Desigualdade de gênero: especialistas alertam para baixa representação de mulheres na ciência
Por Bruna Abinara Fonseca e Danielle Monteiro
As mulheres têm baixa representação em posições de destaque e liderança, principalmente na ciência. Para reverter esse quadro, são necessárias políticas públicas com uma abordagem interseccional voltadas à população feminina. Essa é a conclusão de especialistas em equidade de gênero, que participaram do Centro de Estudos Miguel Murat de Vasconcelos (Ceensp), realizado nesta quarta-feira (7/02) com o tema Mais Meninas e Mulheres nas Ciências: subsídios para a 5ª Conferência Nacional de Ciência, Tecnologia e Inovação. O objetivo foi debater os obstáculos e as necessidades no avanço para a implantação de políticas e ações direcionadas à promoção da equidade de gênero nas ciências em suas múltiplas conexões e expressões, integradas a outras formas de exclusão e opressão, como classe, raça e etnia, e acessibilidade.
Luciana lembrou que o Dia Internacional de Mulheres e Meninas na Ciência, celebrado em 11 de fevereiro, integra o calendário de eventos da Fiocruz desde 2019, o que reafirma o compromisso da instituição com uma ciência plural e inclusiva, apesar dos muitos avanços ainda necessários. “O Programa Fiocruz Mulheres e Meninas na Ciência visa contribuir, de forma coerente, com a Política de Equidade Étnico-Racial e de Gênero e com a Política para Acessibilidade e Inclusão das Pessoas com Deficiência da instituição”, disse. Ela salientou, ainda, a contribuição da ENSP no desenvolvimento de atividades ancoradas nos três eixos do Programa Fiocruz Mulheres e Meninas na Ciência, elaboradas pelo Grupo de Trabalho Mais Meninas e Mulheres na ENSP. Uma das ações voltadas ao programa foi uma oficina, realizada em 2022, que “contou com uma participação significativa de pesquisadoras, estudantes e parceiras de movimentos sociais”, segundo Luciana. A oficina resultou em uma carta de recomendação, com 18 eixos principais que servem como guia para diversas ações que vêm sendo implementadas na instituição.
Em seguida, a integrante da Comissão Permanente de Equidade de Gênero da Universidade Federal Fluminense (UFF) e da Comissão Permanente de Equidade, Diversidade e Inclusão da Fundação de Amparo à Pesquisa do Estado do Rio de Janeiro (Faperj), a professora Leticia Oliveira, alertou para a baixa representação feminina em posições de destaque e liderança, assim como nas áreas exatas e tecnológicas. “Isso importa, pois essas áreas são as que, geralmente, envolvem melhor remuneração e uma série de questões estratégicas. Por exemplo, a área de Inteligência Artificial é estratégica para o desenvolvimento humano e tem baixíssimo percentual de mulheres”, observou.
Em sua apresentação, Leticia mostrou diversos estudos que apontam para uma significativa desigualdade de gênero na ciência. Um deles, intitulado Gênero e o Efeito Tesoura na ciência brasileira: da igualdade à invisibilidade, revelou que, apesar de existir uma taxa maior de mulheres na graduação e na pós-graduação, esse percentual cai, consideravelmente, conforme a evolução de carreira. “Isso acontece por três motivos: estereótipo de gênero, assédio sexual nos ambientes acadêmicos e divisão do trabalho, incluindo a maternidade. Às mulheres, em geral, são atribuídas as tarefas domésticas e de cuidado: mais de 50% das cientistas dizem que são as principais cuidadoras de seus filhos”, explicou.
Leticia defendeu que as políticas públicas voltadas às mulheres devem ter uma abordagem interseccional, incluindo as diversas ‘mulheridades’ e diferenças femininas, como mães, pessoas com deficiência, indígenas e mulheres trans. Conforme apresentado pela professora, um levantamento feito pelo movimento Parent in Science mostra uma significativa desigualdade de gênero na obtenção de bolsas de produtividade do Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq) ao longo das últimas duas décadas, sem sinal de avanços. Em 2022, 64% das bolsas foram obtidas por homens, enquanto 34% foram concedidas a mulheres. Entre elas, apenas 0,8% eram negras.
