LIDAR revela antigas estruturas mesoamericanas alinhadas para uso como um calendário de 260 dias
Um trio de pesquisadores do Centro de Pesquisa da Academia Eslovena de Ciências e Artes, da Universidade do Arizona e da Universidade Colgate encontrou exemplos de estruturas mesoamericanas alinhadas para uso como calendário de 260 dias...
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)
Sítio da Aguada Fénix, vista a nascente. Crédito: Takeshi Inomata
Um trio de pesquisadores do Centro de Pesquisa da Academia Eslovena de Ciências e Artes, da Universidade do Arizona e da Universidade Colgate encontrou exemplos de estruturas mesoamericanas alinhadas para uso como calendário de 260 dias, construídas há milhares de anos ao longo da costa do golfo do México. .
Em seu artigo publicado na revista Science Advances , Ivan Šprajc, Takeshi Inomata e Anthony Aveni descrevem como o LIDAR baseado em aeronaves permitiu que eles vissem o alinhamento das estruturas antigas. Eles também discutem como essas estruturas poderiam ter sido usadas por culturas antigas.
Pesquisas anteriores mostraram que os povos antigos que viviam na Mesoamérica desenvolveram e usaram um calendário de 260 dias entre 300 e 200 aC. A evidência escrita foi encontrada em fragmentos de murais de gesso .
Mas, desde essa descoberta, os pesquisadores suspeitam que esse calendário tenha sido desenvolvido muito antes de as pessoas que o usavam desenvolverem um meio de escrevê-lo. Nesse novo esforço, os pesquisadores encontraram evidências de tal calendário feito milhares de anos antes usando grandes estruturas .
O trabalho envolvia apontar o equipamento LIDAR para o solo a partir de um avião sobrevoando a costa do golfo do México. Os pesquisadores observaram os restos de 415 complexos cerimoniais construídos por olmecas ou maias. A análise das estruturas mostrou que elas estavam alinhadas de forma a observar o nascer e o pôr dos corpos celestes em determinados dias representados em um calendário de 260 dias. Eles observaram que a maioria dos ângulos dos complexos estava alinhada de leste a oeste, o que corresponderia ao nascer e ao pôr-do-sol de objetos celestes, como o sol. As estruturas foram datadas entre 1100 aC e 250 dC
O sítio de Buenavista no dia do alinhamento do nascer do sol.
Crédito: Takeshi Inomata
Povos antigos pertencentes à sociedade olmeca viveram em partes da Mesoamérica há 3.500 anos. Pesquisas anteriores descobriram que, após o declínio da sociedade olmeca, a cultura maia se desenvolveu. Inscrições e documentos feitos pelos maias descreviam um calendário de 260 dias.
Ter tal calendário, observam os pesquisadores, teria permitido que os povos antigos planejassem rituais, bem como coordenassem as atividades agrícolas. Eles observam também que algumas comunidades maias modernas ainda usam o calendário de 260 dias .
Mais informações: Ivan Šprajc et al, Origens da astronomia e calendário mesoamericanos: evidências das regiões olmeca e maia, Science Advances (2023). DOI: 10.1126/sciadv.abq7675
Informações da revista: Science Advances