Até 78% dos caminhantes fariam uma rota mais desafiadora, com obstáculos como vigas de equilíbrio, trampolins e degraus altos, descobriu a pesquisa. As descobertas sugerem que fornecer rotas de 'Paisagem Ativa' em áreas urbanas...
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)
Colagem imaginando uma rota desafiadora de 'Urbanismo Ativo' aplicada a Sermon Lane em Londres - Crédito: Ana Boldina
"Os pedestres podem ser empurrados para uma gama mais ampla de atividades físicas por meio de pequenas mudanças na paisagem urbana"
Ana Boldina
Milhões de pessoas no Reino Unido não estão atingindo as metas recomendadas de atividade física. Exercitar-se 'em movimento' é a chave para mudar isso, mas embora caminhar ao longo de uma calçada seja melhor do que nada, não causa aumento significativo na frequência cardíaca, portanto, apenas se qualifica como exercício leve. Caminhar também não melhora significativamente o equilíbrio ou a densidade óssea, a menos que inclua pular, equilibrar e descer.
Mas os adultos optariam por essas rotas 'divertidas' se tivessem escolha? Um estudo conduzido pela Universidade de Cambridge publicado hoje na revista Landscape Research sugere que, com o design certo, a maioria o faria.
Pesquisas anteriores sobre 'escolhas de rota saudáveis' se concentraram na probabilidade das pessoas de caminhar em vez de usar o transporte. Mas este estudo examinou a probabilidade de as pessoas escolherem uma rota mais desafiadora em vez de uma convencional e quais características de design influenciaram suas escolhas.
A principal autora, Anna Boldina, do Departamento de Arquitetura da Universidade de Cambridge, disse: “Mesmo quando o aumento no nível e extensão do nível de atividade é modesto, quando milhões de pessoas estão usando paisagens urbanas todos os dias, essas diferenças podem ter um grande impacto positivo sobre saúde pública”.
“Nossas descobertas mostram que os pedestres podem ser levados a uma gama mais ampla de atividades físicas por meio de pequenas mudanças na paisagem urbana. Queremos ajudar os formuladores de políticas e designers a fazer modificações que melhorem a saúde física e o bem-estar”.
Boldina começou esta pesquisa depois de se mudar de Coimbra, em Portugal – onde se viu escalando colinas e paredes antigas – para Londres, que ela achou muito menos desafiadora fisicamente.
Trabalhando com o Dr. Paul Hanel, do Departamento de Psicologia da Universidade de Essex, e o professor Koen Steemers, de Cambridge, Boldina convidou quase 600 residentes do Reino Unido para comparar imagens fotorrealistas de rotas desafiadoras – incorporando várias pedras, vigas de equilíbrio e degraus altos – com pavimentos convencionais.
Os participantes viram imagens de rotas de asfalto desafiadoras e convencionais e foram questionados sobre qual rota escolheriam. Os pesquisadores testaram uma série de parâmetros encorajadores/desencorajadores em diferentes cenários, incluindo travessia de água, atalhos, esculturas incomuns e presença/ausência de corrimão e outras pessoas. Os participantes foram solicitados a pontuar o quão desafiador eles achavam que o percurso seria de 1 (tão fácil quanto caminhar no asfalto) a 7 (eu não seria capaz de fazê-lo).
Oitenta por cento dos participantes do estudo optaram por uma rota desafiadora em pelo menos um dos cenários, dependendo do nível percebido de dificuldade e das características do projeto. Onde uma opção desafiadora era mais curta do que uma rota convencional, isso aumentava a probabilidade de ser escolhido em 10%. A presença de corrimão alcançou um aumento de 12%.
Importância para a saúde
A OMS e o NHS recomendam pelo menos 150 minutos de atividade 'moderada' ou 75 minutos de atividade 'vigorosa' ao longo de uma semana, incluindo uma variedade de atividades destinadas a melhorar os ossos, músculos e agilidade para se manter saudável. Além disso, adultos com mais de 65 anos são aconselhados a realizar exercícios de força, flexibilidade e equilíbrio.
Boldina disse: “O corpo humano é uma máquina muito complexa que precisa de muitas coisas para continuar funcionando de forma eficaz. Andar de bicicleta e nadar são ótimos para o coração e para os músculos das pernas, mas fazem muito pouco para a densidade óssea.”
