“Geografia da desilusão†representa um grande desafio para ospaíses democra¡ticos em todo o continente, de acordo com pesquisadores.
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)
As ruas secunda¡rias de Montpellier, Frana§a - Crédito: Miguel Alca¢ntara
"Amedida que o desencanto aumenta nos sertaµes europeus, a polatica democra¡tica corre o risco de ser corroada por dentro"
Davide Luca
Um novo estudo revela a extensão da divisão polatica que se abre entre a cidade e o campo em toda a Europa, com pesquisas sugerindo que a polarização polatica no século 21 pode ter muito a ver com lugar e localização.
Os pesquisadores da Universidade de Cambridge analisaram os dados da pesquisa coletados entre 2002 e 2018 para avaliar as atitudes sociais e cavicas das pessoas nas cidades, vilas e áreas rurais de 30países europeus.
As descobertas mostram que a divisão polatica em todo o continente segue um 'gradiente' de desencanto e desconfianção na democracia que aumenta a medida que ela se move dos centros urbanos para os subaºrbios, cidades, vilas e para o campo aberto.
As pessoas nas partes mais rurais da Europa tem os naveis mais baixos de confianção no atual sistema polatico de seupaís - e ainda assim são significativamente mais propensas do que suas contrapartes urbanas a realmente votar nas eleições.
Os que estãonos subaºrbios, seguidos pelas cidades e depois pelo campo, tem cada vez mais probabilidade de se verem como politicamente conservadores e tem pontos de vista anti-imigração e anti-UE, enquanto os moradores das cidades tendem para a esquerda.
No entanto, não são as áreas rurais mais pobres onde a desilusão émais forte, e os moradores de pequenas cidades e do campo relatam naveis muito mais altos de satisfação com a vida enquanto expressam insatisfação com as instituições democra¡ticas.
Pesquisadores do Instituto Bennett de Polaticas Paºblicas e do Departamento de Economia Territorial de Cambridge afirmam que o estudo sugere uma "fratura geogra¡fica cada vez mais profunda" nas sociedades europeias, que poderia ver um retorno a s ragidas divisaµes políticas urbano-rurais do inicio do século 20.
“Aqueles que vivem fora dos principais centros urbanos da Europa tem muito menos féna polaticaâ€, disse o coautor do estudo, Professor Michael Kenny, do Instituto Bennett.
“O crescimento do desencanto em áreas mais rurais forneceu solo fanãrtil para partidos e causas nacionalistas e populistas - uma tendaªncia que parece destinada a continuar.â€
“Os polaticos tradicionais que buscam reconquistar os residentes de pequenas cidades e vilarejos devem fornecer oportunidades econa´micas, mas também precisam lidar com os sentimentos de desconexão da polatica dominante e asmudanças associadas a uma economia mais globalizadaâ€, disse ele.
Em toda a Europa Ocidental, os residentes de áreas rurais tem em média 33,5% mais probabilidade de votar do que aqueles em cidades do interior, mas 16% menos probabilidade de relatar um aumento de uma unidade em sua confianção nos partidos polaticos em uma escala de 0 a 10. Eles também são muito menos propensos a se envolver em ações políticas, como protestos e boicotes.
O conservadorismo aumenta gradativamente a medida que os locais mudam do subaºrbio para a cidade e para o campo. Os europeus em áreas rurais tem em média 57% mais probabilidade de se sentir um ponto mais pra³ximo a direita no espectro polatico (em uma escala de dez pontos em que cinco éo centro) do que um morador da cidade.
Quando questionados se a migração e a UE 'enriquecem a cultura nacional', os europeus rurais tem 55% mais probabilidade do que os das cidades de discordar em uma unidade em uma escala de dez unidades.
No entanto, em questões de estado de bem-estar e confianção na polacia - ambos ica´nicos nas batalhas reta³ricas do pa³s-guerra entre esquerda e direita - nenhuma divisão urbano-rural foi detectada. “As preocupações com a lei e o bem-estar podem não ser mais a chave para a geografia polatica da Europa em nossa nova era populistaâ€, disse Kenny.
No ano passado, uma pesquisa do Instituto Bennett revelou um declanio global na satisfação com a democracia, e o estudo mais recente sugere que - pelo menos na Europa - isso émais agudo nas áreas rurais.
Depois de descontar caracteristicas que normalmente se pensavam influenciar as atitudes políticas, desde a educação atéa idade, os pesquisadores ainda descobriram que as pessoas em moradias rurais eram 10% mais propensas do que os urbanos a relatar uma queda de uma unidade na satisfação democra¡tica (em uma escala de 0 a 10).
“Descobrimos que háuma geografia nos padraµes atuais de desilusão polaticaâ€, disse o Dr. Davide Luca, do Departamento de Economia da Terra, coautor do estudo agora publicado no Cambridge Journal of Regions, Economy and Society .
“Amedida que o desencanto aumenta no interior da Europa, a polatica democra¡tica corre o risco de ser corroada por dentro por pessoas que se engajam nas eleições, mas não confiam no sistema e são atraadas por partidos populistas e anti-sistema.â€
Das 30 nações analisadas - a UE27 mais a Noruega, a Suaa§a e o Reino Unido - a Frana§a teve a divisão urbano-rural mais acentuada em atitudes políticas. “Grandes cidades como Paris e Lyon são vistas como altamente globalizadas e cheias de boaªmios apelidados de 'bobos', enquanto pequenas cidades e áreas rurais são habitadas principalmente por imigrantes de longa data e pelas classes trabalhadoras indagenasâ€, disse Luca.
Embora menos pronunciada em todo o Canal, a tendaªncia ainda estãomuito em evidência no Reino Unido. “Cambridge éum excelente exemploâ€, explica Luca. “O centro hospeda os principais laboratórios e empresas do mundo, embora a grande Cambridge seja uma das cidades menos iguais do Reino Unido - e as cidades mercantis dos pa¢ntanos estãoainda mais desconectadas do centro hiperglobalizado da cidade.â€
Luca acrescentou: “O envelhecimento da população em pequenas cidades e vilarejos, combinado com anos de austeridade, pressionou os servia§os paºblicos nas áreas rurais - servia§os que geralmente são essenciais para as conexões sociais necessa¡rias para o desenvolvimento de uma comunidade.
“Reavivar esses servia§os pode ser a chave para reduzir as divisaµes políticas emergentes entre as populações urbanas e rurais em toda a Europa.â€