{"id":28162,"date":"2022-06-14T17:06:26","date_gmt":"2022-06-14T16:06:26","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28162"},"modified":"2022-06-14T17:06:26","modified_gmt":"2022-06-14T16:06:26","slug":"la-frontera-k-t-hablemos-de-eso-4","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/06\/14\/la-frontera-k-t-hablemos-de-eso-4\/","title":{"rendered":"La frontera K-T. Hablemos de eso."},"content":{"rendered":"<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.revista.unam.mx\/vol.16\/num6\/art46\/img\/img3.jpg\" alt=\"El cr\u00e1ter de impacto Chicxulub y el l\u00edmite Cret\u00e1cico\/Pale\u00f3geno\" \/><\/p>\n<p style=\"text-align: justify;\"><em>Situaci\u00f3n de los continentes a finales del Cret\u00e1cico. El cr\u00e1ter de Chicxulub est\u00e1 se\u00f1alado a la izquierda de la imagen. Los fant\u00e1sticos dinosaurios que, si no tuvi\u00e9ramos la evidencia f\u00f3sil<\/em><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Meteorito que extingui\u00f3 a los dinosaurios abre nuevos caminos contra el  cambio clim\u00e1tico - La Tercera\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 ocurri\u00f3 tras el impacto del meteorito que mat\u00f3 a los dinosaurios\" \/><\/p>\n<p style=\"text-align: justify;\"><em><br \/>\n<\/em><\/p>\n<p style=\"text-align: justify;\">La teor\u00eda m\u00e1s extendida de todas las que intentan explicar la extinci\u00f3n del 65% de las especies que habitaban la Tierra hace 65 millones de a\u00f1os, se refiere al impacto de un gran meteorito en Chicxulub que form\u00f3 un cr\u00e1ter de 180 kil\u00f3metros de di\u00e1metro. La prueba esgrimida como definitiva fue el hallazgo de esf\u00e9rulas\u00a0 derivadas del impacto inmediatamente debajo del l\u00edmite estratigr\u00e1fico entre el Cret\u00e1cico y el Terciario, junto con la detecci\u00f3n de una anomal\u00eda de iridio coincidente con la extinci\u00f3n masiva de foramin\u00edferos marinos, y el descubrimiento y dataci\u00f3n del propio cr\u00e1ter de Chicxulub.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"10 datos que te sorprender\u00e1n del cr\u00e1ter de Chicxulub, Yucat\u00e1n | Top  Adventure\" \/><\/p>\n<p style=\"text-align: justify;\">Pero para entender de qu\u00e9 hablamos se\u00f1alemos cuestiones sencillas que todos entendemos como, por ejemplo, la muerte de los dinosaurios que se extinguieron (seg\u00fan todos los indicios) hace ahora 65 millones de a\u00f1os, como parte de una extinci\u00f3n masiva de la vida en la Tierra, algo tan claramente reflejado en el registro f\u00f3sil que se utiliza para marcar el final de un per\u00edodo de tiempo geol\u00f3gico, el cret\u00e1ceo, y el comienzo de otro, el terciario.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Twitter \u4e0a\u7684 Ciencia y Mas!\uff1a&quot;El Cr\u00e1ter Chicxulub se form\u00f3 hace unos 66  millones de a\u00f1os, cuando un asteroide de 10 kil\u00f3metros de di\u00e1metro golpe\u00f3  la Tierra. Muchos cient\u00edficos piensan que este evento\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSuJeaFpBQEpD_IF3h1yaoocvKKUPmSI9LWGYnN2V4t51wzRHzecDlQjCDSbaxWll6jTjk&amp;usqp=CAU\" alt=\"El cr\u00e1ter Chicxulub en Yucat\u00e1n arroja pistas de \u00faltima era glacial -  elEconomista.es\" \/><\/p>\n<p style=\"text-align: justify;\">La huella dejada por aquel acontecimiento en el todo el mundo, no deja lugar a dudas para los ge\u00f3logos. La se\u00f1al, les habla del pasado.