Pesquisa mostra que os animais podem viver ao lado dos humanos por serem especialistas em avaliar riscos
A pesquisa, publicada na eLife , mostra que o sexo que lidera esta investida – os homens dispersos – evita o risco, uma característica adequada a ambientes caóticos como as cidades. Essas descobertas fornecem uma visão única sobre...
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Grackle macho de cauda grande forrageando em um estacionamento. Crédito: John Mangold; Licença: CC BY-SA 2.0
Novas pesquisas sugerem que os animais podem prosperar em ambientes dominados pelo homem sendo juízes especialistas de risco. Alexis Breen, do Instituto Max Planck de Antropologia Evolutiva, em Leipzig, e Dominik Deffner, do Instituto Max Planck para o Desenvolvimento Humano, em Berlim, examinaram o comportamento dos grackles de cauda grande, uma espécie de ave que invadiu com sucesso grande parte da América do Norte urbana.
A pesquisa, publicada na eLife , mostra que o sexo que lidera esta investida – os homens dispersos – evita o risco, uma característica adequada a ambientes caóticos como as cidades. Essas descobertas fornecem uma visão única sobre como e por que animais e humanos podem coexistir.
Para os grackles de cauda grande, viver ao lado de humanos é um “ negócio arriscado ”, porque para eles as cidades são caóticas: podem ter mais cafés onde animais como os grackles podem pegar comida, mas também estão cheias de pessoas imprevisíveis e seus animais de estimação. Para ajudar a gerir esta incerteza, os grackles podem usar uma estratégia específica ao tentar encontrar comida.
A pesquisa é baseada em novas análises do comportamento alimentar dos grackles. Em três populações diferentes, os investigadores examinaram primeiro a rapidez com que os grackles aprenderam que a comida estava escondida num local específico e em detrimento de outro. Em seguida, quando a localização da comida foi trocada, os pesquisadores examinaram a rapidez com que os grackles reaprenderam onde encontrá-la.
Melhor prevenir do que remediar
"Nossa principal descoberta comportamental é que - em todas as três populações - os grackles machos foram mais rápidos do que as fêmeas em reaprender a localização de uma guloseima fora da vista. Este resultado robusto significa que os grackles machos são forrageadores mais eficientes em ambientes incertos", disse Breen.
Sob incerteza, como os grackles machos “aprendem” os grackles femininos? “Ao contrário das mulheres, os homens exibem uma aprendizagem acentuadamente sensível ao risco. Ou seja, os homens prestam muita atenção se encontraram comida recentemente e, se assim for, limitam-se a alimentar-se naquele local, em vez de apostar na exploração de outro local”. explicou Deffner. Os pesquisadores disseram que foram capazes de inferir essa estratégia a partir do comportamento alimentar dos grackles por meio de modelagem cognitiva.
"Essas diferenças sexuais no aprendizado dos grackles fazem sentido biológico", disse Breen. "Nesta espécie, os machos são aqueles que se dispersam e se movem para novos territórios; em outras palavras, eles lideram a invasão urbana de sua espécie. Portanto, como invasão urbana líderes, os grackles masculinos devem proceder com cautela - novos bairros representarão novos desafios."
Os autores disseram acreditar que as mulheres que chegassem mais tarde poderiam superar esses mesmos desafios aprendendo com os homens já estabelecidos e, portanto, presumivelmente "inteligentes".
Ambientes imprevisíveis para alunos sensíveis ao risco
Nos seus computadores, os investigadores também simularam artificialmente a evolução, para examinar os tipos de estratégias de aprendizagem que emergem vitoriosas de ambientes imprevisíveis, como ambientes urbanos. Deffner explicou: "Neste ambiente urbano, finja que os animais precisam aprender a encontrar comida. A estratégia de aprendizagem que eles usam para encontrar comida determina quanto eles comerão. E quanto eles comerão determinará se poderão ter bebês que também aprende aproximadamente da mesma maneira.
"Ao longo de muitas gerações, então, os animais com a melhor estratégia de aprendizagem passarão a dominar o ambiente urbano. É importante ressaltar que esses 'vencedores' nos darão uma ideia de como os animais em geral podem prosperar no Antropoceno."
Qual estratégia de aprendizagem os ambientes urbanos imprevisíveis preferem? "Surpreendentemente, em tempos de incerteza, descobrimos que os alunos sensíveis ao risco eram mais propensos a dominar os alunos com outras estratégias. Este resultado implica que os alunos sensíveis ao risco, como os grackles masculinos, estão mais bem adaptados para lidar com ambientes caóticos, induzidos pelo homem ou não, ", disse Breno.
"Nosso estudo oferece evidências convincentes de como e por que pelo menos os grackles estão prosperando em ambientes urbanos imprevisíveis. Ligamos as diferenças sexuais nas estratégias de aprendizagem dos grackles às diferenças sexuais em quem lidera a invasão de suas espécies, e vinculamos ainda mais a estratégia de aprendizagem usada por esses líderes de invasão urbana provavelmente são bons para qualquer animal que navega em uma vida compartilhada com humanos", concluiu Breen.
Para ajudar a facilitar futuros estudos semelhantes sobre a coexistência humano-animal, os investigadores criaram um repositório online onde os cientistas e o público podem aceder livremente às suas ferramentas de modelação personalizadas. Em referência ao repositório, Deffner disse: “Esperamos que este recurso de ciência aberta seja útil para outros”.
Mais informações: Alexis J Breen et al, A aprendizagem sensível ao risco é uma estratégia vencedora para liderar uma invasão urbana, eLife (2024). DOI: 10.7554/eLife.89315.3
Informações do jornal: eLife