“Para melhorar a saúde cardiovascular, a densidade óssea e o equilíbrio de uma só vez, precisamos adicionar uma gama mais ampla de exercícios às nossas caminhadas diárias de rotina.”
Psicologia de escolha
O co-autor, Dr. Paul Hanel, disse: “As crianças não precisam de muito incentivo para experimentar uma trave de equilíbrio, mas queríamos ver como os adultos responderiam e, em seguida, identificar modificações de design que os tornassem mais propensos a escolher uma rota desafiadora”.
“Descobrimos que, embora constrangimento, ansiedade, cautela e pressão dos colegas possam afastar alguns adultos, a grande maioria das pessoas pode ser persuadida a seguir uma rota mais desafiadora, prestando muita atenção ao design, segurança, nível de dificuldade, localização e sinalização.”
A proporção de participantes que estavam dispostos a escolher uma rota mais desafiadora variou de 14% para uma rota específica de trave de equilíbrio a 78% para uma rota envolvendo degraus largos e baixos e um tronco com corrimão. As rotas menos intimidadoras foram aquelas com vigas de equilíbrio largas e de aparência estável e degraus largos, especialmente com a presença de corrimãos.
Os pesquisadores sugerem que as rotas que incorporam desafios mais difíceis, como pistas de obstáculos e travessas de equilíbrio estreitas, devem ser colocadas em áreas com maior probabilidade de serem frequentadas por usuários mais jovens.
Os participantes expressaram uma série de razões para escolher rotas desafiadoras. Sem surpresa, o estudo descobriu que rotas desafiadoras, que também funcionavam como atalhos, eram atraentes. Até 55% dos participantes escolheram essas rotas. Os pesquisadores também descobriram que o design de calçadas, iluminação e canteiros de flores, bem como a sinalização, ajudaram a estimular os participantes a escolher rotas mais desafiadoras. Muitos participantes (40%) disseram que a visão de outras pessoas seguindo uma rota desafiadora os encorajou a fazer o mesmo.
Os participantes que escolheram rotas convencionais muitas vezes tiveram preocupações com a segurança, mas a introdução de medidas de segurança, como corrimãos, aumentou a aceitação de algumas rotas. Os corrimãos próximos a uma rota de trampolim aumentaram a absorção em 12%.
Para testar se a tendência de escolher rotas desafiadoras estava ligada a fatores demográficos e de personalidade, os participantes responderam a perguntas sobre idade, sexo, hábitos, saúde, ocupação e traços de personalidade (como busca por sensações ou ansiedade geral).
Os pesquisadores descobriram que pessoas de todos os níveis de atividade têm a mesma probabilidade de escolher uma rota desafiadora. Mas para as rotas mais difíceis, os participantes que praticavam regularmente exercícios de força e equilíbrio eram mais propensos a escolhê-los.
Os participantes mais velhos apoiaram o conceito tanto quanto os mais jovens, mas eram menos propensos a optar por rotas mais desafiadoras para si próprios. No entanto, em todas as faixas etárias, apenas uma pequena porcentagem dos participantes disse que evitaria completamente as opções de aventura.
O estudo aplica a ideia de “Arquitetura de Escolha” (tornando as boas escolhas mais fáceis e as escolhas menos benéficas mais difíceis) mais a “Teoria da diversão”, uma estratégia pela qual a atividade física se torna mais emocionante; bem como alguns dos princípios-chave da persuasão: prova social, simpatia, autoridade e consistência.
Trabalho futuro
Os pesquisadores esperam realizar experimentos em locais de teste físicos para ver como as intenções se convertem em comportamento e para medir como as mudanças nos hábitos melhoram a saúde. Enquanto isso, Boldina continua apresentando suas descobertas aos formuladores de políticas.
Os críticos podem questionar a acessibilidade e a relação custo-benefício da introdução de 'rotas de paisagem ativa' no ambiente econômico atual.
Em resposta, os pesquisadores argumentam que a instalação de degraus em uma área gramada pode ser mais barata do que colocar e manter pavimentos de asfalto convencionais. Eles também apontam que essas medidas poderiam economizar muito mais dinheiro para os governos, reduzindo a demanda por cuidados de saúde relacionados à falta de exercício.
Referência
A Boldina et al., ' Paisagem ativa e arquitetura de escolha: Encorajando o uso de rotas urbanas desafiadoras para condicionamento físico ', Pesquisa de paisagem (2022). DOI: 10.1080/01426397.2022.2142204