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<p style="text-align: justify;">Em 2024, os eleitores de Simões Filho enfrentam uma eleição atípica, com uma redução significativa no número de candidatos tanto para a prefeitura quanto para a câmara de vereadores. Este ano, apenas três nomes estão na disputa pela cadeira de prefeito: Del, Edson Almeida e Kadu. Esse número é um dos mais baixos em comparação com as eleições anteriores.</p>
<figure style="width: 630px" class="wp-caption aligncenter"><figcaption class="wp-caption-text">Gráfico mostra queda no número de candidatos a prefeito em 2024</figcaption></figure>
<p style="text-align: justify;">Para contextualizar, em 2020, a cidade contou com sete candidatos a prefeito: Amigo Ju, Antônio Carvalho, Dinha (reeleito prefeito), Dr. Rogério, Eduardo Alencar, Itamar França e Raquel Oliveira. Já em 2016, foram cinco os postulantes ao cargo: Cezar Diesel, Dinha (eleito pela primeira vez), Edson Almeida (candidatura registrada como renúncia pelo DivulgaCand), Gilson é Diferente e Jomar Paraky. Em 2012 e 2008, houve três candidatos ao executivo municipal.</p>
<p style="text-align: justify;">O número de candidatos a vereador também apresentou uma redução significativa. Em 2024, 282 candidatos disputam as vagas na câmara municipal, uma baixa histórica se comparado aos 383 candidatos de 2020, 286 em 2016, 299 em 2012 e 219 em 2008.</p>
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" alt="" width="635" height="348"/><figcaption class="wp-caption-text">Gráfico mostra queda no número de vereadores em 2024</figcaption></figure>
<p style="text-align: justify;">Com mais de 88.700 eleitores aptos a votar, Simões Filho vive uma eleição marcada pela diminuição de opções tanto para o executivo quanto para o legislativo municipal, refletindo uma tendência de redução no número de candidatos desde 2020.</p>
<p style="text-align: justify;"><em>Esses dados foram divulgados pelo sistema <a rel="nofollow noopener" target="_blank" href="https://divulgacandcontas.tse.jus.br/divulga/#/candidato/NORDESTE/BA/2045202024">DivulgaCand</a>, e ressaltamos possibilidade de atualizações nos números até o fim do período eleitoral. </em></p>
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<p><a href="https://mapelenews.com.br/numero-de-candidatos-nas-eleicoes-2024-em-simoes-filho-apresenta-queda-historica/">Fonte: Clique aqui</a></p>


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