<\/p>\n<p style=\"text-align: justify;\">Puesto que la &#8220;<strong>C<\/strong>&#8221; ya se ha utilizado como inicial en un contexto similar en relaci\u00f3n con el per\u00edodo C\u00e1mbrico, este marcador se suele denominar\u00a0<strong>Frontera K-T<\/strong>, con una &#8220;<strong>K<\/strong>&#8221; de Kreide,\u00a0 que es el nombre del Cret\u00e1ceo en alem\u00e1n. No fueron solos los dinosaurios los que resultaron afectados (aunque por sus caracter\u00edsticas son los que siempre aparecen con mayor protagonismo en el suceso).<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Confirmado: el impacto de un asteroide en la Tierra acab\u00f3 con los  dinosaurios\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQFAMZiYDP5_g8i3swWrrMk4OQKkiBFEhjiEt4HHH7dh4_QZWBIRwspEiSIGo9TRFWtor0&amp;usqp=CAU\" alt=\"Cr\u00e1ter Chicxulub - M\u00e9xico - Atlas Obscura\" \/><\/p>\n<p style=\"text-align: justify;\">Alrededor del 70 por ciento de todas las especies que viv\u00edan en la Tierra a finales del Cret\u00e1ceo hab\u00edan desaparecido al principio del Terciario, lo cual nos indica que se trat\u00f3 realmente de una &#8220;extinci\u00f3n en masa&#8221; y explica por qu\u00e9 los ge\u00f3logos y los paleont\u00f3logos utilizan la frontera\u00a0<strong>K &#8211; T<\/strong>\u00a0como un marcador importante en el registro f\u00f3sil.<\/p>\n<p style=\"text-align: justify;\">Dadas las dificultades que plantean unas pruebas de tiempos tan remotos, y la lentitud con la que se acumulan los estratos geol\u00f3gicos, todo lo que podemos decir sobre la velocidad a la que se priodujo aquella extinci\u00f3n es que sucedi\u00f3 en menos de unas pocas decenas de miles de a\u00f1os o en unos cien mil a\u00f1os; sin embargo, esto se considera un cambio brusco en relaci\u00f3n con la escala de tiempo utilizada en geolog\u00eda.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Hallan los restos m\u00e1s puros del meteorito | RTVE.es\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS-ppCnK87QbsQKDVTyVjYPeRMmjfYWd3UAnPmd07ksy9dlfHQunAhkVJtbCTFxwO6-AgU&amp;usqp=CAU\" alt=\"Los misterios del cr\u00e1ter Chicxulub, el sitio en M\u00e9xico donde los  cient\u00edficos creen que comenz\u00f3 el fin de los dinosaurios - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">La hip\u00f3tesis propone que un asteroide de 15 kil\u00f3metros de di\u00e1metro impact\u00f3 en alg\u00fan lugar de la Tierra (despu\u00e9s se identific\u00f3 con un cr\u00e1ter en las inmediaciones de la pen\u00ednsula del Yucat\u00e1n, el llamado cr\u00e1ter de Chicxulub), levantando millones de toneladas de corteza continental volatilizada a la atm\u00f3sfera. Posteriormente, tras unas prospecciones petrol\u00edferas se encontr\u00f3 la posible huella del evento buscado, como se puede observar en la siguiente imagen:<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/images.ecestaticos.com\/6nsMvffuySqbmCaVlP6TNPVR0JI=\/0x0:1279x718\/1200x675\/filters:fill(white):format(jpg)\/f.elconfidencial.com%2Foriginal%2F3f2%2F698%2F611%2F3f2698611e7f6dde44a37c40fb6f1ef2.jpg\" alt=\"Una ola de 1.600 metros de altura: el tsunami que pudo acabar con los  dinosaurios\" \/><\/p>\n<p style=\"text-align: justify;\">El impacto que cre\u00f3 un cr\u00e1ter de 180 kil\u00f3metros de di\u00e1metro ocasion\u00f3 que millones de toneladas de plataforma continental fueran volatilizadas y enviadas a decenas de kil\u00f3metros de altura ocasionando una nube de polvo muy densa que persisti\u00f3 durante a\u00f1os llevando al mundo a un enfriamiento global siendo aquel el mayor invierno nuclear que ha visto la Tierra, que sepamos.