A pesquisa, liderada pelo professor Warwick McKibbin e Roshen Fernando, modelou seis novos cenários do impacto do coronavarus na economia mundial .
Domanio paºblico
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)
A economia global pode perder atéUS $ 21,8 trilhaµes de da³lares apenas em 2020 devido ao COVID-19, de acordo com nova análise da Universidade Nacional da Austra¡lia (ANU).
A pesquisa, liderada pelo professor Warwick McKibbin e Roshen Fernando, modelou seis novos cenários do impacto do coronavarus na economia mundial .
Os cenários variam de conter COVID-19 em meados de 2020 a ondas contanuas do varus ao longo de vários anos. Os pesquisadores também criaram um painel on-line para exibir seus resultados.
O professor McKibbin disse que, mesmo na melhor das hipa³teses, a economia global perdera¡ US $ 14,7 trilhaµes de da³lares.
"a‰ um enorme sucesso, e essa perda ébaseada no pior do COVID-19 ter terminado em meados de 2020, mas com uma segunda onda menor em 2021", disse ele. "Nossa modelagem mostra que se o varus não estiver contido ou se houver ondas em andamento, as perdas econa´micas subira£o bastante. Quanto mais ondas tivermos, mais perdas poderemos esperar. No nosso quarto cena¡rio, que vaª duas ondas de COVID -19 em 2020 e outros dois em 2021, a perda sobe para US $ 21,8 trilhaµes. Nãohádaºvida de que o COVID-19 éum choque negativo significativo para a economia mundial, e nossa modelagem deixa isso claro ".
"A experiência atual com a pandemia do COVID-19 revelou problemas profundos em instituições existentes nonívelsupernacional e dentro dospaíses". Professor McKibbin disse. "Embora as políticas precisem ser projetadas e implementadas emnívelnacional, para a maioria dos problemas previsaveis, épreciso haver maior cooperação entre ospaíses. O COVID-19 mostra a loucura das políticas e políticas isolacionistas quando o mundo natural ignora os limites artificiais".
Os pesquisadores também modelaram a perda total para a economia global entre 2020 e 2025. Nesses cenários, o impacto inicial do COVID-19 em 2020 tem um "efeito cascata" contanuo em cinco anos devido a declanios sustentados na atividade econa´mica.
No pior cena¡rio , que vaª quatro ondas do varus em dois anos, mas apenas travamentos no primeiro ano, as perdas totais acumuladas em cinco anos para o mundo equivalem a US $ 35,3 trilhaµes. Na melhor das hipa³teses, com o COVID-19 amplamente contido em meados de 2020, a perda acumulada de cinco anos na economia éde US $ 17,5 trilhaµes.
Coautor e Ph.D. O pesquisador Roshen Fernando disse que a Austra¡lia também deve se preparar para um grande golpe econa´mico.
"De acordo com nossa modelagem, a Raºssia, os EUA e a China sentira£o o maior impacto, cada um perdendo US $ 2,8, US $ 2 e US $ 1,9 trilha£o, respectivamente. E esse éo melhor cena¡rio para conter o varus atémeados de 2020", disse ele. "Em comparação, no mesmo cena¡rio, a Austra¡lia perdera¡ US $ 117 bilhaµes em 2020. E o pior cena¡rio de quatro vagas de COVID-19 em dois anos vera¡ nossa economia perder US $ 172 bilhaµes. De qualquer forma, essas são perdas macia§as para uma economia e umpaís do tamanho da Austra¡lia ".
A modelagem mostra que as perdas acumuladas na economia da Austra¡lia entre 2020 e 2025 variam de US $ 151,6 bilhaµes a US $ 306,6 bilhaµes.
O professor McKibbin disse que o impacto revelado pela modelagem mostra que o mundo deve trabalhar em conjunto para superar os danos a longo prazo da crise.
"A experiência atual com a pandemia do COVID-19 revelou problemas profundos em instituições existentes nonívelsupernacional e dentro dospaíses". Professor McKibbin disse. "Embora as políticas precisem ser projetadas e implementadas emnívelnacional, para a maioria dos problemas previsaveis, épreciso haver maior cooperação entre ospaíses. O COVID-19 mostra a loucura das políticas e políticas isolacionistas quando o mundo natural ignora os limites artificiais".
A análise épublicada on-line pelo ANU Center for Applied Macoeconomic Analysis. Tambanãm examina outros impactos econa´micos importantes do COVID-19, incluindo o impacto nos gastos do governo , subsadios salariais e transferaªncias de famalias, avaliações de risco-paas e possaveis taxas de mortalidade e morbidade.