ELEIÇÃO 2024 EM ALENQUER, TOM SILVA SEGUE FIRME NA LIDERANÇA EM TODAS AS PESQUISAS ELEITORAL - TABLOIDE PINGA FOGO

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terça-feira, 9 de julho de 2024

ELEIÇÃO 2024 EM ALENQUER, TOM SILVA SEGUE FIRME NA LIDERANÇA EM TODAS AS PESQUISAS ELEITORAL

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O instituto DATA SENSOR publica sua primeira pesquisa registrada de Alenquer, município da região oeste paraense. Segundo o Censo 2022, o município tem 69.377 habitantes. O objetivo foi ouvir a opinião dos eleitores sobre o cenário político municipal. Foram entrevistados 400 eleitores no período de 28 a 30 de junho de 2024, tanto na zona urbana quanto na rural. A pesquisa está registrada no T.R.E sob nº PA-06191/2024. A margem de erro é de 4.9 pontos percentuais para mais ou para menos do resultado encontrado na pesquisa.  

Nesse município o atual prefeito, Tom Silva, vai defender seu mandato, tentando sua reeleição. Além das questões eleitorais, DATA SENSOR também avaliou o desempenho do prefeito, do governador e do presidente da República.  

NA QUESTÃO ESPONTÂNEA A ELEIÇÃO ESTÁ ABERTA NO MUNICÍPIO  

Na questão espontânea não são apresentados os nomes dos pré-candidatos aos entrevistados. Livremente as pessoas respondem o nome que vem primeiro a sua mente. Nesse momento, o índice de eleitores indecisos é alto, chegando a 69,8%. Quanto aos nomes citados, o atual prefeito, Tom Silva (MDB), aparece na frente com 17,2%. O segundo colocado é Josino Filho, que vem com 6,2%. Dr. Farias aparece com 2,5%; Dr. Osvaldo, 1,8%; Mauro Bastos, 1,4%; Áurea Nina, 0,8% e Edzangela, 0,2%.  


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

NA ESTIMULADA TOM SE DISTANCIA E VAI PARA 36,8%  

O atual prefeito, Tom Silva (MDB), na questão estimulada, pula para 36,8%. O segundo colocado é o ex-prefeito Dr. Farias que alcançou 16,2%. Josino Filho e Dr. Osvaldo aparecem, tecnicamente, empatados, 12,5% e 12,7%, respectivamente. Mauro Bastos obteve 7,1%. Áurea Nina vem com 3,5%. Os votos brancos, nulos e indecisos somam 10,9%. 

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

EM QUEM NÃO VOTARIA PARA PREFEITO DE ALENQUER  

Quando se trata de rejeição, o atual prefeito, Tom Silva, aparece como o mais rejeitado com 25,3% de citações. Dr. Farias e Áurea Nina ficam, tecnicamente, empatados em rejeição, 8,5% e 8,4%, respectivamente. Josino Filho vem com 7,0%; Mauro Bastos aparece com 3,2% de rejeição e Dr. Osvaldo, 1,7%. Outros 23,6% não rejeitam nenhum dos candidatos; e 22,3% não se manifestaram. 

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

EXPECTATIVA DE VITÓRIA: QUEM VAI GANHAR ESSA ELEIÇÃO  

A expectativa de vitória mede-se com a seguinte pergunta: “Independentemente em quem você votou, quem você acha que vai ganhar essa eleição em Alenquer?”. O resultado mostra Tom Silva com uma expectativa de 38,7% de eleitores que consideram que será o atual prefeito que vai ganhar essa eleição. Por outro lado, apenas 12,9% consideram que o vitorioso será Josino Filho; 12,4% que será o Dr. Farias; 7,6% acham que quem sairá vitorioso será Dr. Osvaldo; Mauro Bastos é acreditado por 4,0%; e 1,5% acreditam que Áurea Nina será a vitoriosa.

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

APROVAÇÃO/DESAPROVAÇÃO DO GOVERNO TOM  

Quando se trata da Aprovação ou Desaprovação da maneira como o prefeito TOM vem administrando o município, os números mostram que 58,5% dos eleitores estão aprovando o governo do prefeito Tom Silva. A Desaprovação é de 30,2%. Outros 11,3% não se manifestaram. 

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

APROVAÇÃO/DESAPROVAÇÃO DOS GOVERNOS HELDER E LULA  

DATA SENSOR também avaliou a aprovação ou desaprovação dos governos Helder e Lula. 74,4% dos eleitores de ALENQUER aprovam o governo de Helder; enquanto 14,7% desaprovam. Já o governo de Lula está sendo aprovado por 45,0% dos eleitores de ALENQUER. A desaprovação é de 45,8%. 

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

 


Clemison S.Lopes/ Blog Pinga Fogo Tabloide/ Fonte primaria instituto DATA SENSOR 

 

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