<\/p>\n<p style=\"text-align: justify;\">Las preguntas obvias que todo esto plantearon las mismas que surgen tras un gran terremoto: \u00bfpor qu\u00e9 sucedi\u00f3? \u00bfpodr\u00eda suceder de nuevo? y, en ese caso, \u00bfcu\u00e1ndo? En el caso del suceso K &#8211; T, tenemos un candidato muy cualificado para que fuera el desencadenante que hizo que aquella extinci\u00f3n se produjera hacer 65 millones de a\u00f1os, en vez de suceder por ejemplo, hace 60 o 55 millones de a\u00f1os. Los restos de ese enorme cr\u00e1ter de arriba que data justo de entonces ha sido descubierto bajo lo que actualmente es la pen\u00ednsula de Yucat\u00e1n, en M\u00e9jico, y por todo el mundo se ha encontrado estratos de hace 65 millones de a\u00f1os que contienen restos de Iridio, un metal abundante en el centro de la Tierra pero, muy escaso en la superficie, del que sabemos que es un componente de los meteoritos de cierto tipo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_xBXZbW6ivIs\/TE2wlTxT4iI\/AAAAAAAAF1o\/OxHnCW46jVw\/s1600\/lutetia_mosaico_color_lakdawalla_stryk.jpg\" alt=\"El Sofista: Lutetia: el asteroide m\u00e1s grande visitado hasta ahora\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Lutelia: El asteroide m\u00e1s grande que nos ha visitado hasta ahora.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;El 10 de julio de 2010 la\u00a0<a href=\"http:\/\/elsofista.blogspot.com\/2008\/07\/despiertan-la-rosetta.html\" target=\"_blank\">sonda espacial europea<\/a>\u00a0<a href=\"http:\/\/www.esa.int\/esaMI\/Rosetta\/ESAHVF7708D_0.html\" target=\"_blank\">Rosetta<\/a>\u00a0pas\u00f3 cerca de Lutetia, el asteroide m\u00e1s grande hasta ahora sobrevolado por un sat\u00e9lite, y\u00a0<a href=\"http:\/\/danielmarin.blogspot.com\/2010\/07\/rosetta-sobrevuela-lutetia.html\" target=\"_blank\">obtuvo numerosos datos e im\u00e1genes<\/a>\u00a0con los que los astr\u00f3nomos podr\u00e1n determinar mejor la historia del asteroide y el origen de sus asombrosos colores (<em>ver la pr\u00f3xima imagen<\/em>). Aunque la composici\u00f3n exacta de\u00a0<a href=\"http:\/\/www.youtube.com\/watch?v=8-wFNrDMVus\" target=\"_blank\">Lutetia<\/a>\u00a0a\u00fan sigue siendo desconocida, se puede decir que su masa no es suficiente para que la gravedad forme una esfera homog\u00e9nea. Con sus 100 Km de di\u00e1metro, de caer en la Tierra&#8230;&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Si alguno de estos cayera sobre la Tierra, la Historia se podr\u00eda repetir y, en alg\u00fan caso, ni ser\u00eda seguro que algo vivo pudiera seguir existiendo con la ca\u00edda de un enorme &#8220;monstruo&#8221; p\u00e9treo venido del espacio interestelar a velocidades alucinantes que no podr\u00edamos frenar ni destruir. La Tierra, a pesar de su mucha y avanzada tecnolog\u00eda, no est\u00e1 preparada para solucionar estos problemas.