* A decisão do Comitê de Política Monetária (Copom) do Banco Central (BC) em manter os juros em 10,5% coloca o Brasil na segunda colocação com o maior juro real entre 40 países.
A taxa fica em torno de 6,79% ao ano, segundo pesquisa do economista Jason Vieira e divulgada na plataforma MoneYou. O país fica atrás da Rússia, com juros reais de 8,91%.
Os juros reais são a conta considerando a taxa de juros descontada da inflação, e, mais do que a taxa bruta, é o número que de fato afeta a economia.
O cálculo considera tanto a inflação quanto os juros futuros, estimados pelo mercado para 12 meses à frente, já que é a tendência futura dessas duas variáveis o que realmente influencia tanto o andamento da economia quanto as decisões BC para a Selic.
Para a taxa brasileira, a metodologia usou a inflação projetada para os próximos 12 meses pelo mercado e coletada pelo Boletim Focus, que é de 3,96%. Também foi considerada a taxa de juros DI a mercado dos aproximados próximos 12 meses no vencimento mais líquido (Jun 25).
Confira a lista completa
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)
![](https://hpservicos.com.br/hf-conteudo/uploads/posts/2024/06/14132_d14cc9b0120bc7a73d5f56a3f021e63c.png)
Fonte: MoneYou CNN Economia
BC interrompe ciclo de queda dos juros
O Copom manteve os juros no atual patamar de 10,5% ao ano, conforme publicado nesta quarta-feira (19), encerrando o ciclo de queda da Selic iniciado em agosto do ano passado, quando a taxa estava em 13,75%.
Segundo comunicado, a decisão foi unânime entre os nove membros do colegiado.
O placar da disputa era um dos grandes pontos de atenção dos analistas diante da perspectiva de parte do mercado de que os membros indicados pelo atual governo teriam uma postura mais leniente com a inflação.
Segundo o BC, a decisão foi tomada diante do cenário doméstico apresentando resiliência nas atividades, elevação das projeções para a inflação e expectativas desancoradas. Na cena global, o colegiado destacou o clima de incerteza.
O BC também não antevê novos cortes e citou que "a política monetária deve se manter contracionista por tempo suficiente em patamar que consolide não apenas o processo de desinflação como também a ancoragem das expectativas em torno de suas metas".
Foi a primeira vez após sete reuniões que o colegiado não altera os juros. A decisão deixa a taxa básica no menor patamar desde o final de 2021.
A interrupção do ciclo ocorre em meio ao descolamento das expectativas para a inflação com o aumento do temor do mercado na capacidade do governo cumprir o compromisso fiscal de zerar o déficit das contas públicas a partir deste ano.
A decisão confirmou as apostas do mercado para a interrupção do ciclo de queda de juros em meio um cenário de desancoragem das expectativas da inflação desde o último encontro do Copom, em maio.
Até abril deste ano, o Boletim Focus ainda apontava que a Selic poderia encerrar 2024 em um dígito, a 9%. Porém, a partir desta semana as projeções passaram a apontar para uma Selic em 10,5% ao fim deste ano.
Fonte: CNN Brasil