O modelo na³rdico hámuito éapontado como a aspiraça£o para políticas sociais e públicas na Europa e na Amanãrica do Norte, mas o que hána Finla¢ndia que torna opaís tão bem-sucedido e, aparentemente, um lugar tão bom para se viver?
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)
Crédito: Shutterstock Finlandeses são classificados como os mais felizes do mundo pelo terceiro ano consecutivo
Em 2018, 2019 e 2020, o Relata³rio Mundial da Felicidade classificou a Finla¢ndia como opaís mais feliz do mundo, tanto para sua população total quanto para os imigrantes la¡. Os Estados Unidos e o Reino Unido foram colocados em danãcimo oitavo (danãcimo quinto para imigrantes) e danãcimo nono (viganãsimo para os imigrantes), respectivamente.
O modelo na³rdico hámuito éapontado como a aspiração para políticas sociais e públicas na Europa e na Amanãrica do Norte, mas o que hána Finla¢ndia que torna opaís tão bem-sucedido e, aparentemente, um lugar tão bom para se viver?
Na busca pelo melhor de todas as sociedades, o professor Danny Dorling da Escola de Geografia e Meio Ambiente, e a coautora Annika Koljonen, exploram o que pode ser aprendido com opaís mais justo da Europa, por que teve tanto sucesso, com que consequaªncias, e o que não funciona bem quando a igualdade étão alta em um livro recanãm-publicado, 'Finntopia'.
O professor Danny Dorling explica mais:
Como surgiu 'Finntopia' e quais os temas principais que explora ?Â
Eu dei uma palestra na cidade de Cambridge para um grupo local, que se formou hálguns anos para fazer campanha por maior igualdade local. Como Oxford, Cambridge émuito dividida socialmente, por algumas medidas pode reivindicar ser a mais dividida economicamente dopaís. Oxford vem em segundo lugar - por exemplo, basta olhar para quanto os resultados dos exames atribuados a criana§as que vivem na cidade de Oxford variam de acordo com o local onde nasceram e o quanto ricos ou pobres são seus pais. Os resultados desses exames são quase todos sobre ca³digos postais e privilanãgios, mas, em sociedades muito desiguais, muitas pessoas podem ter pouca ideia sobre isso. Em Cambridge, expliquei que essa situação seria engraçada, se não fosse tão triste.
Annika Koljonen era volunta¡ria no grupo de campanha. Ela era então uma estudante na Inglaterra, mas foi criada principalmente na Finla¢ndia. O que eu estava dizendo foi extremamente claro para ela, porque ela viu o que acontece em umpaís mais justo, a Finla¢ndia - quanto menos pessoas iludidas existem e o que um sistema educacional mais justo pode alcana§ar, tanto na redução da ilusão quanto no aumento da capacidade genuana . 'Finntopia' aborda muitos aspectos da vida na Finla¢ndia, mas hámuito também sobre infa¢ncia, educação e resultados sociais posteriores.
Então, qual éo segredo da felicidade da Finla¢ndia?Â
A população da Finla¢ndia, mais do que qualquer outra na Terra ... percebe que o que ela tem ... émuito bom
Em suma, a população da Finla¢ndia, mais do que qualquer outra na Terra no momento, percebe que o que tem, com o que estãovivendo - individualmente e coletivamente - émuito bom. Por muito bom, não quero dizer perfeito, mas - considerando todas as coisas - muito bom.
Os finlandeses, então, em conjunto, traduzem essa percepção para a maior proporção de respostas positivas registradas por pessoa em pesquisas mundiais de felicidade, e o fizeram em cada um dos últimos três anos. A frase 'todas as coisas consideradas' éimportante aqui. As expectativas do povo finlandaªs são realistas. Eles também estãocientes do que alcana§aram em tantas esferas da vida. Nãose trata apenas de sucesso educacional, mas, mais importante, de saúde, onde, hálguns anos, a Finla¢ndia registrou a mortalidade infantil mais baixa que o mundo já conheceu. Ha¡ menos pais enlutados na Finla¢ndia do que em qualquer outro lugar, per capita. A Finla¢ndia estãoentre os três primeiros, geralmente sendo o primeiro, em mais de 100 estatasticas sociais semelhantes. Mas os finlandeses não são presuna§osos ou complacentes.
