O distanciamento social tornou-se uma das principais estratanãgias para reduzir a transmissão do COVID-19, juntamente com o uso de ma¡scara e rastreamento de contato.
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)
Crédito: Shutterstock. O estudo de hoje difere na abordagem de muitos dos principais modelos de epidemia por focar especificamente no papel dos indivaduos
O distanciamento social tornou-se uma das principais estratanãgias para reduzir a transmissão do COVID-19, juntamente com o uso de ma¡scara e rastreamento de contato. No entanto, um novo estudo , publicado na revista PLOS ONE , afirma que épossível maximizar o impacto do distanciamento social na transmissão viral e minimizar seu impacto na economia e no bem-estar das pessoas - focando nas pessoas que são os principais motores de infecção.
Um novo estudo , publicado hoje ... afirma que épossível maximizar o impacto do distanciamento social ... e minimizar o seu impacto na economia e no bem-estar das pessoas - focando nas pessoas que são os principais motores da infecção
Os bloqueios são uma forma muito eficaz de reduzir a transmissão e podem ser necessa¡rios, quando a taxa de infecção deve ser reduzida rapidamente, por exemplo, devido a taxas de casos muito altas. Mas os bloqueios são perturbadores e, a longo prazo, manãtodos mais sustenta¡veis ​​podem ser adotados.
O estudo de hoje difere na abordagem de muitos dos principais modelos de epidemia por focar especificamente no papel dos indivíduos e, em particular, na ampla variação observada no comportamento de diferentes pessoas.Â
Alguns indivíduos interagem em uma taxa muito maior do que outros, por causa de seu trabalho, condições de vida ou hábitos sociais - aumentando suas chances de serem infectados e a probabilidade de infectarem outras pessoas. O modelo tea³rico simples apresentado neste artigo mostra que essas pessoas não são apenas as principais fontes de infecção, mas também a chave para o controle da epidemia.
Este estudo mostra que o distanciamento social pode ser altamente eficaz no controle da transmissão viral. Ao reduzir as interações dos indivíduos mais interativos, isso pode ser feito enquanto se mantanãm naveis significativos de atividade na população como um todo.
O distanciamento social pode ser altamente eficaz no controle da transmissão viral. Ao reduzir as interações dos indivíduos mais interativos, isso pode ser feito mantendo naveis significativos de atividade na população como um todo
O professor Christopher Ramsey , o autor do estudo e um fasico especializado em ciência interdisciplinar na Escola de Arqueologia, diz: 'Atéque a vacinação seja generalizada, podemos ter que considerar que o tempo de interação social écomo a exposição ao sol, muito benanãfico em quantidades, mas prejudicial em excesso. '
Uma vez que, em muitospaíses, os locais de trabalho tornaram-se relativamente seguros para o COVID, a interação social fora do domicalio passou a desempenhar um papel dominante na transmissão viral. Parar completamente essas interações funcionara¡, como em um bloqueio total, mas éuma medida dra¡stica e precisa ser limitada no tempo.Â
Muitospaíses descobriram que, quando a socialização épermitida novamente, as taxas de infecção aumentam. O modelo neste artigo sugere que isso se deve em grande parte a s altas taxas de interação de uma minoria de pessoas, e não a s taxas de interação na população como um todo.Â
Para ospaíses que tentam reabrir a sociedade de forma controlada, uma forma de avana§ar seria limitar as taxas de interação para os indivaduos. Portanto, em vez de simplesmente permitir ou proibir a mistura entre famalias em residaªncias e locais de hospedagem, seria mais eficaz dizer com que frequência isso pode ser feito com segurança.Â
Quando as taxas de infecção ainda são moderadas, pode ser necessa¡rio recomendar a socialização não mais do que uma vez por semana. Amedida que as taxas aumentam, isso pode ser reduzido para uma vez a cada três dias e, então, irrestrito quando a taxa de infecção for muito baixa. Isso poderia fornecer um controle muito mais preciso sobre as taxas de interação do que abrir e fechar bares e restaurantes, e poderia permitir atividade econa´mica e alguma socialização para todos na maior parte do tempo.Â
Essa abordagem deve funcionar, se as pessoas obedecerem, porque alguém que socializa todos os dias, em vez de apenas uma vez por semana, tem sete vezes a chance de se infectar e também sete vezes a probabilidade de infectar outra pessoa
Essa abordagem deve funcionar, se as pessoas obedecerem, porque alguém que socializa todos os dias, em vez de apenas uma vez por semana, tem sete vezes a chance de se infectar e também sete vezes a probabilidade de infectar outra pessoa. O potencial desta pessoa para espalhar o varus équase 50 vezes maior! Â
Por essa raza£o, sugere o modelo, o principal objetivo das políticas de distanciamento social deve ser evitar que uma minoria de indivíduos interaja muito mais do que a média. Tal abordagem também ajudaria a rastrear contatos, uma vez que os contatos relevantes seriam menores se as interações sociais fossem limitadas a uma vez a cada poucos dias e, portanto, mais tempo poderia ser gasto com o acompanhamento adequado.Â
Amedida que o uso generalizado de ma¡scaras, as melhorias no clima e, em última insta¢ncia, a vacinação ajudam a conter a doena§a, a extensão em que a socialização deve ser possível aumentara¡ gradualmente atévoltarmos a uma situação mais normal. Idealmente, isso deve ser possível sem várias ondas de infecção e as medidas extremas associadas que podem ser necessa¡rias para controla¡-las. No entanto, para isso, seránecessa¡rio que nos concentremos no comportamento individual e, quando se trata de interações sociais, isso também implica responsabilidade individual.