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ2II2mPf-jlZTiXqsvbqioZgmrUaYZxUWy1g&amp;usqp=CAU\" alt=\"Analizando el misterio del Elenin -\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Un enorme meteoro provoc\u00f3 el cr\u00e1ter de Chicxulub, en M\u00e9xico<\/p>\n<div style=\"text-align: justify;\">No es dif\u00edcil explicar por qu\u00e9 pudo suceder todo aquello que provoc\u00f3 el enorme impacto. La energ\u00eda cin\u00e9tica contenida en tal impacto ser\u00eda equivalente a la explosi\u00f3n de mil millones de megatoneladas de TNT y arrojar\u00eda al espacio unos detritos en forma de grandes bloques que se desplazar\u00eda siguiendo trayectorias bal\u00edsticas (como las de los misiles intercontinentales) y volver\u00edan a entrar en la atm\u00f3sfera por todo el globo terr\u00e1queo, difundiendo calor y aumentando la temperatura de todas las zonas. Se producir\u00eda un efecto de calentamiento de 10 KW por cada metro cuadrado de la superficie de la Tierra durante varias horas, un fen\u00f3meno que ha sido descrito gr\u00e1ficamente por especialistas.<\/div>\n<div style=\"text-align: justify;\">A continuaci\u00f3n, unas diminutas part\u00edculas de polvo lanzadas al interior de la parte superior de la atm\u00f3sfera se extender\u00eda alrededor del todo el planeta y, combinadas con el humo de todos los incendios desencadenado por el &#8220;asado a la parrilla&#8221;, bloquear\u00edan el paso de la luz de del Sol, causando la muerte de todas las plantas que depend\u00edan de la fotos\u00edntesis y congelando temporalmente el planeta.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Los dinosaurios no se habr\u00edan extinguido si el enorme meteorito hubiera  ca\u00eddo en otro lugar - The New York Times\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR62-FiAXokRuK_U5bxZwIbCWcVWlYTTz1_mA&amp;usqp=CAU\" alt=\"Investigan restos del meteorito que acab\u00f3 con los dinosaurios | Life -  ComputerHoy.com\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Claro que no estamos a salvo<\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Un asteroide como un portaaviones 'rozar\u00e1' la Tierra el 8 de noviembre -  Periodista Digital\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Es como un portaaviones y pas\u00f3 rozando la Tierra<\/div>\n<p style=\"text-align: justify;\">Se llama 2005 YU55 y no es la primera vez que tenemos noticias de \u00e9l. Este asteroide de 400 metros de di\u00e1metro (el tama\u00f1o de un portaaviones) calificado en su d\u00eda como potencialmente peligroso para la Tierra, se acerc\u00f3 el pasado 8 de noviembre a 324.600 kil\u00f3metros de nuestro planeta, una distancia inferior a la que est\u00e1 la Luna. En t\u00e9rminos astron\u00f3micos, significa una arriesgada caricia en la cara. Observatorios de todo el mundo no perdieron detalle de la visita. En concreto, cient\u00edficos de la NASA siguieron la trayectoria de la roca espacial desde radiotelescopios de Goldstone, California, y Arecibo, en Puerto Rico.