No último trimestre de 2023, os perfis oficiais do prefeito do Recife João Campos (PSB) foram tomados por comentários de usuários de todo o país enaltecendo os trabalhos feitos por sua gestão, a maioria em tom humorístico. As contas, ao interagirem nas publicações, reagem de forma exagerada e cômica, agradecendo por todo o trabalho realizado pelo prefeito em sua gestão.
O fenômeno se espalhou, sendo comum atualmente observar comentários desse tipo se referindo a Campos em qualquer publicação do prefeito no Instagram. Tudo começou quando vídeos de teor humorístico começaram a circular, em que se faz sátira sobre as pessoas que defendem cegamente seus políticos “favoritos”. Nesse tipo de conteúdo, é comum ser dita a frase “não fale assim do meu prefeito”, defendendo o político, mesmo que a cidade não esteja nas melhores condições estruturais.
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No entanto, o efeito reverso aconteceu na capital pernambucana, quando o termo “meu prefeito” começou a ser utilizado, se referindo ao atual gestor municipal, devido às melhorias na cidade divulgadas nas redes. Comentários e respostas a João Campos demonstrando afeto e agradecimento cresceram ainda mais quando uma pesquisa realizada pelo Instituto RealTime Big Data da TV Record, publicada no final de dezembro, apontou que 80% dos recifenses o aprovam como gestor do município. Já no início de janeiro, outra pesquisa, realizada pela Atlasintel, indicou que João Campos é o prefeito de capital mais bem avaliado no Brasil, com 80% de aprovação na lista geral.
Os comentários feitos pelos usuários são geralmente relacionados ao conteúdo da publicação, mas também podem vir sem um contexto específico. Em um vídeo em que Campos aparece comendo um milho, um usuário se prontifica para levar um fio dental para que ele não fique com fiapos da fruta entre os dentes. “Meu prefeito, tô levando um fio dental pra tirar os fiapos dos seus dentes, se preocupe não que eu tô chegando”, diz.
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)
Imagem: Reprodução/Instagram
Outros comentários são ainda mais irreverentes, como o que se prontifica para ajudar o prefeito a mastigar a comida. “Meu prefeito, se o senho quiser eu empresto a chapa de voinha pra não desgastar seu dentinho”, diz o comentário, que no momento em que foi visto para esta matéria, contava com 6.671 curtidas.
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)
Imagem: Reprodução/Instagram
Mas afinal, o que essa popularidade pode significar no longo prazo, quando se trata de política e campanha eleitoral? Ao LeiaJá, o sociólogo Maurício Garcia, diretor de relações institucionais da Associação Brasileira de Pesquisadores Eleitorais (Abrapel), explica que mesmo com as novas ferramentas à disposição para se comunicar e se expressar, o comportamento humano se mantém similar ao que era antes da era da tecnologia e acesso à informação. “Antigamente esses fenômenos já ocorriam, mas o tempo e a estrutura para sua disseminação eram mais ‘orgânicos’, mais lentos e dificilmente atingiam tantas pessoas, mas já existiam”, comenta.
“Essa identificação com João Campos só existe e se torna viral porque elas têm aderência na sociedade. As pessoas ‘compram’ essas versões e embarcam nela. Mas o grande ponto é que explodem de sucesso, tornam-se virais porque elas têm lastro, têm aderência e isso é uma conquista do carisma e, principalmente, das ações e entregas do prefeito pela cidade”, continua o especialista.
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)
Imagem: Reprodução/Instagram
Equipe de marketing preparada
Apesar de a repercussão do meme nas redes sociais do prefeito ter acontecido de forma orgânica, como comentou o sociólogo, muitas pessoas percebem que houve um grande aproveitamento por parte da equipe de marketing da gestão, que entrou na onda para criar conteúdos mais atraentes para todos os públicos. Os resultados obtidos por essa dinâmica vêm de uma combinação de fatores, que incluem o carisma do prefeito e as entregas da prefeitura.
“(...) São ingredientes de uma bem azeitada engrenagem de comunicação que o cerca, de maneira bastante eficiente. Se ele não tivesse entregado, se ele estivesse em débito com a população, ou estivesse mentindo, mesmo que tivesse o maior carisma do mundo, não seria o sucesso que tem sido. É um bem-acabado exemplo de boa utilização do marketing governamental, ou administrativo, por enquanto diferente do marketing político, com caráter eleitoral. Mas esse já está gestado em paralelo com o administrativo. Esse é o roteiro bem-feito”, analisa Garcia.
