O estudo mostrou, por exemplo, que os padraµes de contato de pessoas em uma determinada regia£o são significativamente influenciados pelas políticas e comportamentos das pessoas em outras regiaµes, a s vezes distantes.
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)
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Novas pesquisas revisadas por pares publicadas hoje pelo Social Analytics Lab na Iniciativa MIT sobre Economia Digital nas prestigiadas Actas da Academia Nacional de Ciências mostram o custo devastador da atual reabertura caa³tica e descoordenada de estados e cidades nos EUA. O estudo, que utilizou dados de telefones celulares, conexões de rede por meio de madias sociais e dados do censo, estima que o bem-estar total éreduzido drasticamente quando a reabertura não écoordenada entre estados e regiaµes.
O estudo mostrou, por exemplo, que os padraµes de contato de pessoas em uma determinada regia£o são significativamente influenciados pelas políticas e comportamentos das pessoas em outras regiaµes, a s vezes distantes. Em uma constatação, mostrou que quando apenas um tera§o dos estados sociais e geogra¡ficos de um estado adotam políticas de abrigo, cria uma redução na mobilidade igual a s decisaµes políticas do pra³prio estado. Quando os estados não conseguem coordenar na presença de spillovers tão grandes quanto os detectados nas análises, o bem-estar total éreduzido em quase 70%.
Como os governos federal, estaduais e locais continuam abrindo nega³cios e relaxando os pedidos de abrigo nopaís, os formuladores de políticas o fazem sem evidaªncias quantitativas sobre como as políticas em uma regia£o afetam a mobilidade e o distanciamento social em outras regiaµes. E enquanto alguns estados estãocoordenando a polatica COVID noníveldas "mega regiaµes", a maioria, infelizmente, não esta¡. Essa falta de coordenação tera¡ efeitos devastadores nos esforços para controlar o COVID-19, de acordo com o estudo.
"Houve muitos pedidos para uma resposta nacional coordenada a pandemia nos EUA e no mundo, mas poucas evidaªncias concretas quantificaram essa necessidade", disse Sinan Aral, diretor da Iniciativa MIT sobre Economia Digital e autor correspondente do estudo. . "Quando analisamos os dados, ficamos chocados com o grau em que as políticas estaduais afetaram os resultados em outros estados, a s vezes a grandes distâncias. As viagens e a influaªncia social sobre a madia digital tornam essa pandemia muito mais interdependente do que pensa¡vamos inicialmente. Nossos resultados sugerem uma necessidade imediata de uma polatica coordenada nacionalmente entre estados, regiaµes e nações ao redor do mundo ".
Governadores de todos os estados e territa³rios se reunira£o virtualmente para a reunia£o de vera£o da Associação Nacional de Governadores em 5 de agosto. O estudo do MIT não apenas avalia o impacto de uma reabertura descoordenada, mas também fornece aos governantes um mapa com o qual coordenar na ausaªncia de orientação. A pesquisa mostra para todos os cinquenta estados, que afetam mais um ao outro e, portanto, mapeia os estados que devem estar coordenando. Esses mapas a s vezes são surpreendentes porque, como resultado das madias sociais digitais , o sucesso de cada estado com o distanciamento social éimpactado pelas decisaµes políticas não apenas dos estados geograficamente pra³ximos, mas também dos estados socialmente conectados, mas geograficamente distantes. Por exemplo, Florida 'polatica devido a influaªncia das madias sociais e viagens entre os estados, apesar da distância física. New Hampshire teve uma forte influaªncia sobre Massachusetts adjacente, apesar de ser um estado pequeno.
Conforme a Associação do Governador se reaºne, esta pesquisa destaca a necessidade de coordenação de estados em todo opaís, mesmo que não estejam pra³ximos, e os resultados sugerem quais estados devem ser coordenados com quais outros estados com base na força das repercussaµes entre eles.