Nobel para estudantes busca ideias inovadoras para produção sustenta¡vel de alimentos
USP sediara¡ etapas do Hult Prize 2021 em Sa£o Paulo e Ribeira£o Preto; solua§aµes para o sistema de produção de alimentos podera£o ganhar 1 milha£o de da³lares
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Desafio para universita¡rios tem como tema sistemas de produção de alimentos osFoto: Divulgação / Hult Prize
Incentivar jovens a pensarem em soluções inovadoras para problemas globais. O Hult Prize éa maior premiação internacional de empreendedorismo estudantil. Neste ano, traz como desafio a universita¡rios de todo o mundo o tema Comida para o Bem: transformando a comida em um veaculo para a mudança. O projeto vencedor ganha 1 milha£o de da³lares. Os alunos de graduação e pós-graduação da USP podem participar da competição, que tera¡ etapas nos campi de Sa£o Paulo e Ribeira£o Preto.
O primeiro passo éformar uma startup, com três ou quatro pessoas, e desenvolver uma ideia de como podemos alterar nossos sistemas de produção de alimentos de modo que eles tragam prosperidade e bem-estar para a humanidade. As inscrições no campus Sa£o Paulo va£o atédia 30 de outubro neste site, já no campus Ribeira£o Preto terminam no dia 6 de novembro e podem ser feitas aqui.Â
O praªmio édividido em quatro etapas. A primeira consiste no programa On Campus, período em que as startups assistem palestras, semina¡rios e participam de workshops virtuais ministrados por especialistas em empreendedorismo e inovação para a elaboração de seus projetos.Â
As iniciativas podera£o conferir diferentes perspectivas sobre o tema da edição, incluindo seus aspectos sociais, ambientais, culturais e de saúde. a‰ justamente essa etapa que a USP estãosediando nos seus campi de Sa£o Paulo e Ribeira£o Preto. Ao final, o principal projeto de cada um dos On Campus avana§ara¡ para a fase regional.
Os melhores projetos regionais avana§am para a penúltima etapa, que ocorrera¡ em Londres, na qual os participantes tera£o a oportunidade de aprimorar suas habilidades de nega³cios, registrar suas entidades e se preparar para potencializar seu projeto globalmente em meio a lideres em empreendedorismo, mentores e investidores. A etapa final do Hult Prize consiste na Award Ceremony & Gala, evento que ocorrera¡ na sede da Organização das Nações Unidas (ONU), em Nova York, e que dara¡ o praªmio miliona¡rio a iniciativa vencedora.
Foto: Divulgação / Hult Prize
A proposta da premiação éestimular universita¡rios a estruturarem projetos com impacto social e contemplarem a possibilidade de serem lideres de transformação. Ele éoferecido pela Hult International Business School em parceria com a ONU e o empresa¡rio sueco Bertil Hult e sua familia são os responsa¡veis por financia¡-lo.
O tema de cada uma das edições éescolhido pelo ex-presidente dos Estados Unidos, Bill Clinton, e estãodiretamente alinhado com os 17 Objetivos de Desenvolvimento Sustenta¡vel (ODS) da ONU. O Hult Prize 2021 tera¡ representantes das principais instituições de pelo menos 121países, como Estados Unidos, Inglaterra e Japa£o.Â
Para mais informações
OnCampus edição Sa£o Paulo: inscrições até30 de outubro
OnCampus edição Ribeira£o Preto: inscrições de 26 de outubro a 6 de novembro, atravanãs do site