Boom desigual do ciclismo: as bicicletas estãocada vez mais se transformando em sambolos de status
Os moradores das cidades com educação superior agora pedalam três vezes mais do que aqueles que vivem em áreas rurais com educação inferior.
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)
Crédito: PixabayÂ
Em 2018, os moradores das cidades da Alemanha com altonívelde escolaridade (Abitur) pedalaram 70 minutos por semana em média, o dobro de 1996. Para os moradores de áreas menos urbanas sem Abitur, no entanto, quase nada mudou nesse período. Os moradores das cidades com educação superior agora pedalam três vezes mais do que aqueles que vivem em áreas rurais com educação inferior.Â
O socia³logo Dr. Ansgar Hudde do Instituto de Sociologia e Psicologia Social (ISS) da Universidade de Cola´nia explorou a conexão entre mobilidade de bicicleta eníveleducacional , avaliando mais de 800.000 viagens feitas por mais de 55.000 entrevistados. Os dados são do Painel Alema£o de Mobilidade (MOP) e do Painel Socioecona´mico (SOEP) para os anos de 1996 a 2018, bem como do estudo BMVI "Mobility in Germany 2017". Suas descobertas estãoresumidas em dois artigos publicados no Journal of Transport Geography .
O socia³logo atribui grande parte do boom do ciclismo ao aumento dos naveis de educação. "Os dados mostram uma forte correlação entre a mobilidade da bicicleta e onívelde educação", disse Hudde. "Ha¡ cada vez mais pessoas com ensino superior, e cada vez mais eles andam de bicicleta. Ambas as tendaªncias continuam de forma constante." Com relação aos moradores das cidades , o Dr. Ansgar Hudde também estudou por que as pessoas com um grau mais alto de educação usam bicicletas com mais frequência pessoas com naveis de escolaridade mais baixos. Uma explicação parcial éque as pessoas com diploma universita¡rio são um pouco mais propensas a viver em cidades e bairros amigos da bicicleta.
No entanto, uma análise estatastica completa dos dados deixou claro que as diferenças educacionais também são evidentes dentro das cidades e bairros. "Indivaduos com diploma universita¡rio são quase 50% mais propensos a usar bicicletas do que aqueles sem diploma universita¡rio , mantendo fatores como idade, sexo e local de residaªncia constantes na análise. No geral, os resultados indicam claramente que éo pra³prioníveleducacional que leva a mais ciclismo", disse Hudde.Â
Portanto, Hudde explorou a questãode por que onívelde educação influencia se e quanto as pessoas andam de bicicleta. Pesquisas anteriores mostraram que as pessoas não escolhem seus meios de transporte apenas em função do custo ou do tempo de viagem. Em vez disso, eles também o escolhem de acordo com o que simboliza e qual mensagem envia a terceiros. Um carro caro pode expressar muita riqueza e sucesso profissional, mas pouca saúde ou consciência ambiental. "Com a bicicleta, éexatamente o contra¡rio. Pessoas com maior qualificação educacional geralmente não correm o risco de serem vistas como pobres ou malsucedidas profissionalmente - mesmo que estejam na estrada com uma bicicleta barata. Em vez disso, podem ganhar status pedalando se eles se mostrarem modernos, preocupados com a saúde e ambientalmente conscientes", explicou Hudde. "Em contraste,pessoas com umnívelde educação mais baixo podem ser mais propensas a usar um carro caro como sambolo de status para mostrar que 'conseguiram'."
As descobertas tem implicações sociais de longo alcance. Pessoas com naveis de escolaridade mais baixos são mais propensas a ter menos recursos financeiros e, em média, pior saúde. Como um meio de transporte barato e sauda¡vel, a bicicleta pode mitigar essas desigualdades osmas o oposto éverdadeiro hoje. Muitas cidades estãopromovendo o ciclismo e redistribuindo o espaço via¡rio de carros para bicicletas. No momento, no entanto, essas medidas beneficiam principalmente os mais instruados. O Dr. Ansgar Hudde resume: "Se os formuladores de políticas conseguirem tornar o ciclismo atraente para todos, isso significara¡ cidades mais habita¡veis, melhor saúde, mais proteção ambiental e menos desigualdade social".Â