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)
Imagem: Reprodução/Instagram
Mirando a campanha eleitoral
A crescente popularidade de João Campos nas redes, além dos bons números que ele apresenta em pesquisas oficiais, faz gerar a certeza de sua reeleição no pleito de 2024, ou ao menos ter uma boa dianteira de seus concorrentes, como explica Maurício Garcia. “A estratégia dele é acumular o máximo desse capital para entrar na campanha com ‘várias voltas à frente’ dos concorrentes. Ao ponto até, e isso claramente já está ocorrendo, de assustar os adversários e eliminá-los da disputa”, comenta.
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)
Imagem: Reprodução/Instagram
No entanto, é preciso levar em consideração os públicos que de fato interagem com as publicações. É comum que os usuários que comentam no perfil do prefeito, que passou recentemente da marca de 1 milhão de seguidores, sejam de outras cidades, ou até mesmo de outros estados. Segundo a doutora em ciência política, Priscila Lapa, pensar que o bom rendimento nas redes vai reverter votos automáticos em João Campos pode ser considerado uma “ilusão”. É possível que haja uma transferência de votos por outros fatores, ela explica.
“Quando você tem contexto de alianças políticas, quando você olha pro contexto, no caso que é uma eleição municipal, mas você tem um plano de fundo estadual, você tem um plano de fundo nacional que precisa também ser considerada porque essas orientações políticas macro também orientam o direcionamento do eleitor. A pessoa pode gostar muito da performance de João, simpatizar com agradar da forma como ele age nas redes sociais, mas não querer votar nele, não ser eleitor dele. Isso pode acontecer, isso na verdade acontece”, afirma Lapa à reportagem.
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)
Imagem: Reprodução/Instagram
Para além da dianteira que um prefeito em mandato já tem, por natureza, a uma possível reeleição, Campos possui “meio caminho andado” com ajuda dessa popularidade digital, de acordo com a explicação de Lapa, mas que não necessariamente garante a vitória nas urnas. O desafio, no entanto, é ganhar outros espaços na opinião pública, protagonismo, pautar a agenda política, entre outros fatores, como diz a doutora.
“Você precisa de recursos que geralmente garantem vitórias, que é a aliança, você precisa fazer espaços de palanque, você precisa de inserção nas comunidades, você precisa ter uma agenda clara para atender à demanda dessas comunidades, e você precisa de recurso financeiro, realmente para poder fazer entregas que possam reverter em voto. Então é um é um é meio caminho andado, cria um pioneirismo cria um favoritismo, mas não necessariamente garante a eleição da pessoa”, avalia.
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)
Imagem: Reprodução/Instagram
Oposição poderá ter trabalho extra
De fato, a corrida eleitoral de 2024 no Recife será uma arena interessante de observar, principalmente em relação a como os candidatos concorrentes vão se comportar e levantar as fraquezas de seus adversários, em especial João Campos. Priscila Lapa afirma que a atuação da oposição é um movimento natural dentro de qualquer democracia, permitindo que “existam forças de oposição atuante e que possam também influenciar o comportamento e a opinião das pessoas”.
O que a especialista avalia, no entanto, é como esses espaços do contraditório e do questionamento serão utilizados pela oposição. “(...) o que se coloca como desafio pra essa oposição, é encontrar as lacunas de opinião pública que sejam capazes, suficientes, pra gerar um efeito contrário, um efeito de contraditar, de poder fazer com que, por exemplo, o gestor fique na defensiva, que ele saia da postura ativa que ele assumiu (...)”, comenta.
“Por exemplo, é muito comum a oposição ganhar força e visibilidade quando ela consegue dizer que uma obra desperdiçou recurso público, ficou inacabada, quando ela foi feita de uma forma digamos assim, de alguma maneira suspeita, e aí você coloca o gestor numa posição defensiva e não mais numa posição ofensiva, pensando em estratégia. E aí desse ponto de vista a oposição sim tem tido sim muita dificuldade porque ela foi claramente colocada nessa condição reativa e não na posição pautar o comportamento do ator do executivo”, conclui.
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