14.8 | -2.5 | 8.3 | -35.4 | 2.3 |
| 16-24 | 25-34 | 35-44 | 45-54 | 55+ |
Progressista | 30.7 | 31.8 | 22.5 | 11.3 | 7.7 |
Conservador | 6.0 | 1.5 | 10.1 | 7.9 | 15.6 |
| de direita | centro
direita | centro | centro
esquerda | de esquerda | nada disso | não sei |
Progressista | 2.8 | 12.1 | 28.4 | 43.3 | 51.6 | 13.8 | 33.3 |
Conservador | 23.7 | 5.4 | -8.3 | -21.2 | -38.5 | 16.6 | 4.8 |
Relações entre as perguntas
Aqui, mostramos duas formas de visualizar a relação entre as questões e pautas. O primeiro é um
dendrograma
que mostra um possível agrupamento entre as questões. Questões
que se 'conectam' mais para baixo no gráfico estão mais relacionadas do
que questões que se 'conectam' mais acima. O segundo gráfico representa a
matriz de correlações entre as questões ou pautas, com azul mais
intenso indicando maior correlação entre as perguntas e vermelho
indicando correlação negativa.
Pesquisa coordenada por
Esther Solano
(Unifesp),
Marcio Moretto Ribeiro
(USP),
Pablo Ortellado
(USP)
Tratamento estatístico:
Andre Chalom
Apoio: Fundação Friedrich Ebert Brasil