Após apresentar uma série de estudos que apontam para os estereótipos de gênero, principalmente na ciência, Letícia discorreu sobre as propostas de políticas de apoio voltadas às mulheres na ciência desenvolvidas pela Faperj. Entre elas, a professora citou o lançamento do primeiro edital exclusivo a jovens cientistas mulheres, a previsão inédita de recursos para a contratação de recreação infantil em eventos científicos, o acréscimo de um ano na produtividade por filho para pesquisadoras que se tornaram mães no período de avaliação, entre outros. Outra ação encabeçada pela Faperj foi o relançamento, em 2021, do edital Meninas e Mulheres nas Ciências Exatas e da Terra, Engenharias e Computação, direcionado a estudantes de escolas públicas. Conforme relatado por Leticia, a iniciativa já tem surtido efeitos positivos, entre eles, a maior procura pelo ENEM em toda escola, o fomento à criação e manutenção dos Clubes de Ciência, aprovação em universidades públicas, atração pelas áreas exatas e tecnológicas, entre outros.
Desafios para a equidade de gênero
A partir de uma perspectiva interseccional, a professora de Medicina e doutoranda em Saúde Coletiva Maria Edna Bezerra da Silva questionou obstáculos e ausências relacionados à equidade de gênero. Para ela, a escassez de mulheres em determinados espaços se deve a pressões sociais sobre a função feminina na sociedade. Se a luta por um espaço no meio científico já é grande, ela se torna ainda maior para negras e mulheres com deficiência. Segundo a professora, pretas e pardas compõem apenas 3% dos docentes de pós-graduação no Brasil e apenas 7% das bolsas de produtividade do CNPq são destinadas a elas. Quanto às PCDs, há poucos dados sobre sua participação na carreira acadêmica.
Segundo Maria Edna, a sub-representação feminina nos espaços de poder é "o reflexo de uma sociedade machista que cria estereótipos do papel da mulher como cuidadora, que elabora e consolida assimetrias na divisão de responsabilidades na família." A professora destacou que as mulheres são maioria nos cursos de graduação, mas, sua presença tende a diminuir conforme a carreira avança: um fenômeno conhecido como "Labirinto de vidro". Dentre as causas que ela aponta para essa crescente exclusão, está a maternidade compulsória, já que a maioria das mulheres assume grande parte ou, totalmente, a criação dos filhos. 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)
"A ciência tem que produzir com responsabilidade social e comprometida com a realidade do povo brasileiro", defendeu Maria Edna. Por isso, segundo a professora, é necessário reconhecer e debater o problema para agir na mudança da realidade. Ela acredita que as ações para reverter esse quadro pressupõem a educação e a socialização igualitária de meninas e meninos, assim como a criação de políticas públicas e institucionais reparadoras, como creches em locais de trabalho, salas de amamentação e ampliação da licença-maternidade e licença-paternidade, a fim de romper os preconceitos e incentivar a participação das mulheres na ciência.
Em seguida, a vice-presidente de Educação, Informação e Comunicação da Fiocruz, Cristiani Vieira Machado, apresentou um panorama sobre mulheres cientistas e as ações da instituição que promovem a maior participação feminina em todos os setores. Segundo ela, é importante estar atento à forma como as desigualdades sociais impactam o acesso e as condições de saúde da população. Estudos demonstram que temas femininos são menos estudados e recebem menos investimentos, o que resulta na perpetuação de problemas evitáveis. Para Cristiani, uma consequência desse cenário é o aumento de 15% na taxa de mortalidade materna entre 2016 e 2020.
A vice-presidente destacou que 90% dos enfermeiros são mulheres e 70% da força de trabalho na área da saúde é feminina, porém, essa porcentagem cai para, aproximadamente, 25% nos cargos de liderança na saúde. Essa ausência influencia nas prioridades adotadas e políticas públicas definidas, de forma desfavorável para as mulheres.
Para ajudar a mudar esse cenário, a Fiocruz estabeleceu o Programa Mulheres e Meninas na Ciência em 2019. Através dele, desenvolve dossiês temáticos, editais com condições dedicadas à maternidade, produções acadêmicas e audiovisuais para estudar e visibilizar trajetórias femininas nas áreas científicas, além de promover ações para o público infanto-juvenil de forma a encorajar meninas a seguir a carreira científica. "É importante dar visibilidade e apoio a mulheres que trabalham no setor da saúde e na ciência, assim como são necessários mais investimentos nas pesquisas sobre condições variadas que afetam exclusivamente ou, desproporcionalmente, as mulheres", concluiu Cristiani.
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