Stonehenge é um monumento incrivelmente complexo, que chama a atenção principalmente por seu espetacular círculo megalítico e
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)
Stonehenge (vista do noroeste). Crédito: Juan Belmonte
Stonehenge é um monumento incrivelmente complexo, que chama a atenção principalmente por seu espetacular círculo megalítico e "ferradura", construído por volta de 2.600 aC.
Ao longo dos anos, várias teorias foram apresentadas sobre o significado e a função de Stonehenge. Hoje, no entanto, os arqueólogos têm uma imagem bastante clara deste monumento como um "lugar dos antepassados", localizado dentro de uma complexa paisagem antiga que incluía vários outros elementos.
A arqueoastronomia tem um papel fundamental nessa interpretação, pois Stonehenge exibe um alinhamento astronômico com o sol que, devido à planicidade do horizonte, remete tanto ao nascer do sol do solstício de verão quanto ao pôr do sol do solstício de inverno. Isso explica um interesse simbólico dos construtores no ciclo solar , muito provavelmente relacionado às conexões entre a vida após a morte e o solstício de inverno nas sociedades neolíticas .
É claro que isso está muito longe de dizer que o monumento foi usado como um dispositivo de calendário gigante, como foi proposto em uma nova teoria publicada na Antiguidade . De acordo com esta teoria, o monumento representa um calendário baseado em 365 dias por ano divididos em 12 meses de 30 dias mais cinco dias epagômenos, com a adição de um ano bissexto a cada quatro.
Este calendário é idêntico ao alexandrino, introduzido mais de dois milênios depois, no final do século I aC, como uma combinação do calendário juliano e do calendário civil egípcio.
Para justificar este "calendário em pedra", o número dos dias é obtido multiplicando-se os 30 lintéis sarsen (provavelmente) presentes no projeto original por 12 e somando-se a 360 o número dos trilitos em pé da Ferradura, que é cinco. A adição de um ano bissexto a cada quatro está relacionada ao número de "pedras da estação", que é, de fato, quatro.
Este maquinário foi supostamente mantido em operação usando o alinhamento do eixo do solstício e foi supostamente retirado do Egito, refinando muito, no entanto, o calendário egípcio, que era de 365 dias (a correção do ano bissexto não estava presente até a época romana).
Esta é a teoria reconhecidamente fascinante que foi submetida a um severo teste de estresse por dois especialistas renovados em Arqueoastronomia, Juan Antonio Belmonte (Instituto de Astrofísica de Canárias e Universidad de La Laguna, Tenerife, Espanha) e Giulio Magli (Politécnico de Milão). Em seu artigo, que também será publicado na Antiquity , os autores mostram que a teoria se baseia em uma série de interpretações forçadas das conexões astronômicas do monumento, bem como em numerologia discutível e analogias sem suporte.
Em primeiro lugar, a astronomia. Embora o alinhamento do solstício seja bastante preciso, Magli e Belmonte mostram que o movimento lento do sol no horizonte nos dias próximos aos solstícios impossibilita o controle do correto funcionamento do suposto calendário, pois o dispositivo (lembre-se: composto por enormes pedras) deve ser capaz de distinguir posições com precisão de alguns minutos de arco, ou seja, menos de 1/10 de um grau.
Assim, embora a existência do eixo mostre interesse no ciclo solar em sentido amplo, não fornece nenhuma prova para inferir o número de dias do ano concebido pelos construtores.
Em segundo lugar, é a numerologia. Atribuir significados aos "números" de um monumento é sempre um procedimento arriscado. Neste caso, um "número-chave" do suposto calendário, 12, não é reconhecível em nenhum lugar, bem como nenhum meio de levar em conta o dia epagômeno adicional a cada quatro anos, enquanto outros "números" são simplesmente ignorados (por exemplo, o portal de Stonehenge era feito de duas pedras). Assim, a teoria padece também do chamado "efeito de seleção", procedimento em que são extraídos dos registros materiais apenas os elementos favoráveis ??a uma interpretação desejada.
Finalmente, modelos culturais. A primeira elaboração do calendário de 365 mais 1 dia está documentada no Egito apenas dois milênios depois de Stonehenge (e entrou em uso séculos depois).
Assim, mesmo que os construtores tenham tirado o calendário do Egito, eles o refinaram por conta própria. Além disso, eles inventaram por conta própria também um edifício para controlar o tempo, já que nada desse tipo jamais existiu no antigo Egito - provavelmente os egípcios refletiram a deriva de seu calendário de 365 dias através das estações em sua arquitetura, mas isso é muito diferente. Além disso, uma transferência e elaboração de noções com o Egito ocorreu por volta de 2600 aC e não tem base arqueológica.
Em suma, o alegado calendário "Neolítico" de precisão solar de Stonehenge é mostrado como uma construção puramente moderna cujas bases arqueoastronômicas e calendáricas são falhas.
Como ocorreu muitas vezes no passado - por exemplo, para as alegações (insustentáveis ??pela pesquisa moderna) de que Stonehenge foi usado para prever eclipses - o monumento retorna ao seu papel de testemunha silenciosa da paisagem sagrada de seus construtores, um papel que — como Magli e Belmonte enfatizam — não tira nada de seu extraordinário fascínio e importância.
Mais informações: Giulio Magli et al, Arqueoastronomia e o suposto 'calendário de Stonehenge', Antiguidade (2023). DOI: 10.15184/aqy.2023.33
Informações do jornal: Antiguidade