Algumas opera¡rias indianas de formigas saltadoras podem fazer a transição para um estado de rainha
Em artigo publicado na revista Science Advances , o grupo descreve seu estudo sobre as formigas saltadoras Harpegnathos e o que aprenderam sobre elas.
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)
Um torneio de domina¢ncia Harpegnathos mostrando dois pares de duelos (abaixo). Crédito: Lihong Sheng
Uma equipe de pesquisadores da Universidade da Pensilva¢nia descobriu que algumas opera¡rias indianas de formigas saltadoras podem fazer a transição para um estado semelhante ao de uma rainha se sua rainha morrer. Em seu artigo publicado na revista Science Advances , o grupo descreve seu estudo sobre as formigas saltadoras Harpegnathos e o que aprenderam sobre elas.
A maioria das formigas vive em cola´nias nas quais os indivíduos tem papanãis claramente delineados. As formigas opera¡rias, por exemplo, constroem ninhos e os mantem limpos. Cada cola´nia tem uma rainha que paµe ovos para manter a população pra³spera. Novas cola´nias são formadas quando novas rainhas nascem e voam com um grupo de formigas opera¡rias . Nesse novo esfora§o, os pesquisadores descobriram que uma espanãcie de formiga, H. saltator, faz as coisas de maneira um pouco diferente. Ao estudar de perto o comportamento das formigas em seu ninho, eles descobriram que quando a rainha morre, em vez de esperar pelo nascimento de outra formiga rainha, uma ou mais das formigas opera¡rias fazem a transição para uma formiga parecida com uma rainha - chamada gamergata - e comea§a a botar ovos.
Intrigados com a transição, os pesquisadores realizaram um estudo mais detalhado dos gamergates na esperana§a de aprender como tal transição poderia ocorrer. Eles descobriram que as formigas também passaram por outra transição: sua vida útil aumentou drasticamente, de aproximadamente sete meses para aproximadamente três anos. Ainda mais intrigados, eles estudaram os cérebros dos gamergates. Eles usaram o sequenciamento de RNA de uma única canãlula para comparar a distribuição das populações neuronais e gliais (tipos de células cerebrais ) antes e depois de sua transição. Ao fazer isso, eles descobriram que, a medida que as formigas faziam a transição de opera¡rias para gamergates, elas passavam por uma expansão da glia envolvente neuroprotetora - uma mudança que parecia se aplicar também a sua personalidade. Os gamergates começam a agir como formigas rainhas.
Uma representação artastica de uma seção de cérebro de formiga Harpegnathos.
Crédito: Roberto Bonasio
Em seguida, os pesquisadores se perguntaram se a mesma mudança também seria responsável pelo maior tempo de vida. Para descobrir, eles feriram o cérebro de várias formigas cutucando-as com um alfinete minaºsculo e depois as testaram para ver o que acontecia. Eles descobriram que, devido a lesão, o cérebro dos gamergates começou a ativar o gene Mmp1 em um grau maior do que no caso das formigas opera¡rias normais - um sinal de que elas poderiam reparar lesões cerebrais e, assim, viver mais. Os pesquisadores também descobrirammudanças celulares nos cérebros gamergate associadas ao envelhecimento das formigas.