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Elenin, el cometa del \u201cfin del mundo\u201d se acerca a la Tierra |  EnL\u00edneaDirecta.info\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cometa C\/2010 X1 Elenin | Sur Astron\u00f3mico\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Elenin el cometa del fin del mundo<\/p>\n<p style=\"text-align: justify;\">nte la sensaci\u00f3n que caus\u00f3 la cercan\u00eda del cometa Elenin, la agencia espacial ha querido adelantarse a los m\u00e1s aprensivos: &#8220;el asteroide no ejercer\u00e1 ninguna influencia sobre las placas tect\u00f3nicas o la gravedad de la Tierra. No se notar\u00e1 efecto alguno.&#8221;<\/p>\n<p style=\"text-align: justify;\">\u00a0Aunque en 2005 YU55 visitt\u00f3 regularmente la vecindad de la Tierra, Venus y Marte, debido a su trayectoria, el encuentro de 2011 fue el m\u00e1s cercano que esta roca espacial ha realizado durante los \u00faltimos 200 a\u00f1os. \u00bfQui\u00e9n nos garantiza que la pr\u00f3xima vez ser\u00e1 el viaje tan pac\u00edfico? Cualquier suceso podr\u00eda variar su trayectoria con resultados funestos para nosotros.<\/p>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_NswInypKUK4\/S8XGTU4QcZI\/AAAAAAAAAIs\/MjlmDBKoX2E\/s400\/la+tierra+lleva+5+extinciones+-+mertcurio+5+abril+2010+-+DETALLE+MONITO.jpg\" alt=\"\" width=\"400\" height=\"362\" \/><\/div>\n<div style=\"text-align: justify;\">El suceso K &#8211; T es en realidad s\u00f3lo una entre cinco cat\u00e1strofes similares (en la medida en que afect\u00f3 en aquella \u00e9poca a la vida de la Tierra) a las que los ge\u00f3logos denominan en conjunto &#8220;las cinco grandes&#8221; -y no es en absoluto la mayor-. Cada una de ellas se utiliza como marcadores entre per\u00edodos geol\u00f3gicos y todas han sucedido durante los \u00faltimos 600 millones de a\u00f1os. La raz\u00f3n por la que nos centramos en este pasado geol\u00f3gico relativamente reciente es que fue en esa \u00e9poca cuando los seres vivos desarrollaron por primera vez algunas caracter\u00edsticas, tales como las conchas, que pod\u00edan fosilizarse f\u00e1cilmente, dejando rastros que pueden reconocerse en los estratos que se estudian en la actualidad.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"K-T \u2013 Cr\u00f3nicas de la extinci\u00f3n\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT6YFn4lTkozi_-pd-wXLROr6MPXX6aZUC0nXEYEZy56Fbj-9I8GbT4TA47uvcz41gSJ84&amp;usqp=CAU\" alt=\"Existe un v\u00ednculo causal entre el impacto de Chicxuluby la extinci\u00f3n de los  dinosaurios? - Quora\" \/><\/div>\n<div style=\"text-align: justify;\">Antes de aquella \u00e9poca (durante la larga era geol\u00f3gica conocida como Prec\u00e1mbrico) hab\u00eda florecido la vida en los oc\u00e9anos durante casi cuatro mil millones de a\u00f1os en forma de criaturas de una sola c\u00e9lula que no ha dejado rastro alguno al diluirse con el medio y desaparecer cualquier vestigio de su existencia.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"\u25b7 Era prec\u00e1mbrica, escudos y significado. Caracter\u00edsticas y sus  consecuencias\" \/><img decoding=\"async\" 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\" alt=\"E\u00f3n Prec\u00e1mbrico: todo lo que debes saber | Meteorolog\u00eda en Red\" \/><img decoding=\"async\" 