A Finla¢ndia pode ser alcana§ada ou ultrapassada?Â
a‰ inevita¡vel que a Finla¢ndia não mantenha a primeira posição para sempre. Na verdade, ocupar essa posição por três anos énota¡vel e pode muito bem ter um pouco a ver com sorte e variação da amostra na pesquisa e nas medidas usadas.
Existem vários outrospaíses onde as pessoas são quase tão felizes quanto na Finla¢ndia; em qualquer momento, um dessespaíses pode, muito provavelmente, ocupar o primeiro lugar. Sera¡ interessante assistir, e a pandemia pode ter um papel importante no ranking do pra³ximo ano. A vizinha Suanãcia, atualmente ocupa o sanãtimo lugar em felicidade, mas seu povo pode expressar um pouco mais de felicidade do que o da Finla¢ndia porque seus movimentos e atividades não eram tão restritos durante o confinamento. Alternativamente, opaís que ficou em oitavo lugar em 2020, a Nova Zela¢ndia, pode repentinamente saltar para a pole position, se seus cidada£os decidirem que realmente desfrutaram do isolamento global e de um conjunto muito mais ragido de políticas governamentais sobre viagens durante a pandemia. Teremos que esperar para ver.
No longo prazo, o sucesso da Finla¢ndia seria ver suas medidas adotadas em outros lugares e outrospaíses registrarem classificações semelhantes ou atémais altas. Isso também pode acontecer se os finlandeses decidirem que o que eles tem, dada a vantagem que conquistaram agora, não ébom o suficiente no futuro se eles não continuarem melhorando.
Como vocêacha que o etos dopaís pode ter ajudado em sua abordagem ou resposta a uma pandemia global?Â
Ser cauteloso certamente ajudou ... o equipamento de proteção individual foi armazenado na Finla¢ndia desde, pelo menos, a pandemia de gripe de 1957
Ser cauteloso certamente ajudou. Isso ajudou diretamente no fato de que o equipamento de proteção individual foi armazenado na Finla¢ndia desde, pelo menos, a pandemia de gripe de 1957.
A Finla¢ndia estava pronta de maneiras quepaíses, como os quatro que compõem o Reino Unido, não estavam. O serviço de saúde na Finla¢ndia também estava em um estado muito mais robusto do que o serviço de saúde no Reino Unido (o gasto paºblico na Finla¢ndia tem sido muito mais alto hámuitos anos). No entanto, o Reino Unido tem um serviço nacional de saúde, que ainda era principalmente paºblico, os Estados Unidos não.
A Finla¢ndia tem muito mais coisas que teriam ajudado, se a pandemia tivesse se estabelecido bem na Finla¢ndia (o que não aconteceu): um melhor sistema de segurança social e emprego éum bom exemplo. A Finla¢ndia não teria se preocupado com as pessoas que estavam sem-teto pegando e espalhando a doena§a, porque quase ninguanãm ésem-teto na Finla¢ndia.
Finalmente, os polaticos na Finla¢ndia renunciam ao menor indacio de corrupção ou incompetaªncia; e a população da Finla¢ndia elege polaticos competentes. Fazer o oposto leva a resultados ruins de pandemia.
Se este livro pudesse ajudar a realizar uma mudança, o que vocêgostaria que fosse e por quaª?
Espero que o livro possa dar mais esperana§a a s pessoas, especialmente os adultos mais jovens e criana§as em idade escolar. Muitos pensam que as pessoas estãocondenadas, pois a emergaªncia climática não étratada e a biodiversidade continua a ser dizimada. Eu visito escolas e as criana§as me dizem que os biliona¡rios levaram quase tudo para todos os lugares e não háesperana§a. Conhea§o estudantes universita¡rios e jovens empregados que pensam que passara£o o resto de suas vidas lutando para pagar aluguel aos proprieta¡rios, que tera£o mais fanãrias e ficara£o ainda mais ricos a s suas custas.
