Um novo modelo de computador desenvolvido por pesquisadores de Stanford poderia ajudar os formuladores de políticas a escolher a estratanãgia de reabertura certa.
![](data:image/jpeg;base64,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)
A equipe de pesquisa mapeou os contatos entre os indivíduos enquanto faziam tarefas como ir para o trabalho, ir a escola e fazer compras. | Domanio paºblico
Pandemias trazem dor. Mas o mesmo acontece com as prescrições para contaª-los: desde o fechamento de escolas atéo bloqueio total, todas as abordagens impostas pelo governo para atenuar o impacto do COVID-19 envolvem uma troca entre vidas salvas e empregos perdidos. Infelizmente, édifacil prever os efeitos econa´micos e de saúde de cano duplo de tais políticas. Atéagora.
Os economistas da Stanford Graduate School of Business Mohammad Akbarpour e Shoshana Vasserman, junto com Cody Cook, um candidato a PhD na Stanford GSB, e colegas em várias outras universidades (veja a barra lateral), desenvolveram um modelo de computador que pode pela primeira vez estimar a saúde combinada e resultados de riqueza de diferentes respostas políticas a pandemia de coronavarus.
Ao computar os efeitos de diferentes políticas em diferentes esta¡gios, os pesquisadores foram capazes de prever o impacto de várias estratanãgias de reabertura nas vidas e nos meios de subsistaªncia.
De prea§os de congestionamento para COVID-19
Antes do surgimento do COVID-19, Akbarpour e Vasserman estavam cogitando o uso de dados de localização de telefones celulares para estudar prea§os de congestionamento. Quando a pandemia estourou, Akbarpour e Vasserman suspeitaram que os mesmos dados, que permitem aos pesquisadores criar populações baseadas em computador de pessoas virtuais que se movem e interagem como pessoas reais, poderiam ser usados ​​para modelar sua disseminação.
Eles estavam certos.
Usando uma combinação de celulares e dados demogra¡ficos fornecidos pela startup de planejamento de transporte Replica, a equipe construiu versaµes virtuais da cidade de Nova York, Sacramento e Chicago e mapeou os contatos entre os indivíduos enquanto eles faziam coisas como ir para o trabalho, frequentar a escola, e compras de mantimentos.
Ao adicionar dados de saúde, demogra¡ficos e ocupacionais extraados de registros médicos eletra´nicos e pesquisas ocupacionais, os pesquisadores conseguiram dividir os indivíduos em suas cidades virtuais em centenas de tipos diferentes, como homens de 40 anos com diabetes que trabalham na indústria , ou mulheres de 50 anos que trabalham com tecnologia e sofrem de obesidade, e assim por diante.
Em seguida, calcularam todos os contatos que cada tipo de indivaduo teria com os outros em um dia normal e inseriram essas informações em um modelo epidemiola³gico. O modelo previu quantas pessoas ficariam doentes, colocadas em quarentena e mortas com a propagação do coronavarus.
Ao impor políticas diferentes (por exemplo, ter todos, exceto os trabalhadores essenciais, ficar em casa, exigir que as pessoas trabalhem remotamente, se possível), os pesquisadores poderiam alterar os resultados para cada população. Devido a combinação única de dados de saúde e ocupacionais que empregaram, eles foram capazes de estimar tudo, desde o número total de hospitalizações e mortes atéo número total de dias de trabalho perdidos em cada cena¡rio.
Chicago não éSacramento
Na tentativa de reabrir suas cidades, as autoridades tem se esforçado para responder a duas perguntas ba¡sicas: Como se comparam os resultados de saúde e econa´micos de diferentes estratanãgias de reabertura? E esses resultados variam de um lugar para outro?
“Queraamos uma maneira baseada em dados para resolver issoâ€, diz Vasserman.
"Ha¡ uma enorme diferença entre o que a mesma polatica pode fazer em Sacramento e o que pode fazer em Chicago".
Mohammad Akbarpour
O modelo revelou que uma chamada reabertura cautelosa sem restrições formais aos locais de trabalho levaria ao maior número de mortes, mas não a s menores perdas de empregos - presumivelmente porque mesmo as pessoas totalmente livres para trabalhar não podem fazaª-lo se estiverem doentes, em quarentena ou morto.
Exigir que as pessoas trabalhem em casa quando possível, no entanto, reduziria muito o número de mortes e aumentaria apenas marginalmente o número de dias de trabalho perdidos. O mesmo aconteceria com a exigaªncia de que alunos e trabalhadores viessem a escola ou trabalhassem em turnos ou dias alternados.
Mas o impacto de tais políticas variou amplamente de uma cidade para outra.
“Ha¡ uma enorme diferença entre o que a mesma polatica pode fazer em Sacramento e o que pode fazer em Chicagoâ€, diz Akbarpour.
Por exemplo, o modelo previu que ter pessoas trabalhando remotamente em Chicago reduziria as mortes em 40% em relação a um cena¡rio de retorno ao normal. Mas isso são os reduziria em 20 por cento na cidade de Nova York, e quase nada em Sacramento.
Atémesmo o impacto de prática s volunta¡rias pessoais, como mascaramento e distanciamento social, difere de cidade para cidade.
No geral, o modelo mostrou que o mascaramento foi mais eficaz na redução de mortes do que qualquer polatica única determinada pelo governo. Mas enquanto as máscaras precisavam reduzir as infecções em apenas 10% para salvar mais vidas do que uma polatica de trabalho em casa na cidade de Nova York ou em Sacramento, elas precisavam reduzir as infecções em pelo menos 50% para obter o mesmo resultado em Chicago.
A equipe rastreou essas disparidades a uma sanãrie de fatores, com tudo, desde o número total de contatos entre os indivíduos atéo momento da pandemia em si (ou seja, se uma cidade foi atingida duramente no inicio ou se foi poupada atémais tarde) afetando os resultados locais.
Como resultado, diz Akbarpour, embora as recomendações gerais permanea§am praticamente as mesmas, as prescrições locais variam.
Akbarpour
 Â
Pra³ximos passos
A equipe estãoatualmente adicionando dados sobre raça e renda ao seu modelo para explorar o impacto desigual que as políticas podem ter em diferentes grupos demogra¡ficos.
Eles também planejam comparar as consequaªncias do fechamento de tipos específicos de nega³cios (por exemplo, restaurantes versus salaµes de manicure) e avaliar o efeito de conta¡gio da supressão de setores inteiros da economia (ou seja, o que acontece com os baristas de cafeterias se todos os funciona¡rios de escrita³rio trabalharem casa?).
E eles lançaram recentemente um site que permite aos usuários comparar os potenciais impactos econa´micos e de saúde de várias combinações de políticas em uma lista crescente de cidades simuladas. (Eles agora tem dados do Replica para Kansas City e esperam expandir ainda mais.)
“A esperana§a éque os legisladores usem isso para explorar o que pode acontecerâ€, disse Vasserman. “Mas se eles realmente querem tomar decisaµes, devem investir tempo e recursos para conseguir algo feito sob medida para sua situação.â€