BPF contrata as primeiras 7 operações do Programa de Venture Capital
Notícia . 2023-12-29O Banco Português de Fomento (BPF) contrata as primeiras sete operações no âmbito do Programa de Venture Capital, financiado pelo Fundo de Capitalização e Resiliência (FdCR).
Estes sete fundos de capital de risco apoiados por um investimento de 171,5 milhões de euros do FdCR, vão impulsionar um investimento total de 261 milhões de euros na economia.
Estes fundos, focados em apoiar, capitalizar e expandir empresas, especialmente na fase inicial do seu desenvolvimento, refletem o compromisso do BPF em fomentar o crescimento económico através do empreendedorismo e inovação.
Estes sete fundos de capital de risco apoiados por um investimento de 171,5 milhões de euros do FdCR, vão impulsionar um investimento total de 261 milhões de euros na economia.
Estes fundos, focados em apoiar, capitalizar e expandir empresas, especialmente na fase inicial do seu desenvolvimento, refletem o compromisso do BPF em fomentar o crescimento económico através do empreendedorismo e inovação.
Os sete fundos de capital de risco subscritos são geridos por:
![](data:image/png;base64,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)
Com um efeito de alavancagem de 1,52 (em que um investimento inicial do fundo de 171,5 milhões de euros possibilita gerar um valor total de investimento significativamente maior, nomeadamente, 261 milhões de euros), o investimento do FdCR vai além do esperado e permite financiar uma diversidade mais ampla de empresas e projetos, abrindo caminho para novas oportunidades, inovação e crescimento.
Para Ana Carvalho, CEO do Banco Português de Fomento, "A assinatura das primeiras sete operações no âmbito do Programa de Venture Capital eleva o valor de operações contratadas do Fundo de Capitalização e Resiliência para mais de 750 milhões de euros, valor superior à meta de 650 milhões prevista no Acordo Operacional do PRR reprogramado. Estas contratações, a par das restantes previstas para janeiro de 2024, são um passo fundamental para apoiar a inovação e o empreendedorismo em Portugal através de instrumentos de capital de risco.”
O Programa de Venture Capital, que inicialmente atraiu 44 candidaturas e viu a sua dotação ser duplicada de 200 para 400 milhões de euros, selecionou 16 entidades com operações de investimento no valor total da dotação do FdCR e uma avaliação média de 2,4, muito acima da pontuação global mínima de 1,6 estabelecida no âmbito do concurso. Cada uma das entidades contratadas assegura a gestão de fundos com um mínimo de 20 milhões de euros, ampliando significativamente o impacto no setor de capital de risco.
Com a contratação das restantes operações aprovadas pelo Programa de Venture Capital, a concluir durante o mês de janeiro de 2024, o BPF reforça a sua posição como catalisador do desenvolvimento empresarial e inovação em Portugal, apoiando ativamente o crescimento económico e a criação de emprego.