Conhea§o muitas pessoas que pensam que tudo estãopiorando em todos os lugares e que não percebem que todos os estados da UE28 eram mais justos do que o Reino Unido, ou que estados como a Finla¢ndia já estãocomprometidos em serem neutros em carbono - décadas antes do Reino Unido. Gostaria que as pessoas soubessem o que épossível e também percebessem quanto tempo demorou e quanto esfora§o foi necessa¡rio. O que a Finla¢ndia alcana§ou não aconteceu da noite para o dia; mas a maior parte do mundo tem mais em comum com a Finla¢ndia do que com os antigos estados dominantes, como os EUA e o Reino Unido.
O que a Finla¢ndia alcana§ou não aconteceu da noite para o dia; mas a maior parte do mundo tem mais em comum com a Finla¢ndia do que com ... antigos estados dominantes no mundo, como os EUA e o Reino Unido
O que o trouxe para a academia e o que impulsiona seus interesses de pesquisaÂ
Eu nunca saa da universidade. Tive muita sorte na escolha de onde iria; e eu tive muita sorte de ter nascido em uma familia onde era considerado normal ir para a universidade. Eu nasci numa anãpoca em que apenas uma criana§a em 50 de uma escola média (não uma escola secunda¡ria) ia para a universidade. Eu quase não tinha ideia do que queria fazer aos 18 anos, mas sabia que queria ir para a universidade, que queria viajar muito desde onde cresci, ver um lugar diferente e que queria estudar ciências sociais e usar matemática e estatastica.
Nãofiquei muito impressionado com os tipos de coisas que eram ensinadas em economia na década de 1980, que pareciam não fazer sentido. Então, escolhi geografia, matemática e um pouco de computação, para evitar ter que recitar teoria econa´mica. Sou movido pela curiosidade e pelo desejo de fazer coisas que de outra forma não seriam feitas. Se outra pessoa pode fazer isso - por que se preocupar? Claro, alguém pode muito bem, mas émais fa¡cil se vocênão imaginar isso!
Portanto, se parece que ninguanãm escreveu um livro sobre opaís mais justo da Europa, sobre seus pontos fortes e fracos, sua história e economia no contexto da igualdade, então, depois de alguns anos de reflexa£o, se a oportunidade surgir - por que não? Principalmente se alguém que sabe mais sobre o assunto do que eu estiver disposto a colaborar comigo.
Para qualquer aspirante a pesquisador la¡ fora, por que vocêo incentivaria a seguir uma carreira em geografia?Â
Em termos de Geografia Humana que mais me interessa no momento, as coisas se tornaram muito mais interessantes. Os estados podem ser vistos como experimentos naturais (ou não naturais) em que vocêpode perguntar - o que acontece, se vocêfez algo na década de 1980, com os resultados muito mais tarde?
Isso não écientafico. Nãotemospaíses suficientes no mundo para fazer estudos cientaficos, mas a Geografia também faz parte das humanidades, junto com a história, e parte das ciências sociais ao lado da polatica. Um motivo mais prático para seguir uma carreira em Geografia éque pode ser relativamente fa¡cil mudar de carreira mais tarde, contanto que vocêfaz o tipo de Geografia que significa que vocêvaloriza habilidades. A maioria dos pesquisadores com quem trabalhei em Geografia e os alunos de pós-graduação mudaram departamentos para trabalhar em áreas como epidemiologia, saúde pública ou polatica social. Contanto que vocêtenha o cuidado de garantir que o que estãofazendo tem valor, uma formação em Geografia pode levar a oportunidades de pesquisa fora da Geografia e também fora da academia.
Danny Dorling éprofessor de Geografia na Escola de Geografia e Meio Ambiente da Universidade. Seu trabalho trata de questões de habitação, saúde, emprego, educação, riqueza e pobreza. Nos últimos anos, sua pesquisa se concentrou na desigualdade econa´mica e, em particular, por que o Reino Unido foi o primeiro e aºnico estado da UE a tentar deixar a unia£o. Em termos mais globais, ele tem observado tendaªncias que indicam que as taxas de crescimento, como demografia e inovação, estãodiminuindo.