Uma imagem mais clara começou a surgir quando a equipe de pesquisa examinou uma extensa colea§a£o de dados genanãticos e morfola³gicos de novos espanãcimes coletados entre 2010 e 2018, combinados com espanãcimes antigos coletados em 1916
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)
Crocidura pallida, uma das 14 espanãcies descobertas por Jake Esselstyn e sua equipe. Crédito: Kevin Rowe
Os pesquisadores fizeram recentemente uma grande descoberta - 14 novas espanãcies de musaranhos, que éo maior número de novos mamaferos descritos em um artigo cientafico desde 1931. Apa³s uma jornada de uma década fazendo um inventa¡rio dos musaranhos indonanãsios que vivem na ilha de Sulawesi, um grupo de cientistas liderados pelo mamologista LSU Jake Esselstyn identificou 14 novas espanãcies endaªmicas.
As descobertas são detalhadas no artigo publicado recentemente, "Quatorze novas espanãcies endaªmicas de musaranhos (gaªnero Crocidura) de Sulawesi revelam uma radiação de ilha espetacular", em uma nova edição do Boletim do Museu Americano de Hista³ria Natural .
Se juntando a jornada de pesquisa de Esselstyn estava o atual aluno de doutorado da LSU, Heru Handika, e o ex-aluno da LSU, Mark Swanson, junto com Anang Achmadi do Instituto de Ciências da Indonanãsia em Cibinong, Indonanãsia; Thomas Giarla, do Siena College em Loudonville, NY; e Kevin Rowe do Museums Victoria em Melbourne, Austra¡lia.
"a‰ uma descoberta empolgante, mas a s vezes frustrante", disse Esselstyn, curador de mamaferos do Museu de Ciências Naturais LSU e professor associado do Departamento de Ciências Biola³gicas. “Normalmente, descobrimos uma nova espanãcie por vez, e isso éuma grande emoção. Mas, neste caso, foi avassalador porque nos primeiros anos, não conseguimos descobrir quantas espanãcies havia. "
Uma imagem mais clara começou a surgir quando a equipe de pesquisa examinou uma extensa coleção de dados genanãticos e morfola³gicos de novos espanãcimes coletados entre 2010 e 2018, combinados com espanãcimes antigos coletados em 1916. No total, o grupo examinou cerca de 1.400 espanãcimes, e eles reconheceram 21 espanãcies em Sulawesi, incluindo as 14 novas espanãcies. A diversidade conhecida de musaranhos em Sulawesi éagora três vezes maior do que em qualquer outra ilha.
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)
Cra¢nios do subgrupo Elongata. Crédito: Jake Esselstyn
Musaranhos são um grupo diversificado de mamaferos - 461 espanãcies foram identificadas atéagora - e eles tem uma distribuição quase global. Esses pequenos animais insetavoros são parentes mais pra³ximos de ouria§os e toupeiras do que de quaisquer outros mamaferos.
Esta descoberta éum marco importante na pesquisa de Esselstyn. Ele começou a se interessar por testar hipa³teses ecola³gicas e evolutivas que poderiam explicar a diversidade dos musaranhos na Indonanãsia quando ele era um estudante de graduação na Universidade do Kansas. Depois de terminar sua graduação, Esselstyn e Achmadi começam a capturar musaranhos na ilha em 2010, e eles logo perceberam que havia muitas espanãcies em situação irregular para testar essas ideias.
Agora que sente que tem controle sobre a diversidade de musaranhos da ilha, Esselstyn estãointeressado em explorar os fatores geogra¡ficos, geola³gicos e biola³gicos que contribuaram para a extraordina¡ria biodiversidade de Sulawesi.
"A taxonomia serve de base para muitas pesquisas biológicas e esforços de conservação. Quando não sabemos quantas espanãcies existem ou onde vivem, nossa capacidade de compreender e preservar a vida éseveramente limitada. a‰ essencial que documentemos e nomeamos isso diversidade ", disse Esselstyn. "Se pudermos fazer descobertas dessas muitas novas espanãcies em grupos relativamente conhecidos como os mamaferos, imagine como éa diversidade não documentada em organismos menos conspacuos."