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width="159" height="54"> Product Manager<h3 style="margin:8.0pt 0.0cm 4.0pt;font-size:14.0pt;font-family:Aptos, sans-serif;color:#0f4761;font-weight:normal">Missão</h3> Contribuir para o desenvolvimento e crescimento de uma nova plataforma digital, atuando de forma transversal entre produto, tecnologia, operações e negócio. Esta função terá um papel relevante na identificação de oportunidades de mercado, evolução da proposta de valor, desenvolvimento de parcerias e implementação de iniciativas que promovam a adoção, o crescimento e a escalabilidade da plataforma. Principais Responsabilidades <ul style="margin-top:0.0cm;margin-bottom:0.0cm" type="disc"> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Apoiar a definição e evolução do produto, identificando oportunidades de melhoria e novas funcionalidades.</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Colaborar com equipas técnicas e outros stakeholders na implementação e acompanhamento de iniciativas de produto.</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Recolher e analisar necessidades de utilizadores, parceiros e mercado, contribuindo para a evolução da plataforma.</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Acompanhar indicadores de desempenho e experiência dos utilizadores.</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Identificar e desenvolver oportunidades de negócio que contribuam para o crescimento da plataforma.</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Realizar prospeção e apoiar o desenvolvimento de parcerias estratégicas.</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Participar na preparação de análises, apresentações e relatórios de suporte à tomada de decisão.</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Colaborar na implementação de processos e iniciativas que suportem o crescimento e a escalabilidade do negócio. </li> </ul> Requisitos e Competências <ul style="margin-top:0.0cm;margin-bottom:0.0cm" type="disc"> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Licenciatura ou Mestrado em Gestão, Engenharia, Economia, Marketing, Sistemas de Informação ou área similar.</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Experiência profissional mínima de 2 anos em Gestão de Produto, Desenvolvimento de Negócio, Consultoria, E-commerce, Marketplaces, Startups ou outras funções relevantes em ambientes digitais.</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Interesse por produtos digitais, tecnologia, inovação e novos modelos de negócio.</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Capacidade analítica e orientação para resultados.</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Espírito de iniciativa, autonomia e capacidade de execução.</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Boa capacidade de comunicação e relacionamento interpessoal.</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Conhecimentos de metodologias ágeis, UX/UI e desenvolvimento de produtos digitais (preferencial)</li> <li style="color:black;margin-top:0.0cm;margin-right:0.0cm;margin-bottom:0.0cm;font-size:12.0pt;font-family:'book antiqua', palatino, serif">Boa capacidade de organização, planeamento e acompanhamento de projetos. </li> </ul> Nota: O nível de responsabilidade, autonomia e âmbito da função poderão ser ajustados em função da experiência, competências e percurso profissional do candidato selecionado. <img style="width:150.0px;height:75.0px;float:left" src="https://hcm12preview.sapsf.eu/C0001190956T1/Grupo_Mota-Engil.png" alt="">

Product Manager (Porto, 13, PT) @ Mota-Engil Careers

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