A evolução do ca³digo genanãtico e a teoria da evolução de Darwin devem considerar o DNA um ca³digo de energia
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)
Traªs conformações da dupla hanãlice do DNA: A (esquerda), B (centro) e Z canhoto (direita). Crédito: David S. Goodsell e RCSB PDB
A teoria da evolução de Darwin deve ser expandida para incluir a consideração de um "ca³digo de energia" de estabilidade do DNA - o chamado "darwinismo molecular" - para explicar melhor a sobrevivaªncia a longo prazo das caracteristicas das espanãcies na Terra, de acordo com os cientistas da Rutgers.
O ca³digo genanãtico ica´nico pode ser visto como um "ca³digo de energia" que evoluiu seguindo as leis da termodina¢mica (fluxo de energia), fazendo com que sua evolução culminasse em um ca³digo quase singular para todas as espanãcies vivas, de acordo com o estudo coautor de Rutgers na revista Quarterly Reviews of Biophysics .
"Essas revelações são importantes porque fornecem maneiras inteiramente novas de analisar o genoma humano e o genoma de qualquer espanãcie viva, os projetos de vida", disse o autor saªnior Kenneth J. Breslauer, Professor Distinto da Universidade Linus C. Pauling no Departamento de Química e Biologia Química na Escola de Artes e Ciências da Rutgers University-New Brunswick. Ele também émembro do Rutgers Cancer Institute of New Jersey. "As origens da evolução do ca³digo genanãtico do DNA e a evolução de todas as espanãcies vivas estãoembutidas nos diferentes perfis de energia de seus projetos de DNA molecular. Sob a influaªncia das leis da termodina¢mica, esse ca³digo de energia evoluiu a partir de um número astrona´mico de possibilidades alternativas, em um ca³digo quase singular em todas as espanãcies vivas. "
Os cientistas investigaram esse chamado "enigma universal", investigando as origens da observação surpreendente de que o ca³digo genanãtico evoluiu para um projeto quase uniforme que surgiu de trilhaµes de possibilidades.
Os cientistas expandiram os fundamentos do marco da teoria da evolução darwiniana "sobrevivaªncia do mais apto" para incluir o "darwinismo molecular". A teoria revoluciona¡ria de Darwin ébaseada na persistaªncia geracional das caracteristicas físicas de uma espanãcie que permitem que ela sobreviva em um determinado ambiente por meio da " seleção natural ". O darwinismo molecular se refere a caracteristicas físicas que persistem atravanãs das gerações porque as regiaµes do DNA molecular que codificam essas caracteristicas são excepcionalmente esta¡veis.
Diferentes regiaµes de DNA podem exibir assinaturas diferenciais de energia que podem favorecer estruturas físicas em organismos que permitem funções biológicas especaficas, disse Breslauer.
As próximas etapas incluem reformular e mapear a sequaªncia química do genoma humano em um "genoma de energia", de modo que as regiaµes do DNA com diferentes estabilidades de energia possam ser correlacionadas com estruturas físicas e funções biológicas. Isso permitiria uma melhor seleção de alvos de DNA para terapaªuticas de base molecular.