Pronampe
Linha de Crédito
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)
Sabemos que o setor de bares e restaurantes é um dos mais afetados pela pandemia do coronavírus. Por isso, o governo federal estuda criar um Programa Nacional de Apoio às Microempresas e Empresas de Pequeno Porte (Pronampe) direcionado para essa categoria.
Com o apoio do Sebrae, o Ministério da Economia estuda a viabilidade dessa linha de crédito subsidiada para os pequenos negócios que atuam nessas atividades.
Uma das vantagens do Pronampe disponibilizado ano passado, foi as taxas de juros abaixo da média de mercado, em torno de 30% ao ano para os pequenos negócios e o período de carência para o pagamento das parcelas dos empréstimos, que permitiu às empresas beneficiadas uma organização financeira durante a pandemia.