O estudo publicado quarta-feira, 29, descobriu que a maioria das pedras gigantes - conhecidas como sarsens - parecem compartilhar uma origem comum a 25 quila´metros de West Woods, uma área repleta de atividades pré-hista³ricas.
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)
Stonehenge na paisagem de Wiltshire. Crédito: Andre Pattenden (Patrima´nio inglês)
Stonehenge, uma maravilha neolatica no sul da Inglaterra, irrita historiadores e arqueólogos háséculos com seus muitos mistanãrios: como foi construado? Que finalidade isso serviu? De onde vieram suas imponentes rochas de arenito?
Essa última pergunta pode finalmente ter uma resposta depois que um estudo publicado quarta-feira, 29, descobriu que a maioria das pedras gigantes - conhecidas como sarsens - parecem compartilhar uma origem comum a 25 quila´metros de West Woods, uma área repleta de atividades pré-hista³ricas.
A descoberta reforça a teoria de que os mega¡litos foram levados a Stonehenge na mesma anãpoca: por volta de 2.500 AEC, a segunda fase da construção do monumento, que por sua vez poderia ser um sinal de que seus construtores eram de uma sociedade altamente organizada.
Tambanãm contradiz uma sugestãoanterior de que um grande sarsen, a Pedra do Calcanhar, veio da vizinhana§a imediata do local e foi erguido antes dos outros.
O novo artigo apareceu na revista Science Advances .
O autor principal David Nash, professor de geografia física da Universidade de Brighton, disse a AFP que ele e sua equipe tiveram que criar uma nova técnica para analisar os sarsens, que medem aténove metros de altura e pesam até30 metros. toneladas manãtricas.
Eles primeiro usaram raios-X porta¡teis para analisar a composição química das rochas, que são 99% de salica, mas contem vestagios de vários outros elementos.
Gra¡fico sobre um novo estudo que visa rastrear as origens de algumas das maiores pedras
do antigo monumento de Stonehenge na Gra£-Bretanha.
"Isso nos mostrou que a maioria das pedras tem uma química comum, o que nos levou a identificar que estamos procurando uma fonte principal aqui", disse Nash.
Em seguida, eles examinaram duas amostras principais de uma das pedras obtidas durante os trabalhos de restauração em 1958, mas que desapareceram atéressurgir em 2018 e 2019, respectivamente.
Eles realizaram uma análise mais sofisticada dessas amostras usando um dispositivo de espectrometria de massa, que detecta uma maior variedade de elementos com maior precisão.
A assinatura resultante foi então comparada com os 20 possaveis locais de origem dessas rochas sedimentares, sendo que West Woods, Wiltshire, éa que mais se aproxima.
Apenas o fila³sofo natural inglês do século XVII, John Aubrey, havia postulado anteriormente uma ligação entre "Overton Wood", provavelmente um antigo nome para West Woods, e Stonehenge.
Jake Ciborowski (Universidade de Brighton) analisando o núcleo sarsen extraado de Stone
58 em Stonehenge usando um espectra´metro porta¡til de fluorescaªncia de raios-x.
Crédito: Sam Frost (Patrima´nio inglês)
"Enorme esfora§o"
Trabalhos anteriores descobriram que as "pedras azuis" menores de Stonehenge vieram do Paas de Gales, a cerca de 200 quila´metros a oeste, e o novo estudo diz que eles e os sarsens foram colocados ao mesmo tempo.
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"Então deve ter sido um esfora§o enorme acontecendo naquele momento", disse Nash. "Stonehenge écomo uma convergaªncia de materiais trazidos de diferentes lugares".
Plano de Stonehenge usando o sistema de numeração desenvolvido por WM Flinders
Petrie no final do século XIX. Crédito: David Nash (Universidade de Brighton)
Ainda não se sabe como os primeiros brita¢nicos foram capazes de transportar as rochas que pesam até30 toneladas por uma distância de 25 quila´metros - embora a ideia predominante seja que elas foram arrastadas por trenós. O significado do site também permanece misterioso.
"Acho que vocêestãovendo uma sociedade muito organizada la¡", acrescentou Nash.
Quanto ao motivo pelo qual eles escolheram West Woods, ele disse, poderia ter sido um caso de pragmatismo, pois era um dos locais mais pra³ximos.
Mapa mostrando as localizações de Stonehenge e West Woods, juntamente com possaveis
rotas sobre as quais pedras preciosas podem ter sido transportadas para o monumento.
Crédito: David Nash (Universidade de Brighton)
Mas a área também era uma colmanãia de atividade neolatica precoce.
a‰ o lar de um imenso cemitanãrio antigo conhecido como carrinho de ma£o, uma grande terraplenagem circular, campos cultivados pré-históricos que hoje são bosques e um polissoir - uma rocha usada para afiar machados de pedra antigos.
Nash disse que a técnica que a equipe de pesquisa havia desenvolvido poderia ajudar a responder a outras questões arqueola³gicas, como a rota usada para transportar os pedregulhos - o que pode ser inferido se fragmentos sarsen forem descobertos nos pontos de referaªncia.
Ele e sua equipe também esperam usar as técnicas em outros locais antigos e espalhados pela Gra£-Bretanha.