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Economia
16-07-2024
Fonte: CIPRA
BALANÇO DA ECONOMIA
PIB não petrolífero cresce 3,9 por cento
<p>O Produto Interno Bruto (PIB) não petrolífero cresceu 3,9 por cento, segundo o balanço da Agenda Económica do Governo, apresentado esta segunda-feira, 15 de Julho, em Luanda.</p><p>Os dados apresentados durante a reunião entre a Equipa Económica e o Grupo Técnico Empresarial, indicam que o bom desempenho do PIB, no primeiro trimestre de 2024, sinalizou uma trajectoria de recuperação da actividade económica, iniciada no terceiro trimestre de 2023, período de aprovação e entrada em vigor da Agenda Económica.</p><p>O crescimento em análise foi impulsionado pelos sectores dos Transportes e armazenagem (19,4 por cento), Energia e Água (7,0 por cento), Comércio (6,0 por cento), Agro-pecuária e Silvicultura (4,2 por cento), outros serviços (4,3 por cento), Extracção de diamantes, minerais metálicos e de outros minerais não metálicos (4,0 por cento), Construção (2,1 por centro), Indústria transformadora (1,3 por cento) e Pesca (0,5 por cento).</p><p>Segundo o ministro da Indústria e Comércio, Rui Minguês de Oliveira, há uma satisfação pelo facto da economia estar a crescer e a dar sinais de recuperação, havendo um entendimento de que as políticas do Governo, de um modo geral, estão a ser assertivas.</p><p>“Obviamente que, aqui e ali, precisamos de resolver algumas questões que ainda não estão completamente tratadas e, portanto, o sentimento que recolhemos é de que há solidariedade da classe empresarial e, principalmente, há o empenho destes para fazer que o programa do Governo tenha resultados positivos”, disse o ministro à imprensa no final da reunião, orientada pelo ministro de Estado para a Coordenação Económica, José de Lima Massano.</p><p>De acordo com o titular da pasta da Indústria e Comércio, o Governo vai dar continuidade ao trabalho de desburocratização da actividade pública, bem como a proximidade dos serviços públicos ao cidadão, de um modo geral, e com os empresários em particular.</p><p>“Vamos precisar de continuar a trabalhar nas diferentes medidas que já estão decididas, mas que precisam, eventualmente, ser melhoradas no plano das decisões económicas”, esclareceu o ministro, que adiantou a existência de algumas questões a serem discutidas no que diz respeito aos incentivos existentes, sendo que alguns já estão a ser implementados e a dar resultados.</p><figure class="image image_resized" style="width:80.44%;"><img 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"></figure><p>Por sua vez, o coordenador do Grupo Técnico Empresarial, Carlos Cunha, realçou que os dados apresentados são animadores e que “contrariam a maledicência que às vezes se faz passar pelas redes sociais”.</p><p>“Acreditamos plenamente naquilo que ouvimos, e os dados são animadores. Fizemos algumas perguntas, pedimos explicações que foram nos dadas e não ficou nenhuma pergunta por responder. Acho que nós estivemos de coração aberto e o Governo também”, sublinhou Carlos Cunha, na reunião que colheu também contribuições dos empresários.</p><p>O documento apresentado na reunião contém 24 medidas e quatro domínios referentes ao aumento da produção nacional, apoio ao acesso ao financiamento para o sector empresarial, simplificação e alívio económico e à melhoria do ambiente de negócios.</p><p>No domínio do aumento da produção nacional, foram aprovadas quatro medidas, com destaque para o Decreto Presidencial n.º 213/23, de 30 de Outubro, que estabelece o regime jurídico de incentivo à produção nacional e a Circular Conjunta n.º 1/24, de 10 Janeiro, do Ministério das Finanças e da Indústria e Comércio, que impõe às Entidades Públicas Contratantes o dever de inserirem toda a informação sobre a preferência de bens e serviços de produção nacional nas peças do procedimento de concurso público.</p><p>Já no domínio do apoio no acesso ao financiamento para o sector empresarial, entre diversas medidas, foi capitalizado o BDA com 20 mil milhões de kwanzas, para o financiamento de projectos de pequenas indústrias, de produção de cereais, grãos, café e algodão.</p><p>Foi capitalizado o FADA com cinco mil milhões de kwanzas, que permitiu financiar 735 projectos de caixas comunitárias do sector agrícola, no montante de cerca de 6,3 mil milhões de kwanzas, e financiadas 62 cooperativas, para a aquisição de 109 motocultivadores e 49 tractores, para a mecanização ligeira da agricultura familiar.</p><p>Igualmente foram capitalizados, nomeadamente o Fundo de Garantias de Crédito (FGC) com 50 mil milhões de kwanzas, que contribuiu para a emissão 538 garantias de crédito, de Julho de 2023 a Junho de 2024, e o Fundo Activo de Capital de Risco Angolano (FACRA) com cinco mil milhões de kwanzas, permitindo a aprovação de 15 projectos, no montante de cerca de 4,6 mil milhões de kwanzas, nas áreas de transporte, armazenamento e conservação de produtos agrícolas.</p><p>No domínio da simplificação e alívio económico, foi aprovada a Lei n.º 15/23, de 29 de Dezembro, do Orçamento Geral do Estado (OGE) de 2024, que consagra a implementação da taxa do IVA em cinco por cento sobre os alimentos, reduzindo os preços de aquisição destes produtos.</p><p>Por último, no que se refere à melhoria do ambiente de negócios, entre várias medidas, foi definido o modelo de governança para implementação do Balcão Único de Apoio ao Exportador, que visa concentrar, no mesmo espaço, os intervenientes no processo de exportação e unificar os serviços de licenciamento.</p><p>As medidas da Agenda Económica têm, igualmente, estimulado o sector do Turismo, pelo facto de permitir, desde a sua implementação, a entrada de 27.548 turistas estrangeiros no primeiro trimestre de 2024, superando os 14.462 registados no mesmo período em 2023.</p><p>Quanto à geração de emprego na economia, segundo os dados do Instituto Nacional de Estatística (INE), a população empregada, com 18 ou mais anos de idade, registou um aumento de 166.193, passando de 11.087.778, no IV trimestre de 2023 para 11.253.971, no primeiro trimestre de 2024.</p><p>De acordo com o Instituto Nacional de Segurança Social (INSS), foram gerados 49.881 empregos formais (vínculos laborais), com cerca de 96,6 por cento em regime de trabalho por conta de outrem, no sector privado.</p><p>Segundo os dados, desde a aprovação e implementação da Agenda Económica do Governo, em Julho de 2023, o PIB trimestral tem apresentado uma tendência crescente de recuperação, a inflação demonstrou uma tendência decrescente, de Abril a Junho de 2024, e a entrada de turistas estrangeiros tem aumentado significativamente, estimulando o sector do Turismo.</p>