Descrição
O projeto PIMAP4Sustainability – Photonics for International Markets and Applications for Sustainability, do qual a PRODUTECH é parceira, abriu recentemente um novo concurso para finaciamento a PMEs.
O novo concurso faculta o acesso a financiamento para a aquisição de serviços e formação, nos domínios da transição ecológica e da internacionalização.
Os respetivos montantes de financiamento, por área temática, são os seguintes:
- Transição ecológica financiamento até 5 000 €
- Internacionalização financiamento 10.000 €.
De forma a facultar uma adequada informação o consórcio PIMAP4Sustainability vai realizar um webinar informativo no próximo dia 12 de dezembro pelas 13h Portuguesas - com uma duração estimada de 45min
O webinar é gratuito, mas sujeito a registo. Registe-se aqui
>> Mais informações sobre a Open Call
>> Mais informações sobre o projeto PIMAP4Sustainability
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)
O projecto PIMAP4Sustainibility é co-financiado pela União Europeia. As opiniões expressas e conteúdos desta comunicação e webinar são, no entanto, apenas as do(s) autor(es)e não refletem necessariamente os da União Europeia ou da entidade financiadora, Agência de Execução do Conselho Europeu da Inovação e das PME. Nem a União Europeia nem a entidade financiadora podem ser responsabilizadas por estes.