A pobreza e a desigualdade aumentara£o potencialmente em toda a Europa, com os trabalhadores pobres perdendo até16% da renda e a coesão social entre ospaíses também sendo prejudicados por medidas de bloqueio da pandemia, de acordo com pesquisa
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)
Crédito: Shutterstock. A pobreza e a desigualdade ira£o potencialmente aumentar em toda a Europa, com os trabalhadores pobres perdendo até16% da renda e a coesão social entre ospaíses também sendo prejudicados por medidas de bloqueio pandaªmico
A pobreza e a desigualdade aumentara£o potencialmente em toda a Europa, com os trabalhadores pobres perdendo até16% da renda e a coesão social entre ospaíses também sendo prejudicados por medidas de bloqueio da pandemia, de acordo com uma pesquisa econa´mica da Universidade de Oxford.
Em um relatório deste maªs, o Dr. Juan Palomino , do Departamento de Polatica Social e Intervenção de Oxford e do Instituto para um Novo Pensamento Econa´mico , juntamente com colegas de pesquisa econa´mica da Universidad Complutense de Madrid , descreve como medidas econa´micas de emergaªncia para enfrentar a pandemia resultaram em um 'impacto desigual sobre os trabalhadores de diferentes ocupações e indaºstrias' com trabalhadores mais pobres -que tendem a ter uma menor capacidade de continuar trabalhando durante o bloqueio- sofrendo a maior perda salarial Eles mantem, 'Nossa análise revela um aumento potencial considera¡vel na pobreza e na desigualdade atravanãs da Europa.'
O Dr. Palomino disse: 'O bloqueio e o fechamento parcial das atividades econa´micas foram cruciais para desacelerar a pandemia e salvar vidas, mas não hádaºvida de que o impacto econa´mico do COVID-19 foi drama¡tico.
“As nossas conclusaµes indicam que o fardo da pandemia serádesproporcionalmente suportado pelos trabalhadores com baixos sala¡rios que, na ausaªncia de políticas compensata³rias, aumentara¡ significativamente a pobreza e a desigualdade em toda a Europaâ€.
Os nossos resultados indicam que o fardo da pandemia serádesproporcionalmente suportado pelos trabalhadores com baixos sala¡rios que, na ausaªncia de políticas compensata³rias, aumentara¡ significativamente a pobreza e a desigualdade em toda a Europa
Os acadaªmicos simularam o impacto da pandemia em todo o continente, assumindo um cena¡rio conservador - de um bloqueio de dois meses - e uma situação mais grave de um fechamento parcial de seis meses após um bloqueio de dois meses. Em ambos os casos, observou-se que a pobreza e a desigualdade aumentaram significativamente em toda a Europa, com impactos diferentes, dependendo da força das economias dospaíses.
Na ausaªncia de medidas compensata³rias por parte dos governos, o cena¡rio mais conservador prevaª uma perda média de 10% para os pobres, enquanto a desigualdade salarial aumenta 3,5% em uma base continental. Enquanto isso, o cena¡rio mais grave mostra uma taxa de perda de 16,2% dos rendimentos dos trabalhadores pobres e um aumento de 9,4% no andice de pobreza.
De acordo com o relatório, a pesquisa revela que as medidas de bloqueio também podem ter piorado a coesão social em toda a Europa, tanto dentro como entre ospaíses. A desigualdade entre ospaíses aumentou em até4% nas simulações econa´micas da equipe, enquanto a desigualdade dentro dospaíses aumentou em até12,1%.
Nossa análise revela que os períodos de bloqueio e desaceleração ira£o potencialmente aumentar a pobreza e a desigualdade de maneira considera¡vel em todos ospaíses europeus, mesmo sem levar em conta os efeitos secunda¡rios
E alertaram: 'Essas diferenças entre as áreas europeias ficam maiores com a severidade das medidas necessa¡rias para combater e prevenir a infecção por COVID-19'.
O sul e o leste da Europa suportam a maior parte do impacto econa´mico, de acordo com a pesquisa, que constatou "um maior aumento da pobreza e da desigualdade ... do que no norte e no centro da Europa". A equipe observa, 'Os trabalhadores tendem a ter uma capacidade menor e mais desigualmente distribuada de trabalhar sob paralisação e distanciamento social nas economias do Leste e Sul da Europa do que nospaíses do Norte e Centro da Europa.'
O Dr. Palomino acrescentou, 'Nossa análise revela que os períodos de bloqueio e redução da escalada ira£o potencialmente aumentar a pobreza e a desigualdade de forma considera¡vel em todos ospaíses europeus, mesmo sem levar em conta os efeitos secunda¡rios. Dado que o relaxamento precoce das medidas de contenção pode ter efeitos devastadores para a saúde dos cidada£os, defendemos políticas públicas que aliviem as consequaªncias distributivas que o bloqueio pode ter. '
 O Dr. Juan G. Rodraguez e a Dra. Raquel Sebastian, da Universidad Complutense de Madrid , foram coautores do artigo,