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cFfvEFRysbB\/Nvt5RbDguFNQF9AC3OAA+HQVcAKl7JFnPoBBvjshSP7gPJQPjC5WcrG6lOejhz5+JgKgSCdWp5\/t4QAaCMXlSQT+YKHQF\/NodlJM4y1JplCkqOxBceINOu0Z0js6ZMBIACA4zKLClC2ptpGqhGRAQkg8mzE0c3ijPU+Bp6chS5zFiHN2eg8zWISQVJD0cAwPIWYv4CnAneLpwin7xCU0+V34O4p+8S2JI9CrAS0AORxJIA\/c3jExODClqCGCAxSq+amg8B0hrtOgazvWlweFTfaM1GJACeo8FE+Facoy\/G23WzTWYqjXkYaWmWkliprsanvMzc35xk4yZLABRo4s1mpWNOXPeUDQXFwPNxGMAFJKvmALlqgUAAvqwh4vJg0oL\/ilbe\/COicqf7POOjWkwZThcwIylKy+Z0DLX8qcoUSGoxpqTDUlamZ2VXuuWIF7ChrBBiX7yAVqArkByh\/1BwelTsIhaVLDqQtKgXzFJSw1Fb84XRYb8UoZe87swO+xa97xbKpaSJgSsXbYnZ3pAE4CYU0SH0ZW1Xre0cJM4d8oJGqkMbG6spMS214AhiexkEpUhZSDQggEpUP\/AImmjRCOxZiiyJiS1LEKYbghha7xsTpMwAhq5cxOXuslnSVbjaBqxjIKgnLYFxQgmwOzOegiH+Srr00WH9B9nTFSJeRRGZKlZiH\/ADVoeSh4UtCKFrE5KiGSrMoFu6c0tRNuL0vWBYjFPRJcq7o6ml60MaWOJQhVBYJenKljEJes00kokVnYruuomjNwelf+UCmT0KzZwFpFGUzgb8Ba0DwYExYCgShI7wSa1dtRqXjVX2bJeksAChIKn4OxisKIn8rVh5lZMlRRZCnPMFr7kM0URhSsPLIP6TduHjGz232YcgUgZkpqUuSQDSmpHSMCTilJU6SxTTxEaIzGELWggFFr09WvDMpaV3Av7pDmGwy5yPiIUNEqSXBoPA03a0d+HWKrTalU\/XSKTZLSYmrs5CiSAQdW4ftC03AFCiU1DdevDXpG4jI1gNA3tngicPmolyTYFN\/AQck\/Se0eRWgOQ9b8O7pxbfVorLCT8zsTUJvu1jpWPRzsCjMRMyhVRlR3l7EEJLJPBRB4RdHZCQnuJQGSSFTDm2YAUTUkVI1FWaJekWkeYnoSGKFEoPyqbWjhWuYH6QxmKlIQlTbKBqHp6Oesbc7saas99alkAEBCHyKIYVACAGb5QbdYIjsFCcqitSQKUKC6tWO9ba8TSFyQ+LPMLIKipu6Cco0yjU8IgJKjvc+bP9Y28dh8MwAz0vVNW0YJFeDPXWEkCQCGMx6VzI1\/00vrvpFcgkEnYc7kbbe+EHlgpJ1LMltcwDEbUPnBCiUfkmhLD86T6pc2bQWjpuFWlAIS6dVJIUOTptaxaGmJg1kBPdLCz7gbC5c7PaBhYSG3uT1iyZaSQNWoCGfgDYdYYw3Z2dCl50sApgQQTlDm1iK9YG0ggoUXOpST1IB9DDMrAqyCYohKQRoSovamgvrD+GwKSnMq9cqSAWv3jvw0pB0zgWBKAbMSPS0BLf6ASOyEKA75r+ltOvsweX2YlGYqQFaJKqgDxFekUCsoBtVqa89NoJhhmBP6qnyp1ENNfCXQC+z0qukBqZkkhLHgQWNdIJhsMhDskFQ\/MqreFvCCLB+Uk8qUdqwtiFhAOUl2YFtH2godsd\/HJLIuT3QARyYNDErDprmd9WoA2nHSMfsgE55hZx3QranebpljWXMAokHkK6331doVE8pBFtQjo3u8WxMpI7qVEKvWruATTlSM4zwHaz1O37QPET\/kJ2bqKegHjEaraLyvTYxis0sMSoA6Po7uA+ujRhqZgH0LAc9fCLYbGByglwaixqLivD0hObiAFKAbM5fgBYdISUZfuTUkLJk1\/I9OZ9H\/APtFu2MKUrTLQHQkpUQksXWkErUNQ6mBDgANSMqXiylJKFEKcVHF39BSN7+nO2EIcz0IPw6oXkTmRmLAClnOlqxeeiWnDR\/9Fr\/zE\/7P3jo0P8Xmf5sjxV9oiK6I\/sMTZQylRKUACpLN1JtC2HxSVEpALChWFBueVwQNnDloylIEw5whS1GssLyZMmjJPfoLkAO9DrAk4QqKklSEmrpUEBQL1ZOT5SW+RZv8xiCz0JSKsUln6ef0gWGnEF82a4HKlAW5axm4aXMSAHCmaujAuyjU1iVFZBJdBFQp2410I4nhE6zS8uAsRiQrIgOcyspFflrmZ9aGjwzOwchQKSlgWsSNXoBaMZGGmfGzoIJC3KVUDvViBl6xoy8YhZKS6FAFwSLnZtemkRnHE03qyEI\/pqVmC0TFpILpdlD0BMZPb0tcoIQe+kl8yUlibZeB4cY9HglZKZ82zh2DnUWMWJsymcvlI9DQ+sNsi90y+xJYQgKuoku2hLjKeLephz4tWKUitTbUXG8OrkomB1ir\/OkgKB2zC\/IiAJ7ObZbUqkJJdmcMxN6v0ik+iWq6VFEuKKe2npWKzOzJOJDrDKSaKTRXXcbDRjBUYEsWSU1\/t\/7YiROSksSQqtianZgPWGtCgujsL4eZUmaoA1KVHun9wecckzG741YMH8dPOHlzykNW7Jo4N3dr29eEXTOPfoCUpKiliKOwB0YkwtbeVUPOeWoARhEXmrCaOE\/mI0Jocif1GEZylrQRVCNES3UktqtaSSulW4s2kaSpxy\/DRRawVTFkPQFq8TXKNAmGMAiRLdRJBPzLCnUW3BcPSzNGC3rTN3jOUIYeQpROTLldPeyqKAAMlwAQAN8tVGDqSiWHmKI7tFpUFoUk75cq24lhW8A7b7dDskhdGzJASSNMzbUs45R4\/H9plRNeP31vxvaLWWxRQ3O0+3E\/KhPyuwcqTzQokKS\/M26xiGfNnrYVpUuA6aafmIewr4wthcNnVmWShD0WzpvY1DB31jfWglIQlIyfoKlBr1kzUhSgf7k93V4b\/qCXcM1OBSL99QuSFJZjQsRmSR+pBDatDWGQtVgQw0cZUncB8os5Hd3Ah\/D4YBBWHZIzd1ymmiTXKeIGVzwg2FwClrzqSMyWKUXQglu8sUClkEkIYNc6OlpsTSFUYUoBK1lNjlJAyggVNwCwoLFgaBgRyqkkS7VCykIUa7JcjXUvtGwvsxCTmJzrNSVPfcG78dRFFylmgpvQj1jTK\/Zlp\/oyF9mBSsy0pAJe+7v+VxyrAp2BISUSwGNcynAYuC5MbJ7OUS+YDjc+kTK7OSHYKUeX1sItteGaT9PLYmeqWQnMCUgANb5RUcPvCq1KWkHKSBWgLeLNHsZ\/ZJWR3UJy6qZR5UcD9ovKwqEHMpBWBvYeAFOcBV6PJ9lyFqUMwKUVodeCT69Y1cRiUp1S1AG03DcxD2Iws2csqQgZaBJLJSKflepblrESP6aW\/wD1VOk\/lQPU\/tCrF76ZCipayiWjMqtg5A3J0DfSDJ7BnrHfZAsQ4UbGwFPOPUYfBlCQiUjKkHcV4vmL+sXVLWLqA4P5mKgX9Hk8f2ccMhARmUColYLXIDM2+W0K\/i1B8oJPobDlHqp3ZyVuFFSw4OyXe1CIFisIiSBlSkLP6QzcS9eXAxOouxpN9fTyk1amTmcLauhd\/fiI5EiZkIKFBN3NGcNrvTwj1vYuFzlavhknRQAF7hyL3JazDWNf\/DUZSFoABDGqnr+onhCWk0VOLh4TB9hrcEtQ8+gZ+N4a7O7CE1JWHqTmHG\/7jgRHtClCE5UqLMwAJVb3vGbJlKQokKUBoGyb83tubmE9QIY83+nsq5Mti0xRKuAQl6PzMbWH7HQhsqGOpcHm+44R09ZK0TEu6H+apY5gofKCxB\/4isQvtBZc5UXFgT1uIM6omhn8Mn\/LT5f90dCv4teyPA\/eJiqhRhezuxgQFZVoWRY96hNO9UHixg3+HlJqtVLGjjg3hD07tWXLC1pUudlSCoJUghDuGJJSMxsEglR2hPBdpTJy3yhCEkhlOhZAIqXSWDA0UEl\/GBoEBnIYWGzMx8jGdj8dktlf9Walv7Q\/jtHqVyAagPS4L04GMzGdlomizKFiwLcxci1HiHTRS9mEjtU\/MZaFgaoUS3VvXaGEdsYZZOdCkvfMnM2n5X03jHxeE+DNKZhCVmqSksOBG4Ox\/cW17yEzOfcWOLgsQH3ethWM+TTN+OWejM6RTKtCaOC5AY7mqdRR9YcRJCgPzC4IIL8m6x5JCZaSQhapSnHzuKvQKa\/UNQ3YPpdm4GdKGaUUKB1SpLEFjVBynTnW0NbJf4l8PTDDba6V9+UUVLN\/I08i0K4TtArS6hU03yqDhq2Scp68wI0ZKhlDvXwjfM0YNNMoDlSPtbweFMQrOv4ab0MxX9o0AJFCatyMaC0UoKRk9gTc0rPXNMUsqOxCiADyAtxhaz8Gn1RidgUm5CQ1GUQDQjkNKUjNxOCMl1g5k1SsOAyVZe8WDskgE8HpGxm2D\/bkxgOO7UlyEus10SGJLszA2fi0PWctdiy2n0eX7exikFABoQSTUfyKnWPOYnH5qvHpJvZGInIUVIQhDvLlFSs6Aad1TMl75VMK\/ljyM7s5aFlCmQsGqVkJNai9LEaxljCyobvfLwleK2hjsbs8TFgrISglnUcoLVZ9mv03pqdk\/wBOJWoKnLp\/agEvwf7PHoD2XKWSFSlZZZZLZxlBAUbHV3fWJ1+RJRFLLboOUhBmKEhnlhIKkOgMXYm5NAbhoMjALmLyDIFlJVmSlPzC3xAwStPEAKB1iD2jIkJyIyoDvkT3lKJ\/SKqUeLRdEqfODkfAlG4JadMGjkA5E\/p7p9YyytafXhWmsrv0zJUt5oCly1TA4UtKRkQdAP712AKiwMa2HmJQnIAQBQnvVLvmfUl61u9aQRElCBlRhlJcEZrhjSpzkDz5GDIwqiXV3BVgkqUq1cylAN\/pAbeN850vDn1paAhYN3JersDfVouCbAAdPXaGkYMJDhhrv4uTzi34c709+7xXHRnUKJlq0PvlBFBTVL++bcIbTJGtfSCJw4u1dL+vj4w1lk0zZUorqTQ7\/SCow1N+JZtbD7w6JY0I4+xFgkVc+frFpAKmU9CqzbecWlywBw8Iye11zc6koWtKQ2UoSpQJUwdS0g8WFNKQadJxWRCgpzkTmRTMFW2rdyz1ekS37Ey1nys1FoSGoalqbesUCAXIHi3hAMBNnF0zEswFVEAktU0FRtY1Lw\/icQmWgFSkpBNHFTyFyekPPZLU6BolE1I8BaBYnCSqKmhNLZqm5oxvV6QrO7YNkOkbm55CoT6xk43F0clRVuSKDmSPKI018HlM2TiyoKyshCWA3JNAEjTTkNYXFzmbmak8ybQljZhdCO7lRk\/MxzH5iauo2FtItiZlQc1TVh++n2MT6XIGXNTfMByL+BYEmBrWzqD1Nn6MKOaCEJyVkGpqHolxrtamsZy1FyCohuGnseUOMVRsJnAi++tG0Fn9IFMnCopU0rcBr6ecZacSa94OC+u9knkRHfGcOyt7g6vpa3nCWWPpml+I\/R\/y\/wDOOjPznfz\/AGjocYuj00vC4IIdc4LmZlKKioheer5Zf5WJbLl5xo9l9noBUsCaFFj38jHlkFqWtwhTHzZVFlS0TWbMgsWNA4cZnYCjK8IQw2KzEBS1EAuUgpD6ArLd\/wAYb30Sj1rPZVBsbwpMHesOXu9\/OEO1e2DKSlKEHMoHKFVZm0dzdtBxjDn9urSoJ7xWAfiF0BKUs4AuyrVJ22hckn2aLDapvdoYRM9AZqfK6HH3bkfG0eamdkmWplyZoRvKIWHajpYKI3DJ1pePU4DECagKQA1RQuHG3C0Ppk0+UjlFcFoWdPLPCYlGHKcwmAFg+b5g2oC8hB0LhTwhJy5QlCjML\/IgEnrlcJtqRH0aZhEFwUDjmry+Z\/CLpwqE0AYcB9tOUL+FFfzNeHlP6f7HnA5pncScvcfMruKJbZNS+pMerShNAn+YIEClG8vQRKW4cusaZys+GOtPTrAFJobNtt5MfGMFfZU+UtSsOtBStRUULLAKNyk\/SnWPSFYygAGnvj7MBVL1r7uIbj9BNrwwycav8sqXopeYHwyhX05iHcH2YhHfUc8wj5176hCatzvxjRTLJ9t78opPlhjXnfVtq8YXH6hvV6M7tDH\/AA0KUC6qpSBU5tAw2p4iEsDhE4eX30hc2acyxQlSjUCu3QGp3gHa61jEy\/8AoLWkIKkBIOUrKjVSnYJDJJJ2T02OzcAU\/wDUnEKWr\/akf2oGza6+s90tRISR2MhYAWhOYklg6UpJqcuUpc7n6MImX\/TeH1RezqUdruuNpHKj6ke+LcYOlBJsG0fyo28OKEcmYyezky6IQkD9KQnqW5iHEIUTX1EP\/CDaVqW93oNokSaW139+sEFRZMoasDZ4IiTWwOr0\/eGkSOB8W8IqUAaHa+kOCoBYb+0ae6QEV3Jrrb3pDbHn79YBOW1wXuBSpdhbckQAVSjw6n9vKLhCm4cm8qezAlHKQhyWqs2HKgc1I8qwdOKQ4YEEgFmD1JYeAJ4NBUBCk61LxKSLEW3iVK1y+TwvNxaUfMWJFhf3x9IKAwiZo3SrNyZvKOKwBVwNLAfSMxfbHdZCFAv8y6NVqDX3yjLxE9Su8olTFjVw5qwB4PwiXtLway2eimYtCUlWYKYOQKmm0ePxuK+JMzrU2gS\/ygMwD6+rmGPxTWzA6BrVqb2+4jpmMzBgphxJF6jhYxL02NZgolr0I4EnXWKzVqehDcyNzbMnRrxdc5CvnBSXISU0UwZy4uOb2hYrKVFlZmZu7en6SBwunmIT8KXo7j5eZaiyWZJBrYg0oTq9MorGbOxDi5A0Dka7W1g3buJQlaAspBCAHVLzubsnvOg8QecYE7GFzlIqA2l+vrDyuoPXpoFFiFDi4Zi3mH0pFkkuGIUx+ViKfp3jPUhTEuCdQ711PLk8HwCFLWlIcKUSK2pcnYMDXQQ4KDcxINVNyTpT3pEysOpzkQpYZnSKvxb14xsYfBSkd3L8RbP8rhOW\/dFOpcwQdqkIKwHQgsbAcG8BSM+f6HDGyzP8tf8AtMTDP+P8U+H7R0Pk\/wBBDNmT5kyarMyRmYk1ApVISKlvlYaJY6x6LsuahHcoSTqBmOqlLIcIDbkEUcAAx40TakkDW1NW04gk7lRj0WGWESviZQcstCm3z2HAAhzSumWIbjJQXtlcwzFrCFqKsqZZQhakZSKqDAh3JYU1MW7G\/puZMAM0GWgN3Qe+s6kkUTrxtaPQdhTTNQJiiXIXR6AouevkNy5OmZlw2g14gRrlJusb\/I0oi8vDoQlKU0AYMNB4QaWAzE+f7wGYWA15xdNuca2kkqSn9yNPSI+EPrr70EQF0LBv4igWYVEFYDQH1\/eOK03YefnwiqVmvD7RBfffSHQJUU6XiASwpWLSwSbm0cJba+29+MICqSaB2Z\/Yi+cG9rWifh8Ykyxtr9oEwFghKTZ+nn5RZSwdGPMh\/DWDqlgB229Y4ygG1cwdiE0oY1aDJW1hX94N8J9YtkakEAEiYLAUb+YOlXn9YDOlBy4fnyjpQdhYPAAcq29R\/MAJY1tx9fCCIQCK7tAMV8p5H0gA5U2hIIAoBxPHqQOhjJx2Kaag5qNfUZSp6b5VO0ExE025\/wD6CMrFLJWkv8uRQ6u45Ujm3+V2FLPVNGZNIBd8ygQw0JBcPvQjnygMiey+8pmAzF7FgCBxcLH+qFcS+e\/ymlOLfTzjH7VxBUsiwTRhqw1hZ09BDcxPbgc5H17x+jW84TmTjVbFb7VGlHYEb\/eMiXNIB5fe20Xw89QJrYU+0aVj6GsXiwp2SoGmlyxZ3Bu5hWb2ilPdq1WGxN\/WA4icoa0YU9PCE1itdaH3WJ4oKNHtNctQUhjmplNUkjWrlhs9Yf8Ax8uawWjKa5Sg5aILleU91KGJFwS0edU2a1+PGLJlAg3Ditb1EWkO03jhJOk8MpNM6FJOUK+aj0y0G51AaKSsVKlpBS8xaQT8uUCnzsXJauw71SWjOmzyUTLgzEpSovogpCQNgGtxPBoWopMlQNUgy+BTVNRrRRhQrotNWoklK6TADmQoBKgbpXLIu9iDoaQqvCg6HM13Z2Fd+EEkyg2YOO8WANBl28Y5ZqTXxi0hNif4cixYHffpRuXhDWEWQUrCgFWL8FBwRo7M9bnSJSput4uZI868aQ4JsaViV\/HM5JbN+QlxShcgDUPxLwmuWVoCKJQCVM6u8VF3UauRtSCYdGvu41gxSE0ZxlevWnKEkkKmf\/h4\/T7\/ANMdGj8ER0UFP\/\/Z\" alt=\"El Prec\u00e1mbrico El Prec\u00e1mbrico es un largu\u00edsimo periodo de la historia\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 Es Precambrico - Significado, Concepto, Definici\u00f3n\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Todav\u00eda la joven Tierra se estaba enfriando cuando apareci\u00f3 la vida<\/div>\n<div style=\"text-align: justify;\">Sin embargo, hace alrededor de 600-590 millones de a\u00f1os, al comienzo del per\u00edodo geol\u00f3gico conocido como c\u00e1mbrico, hubo una explosi\u00f3n de vida que dio lugar a diferentes variedades de formas multicelulares, y luego a criaturas vivas poco m\u00e1s evolucionadas. Obviamente, cuanto m\u00e1s nos acercamos a la actualidad, conocemos cada vez m\u00e1s sobre las pautas cambiantes de la Tierra, y el tipo de conocimiento que nos interesa aqu\u00ed, que abarca grandes extinciones de vida, no empieza a verse claro hasta despu\u00e9s de concluir el Prec\u00e1mbrico.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Extinci\u00f3n masiva - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Extinciones : Blog de Emilio Silvera V.\" \/><\/div>\n<div style=\"text-align: justify;\">Tom\u00e1ndolas cronol\u00f3gicamente, las cinco grandes extinciones se produjeron hace unos 440 millones de a\u00f1os (que marcaron la frontera entre los per\u00edodos ordov\u00edcico y sil\u00farico), hace 360 millones de a\u00f1os (entre el dev\u00f3nico y el carbon\u00edfero), 250 millones de a\u00f1os (entre el p\u00e9rmico y el tri\u00e1sico), 215 millones de a\u00f1os (en la frontera entre el tri\u00e1sico \u00a0y el jur\u00e1sico) y 65 millones de a\u00f1os (en la frontera K &#8211; T).<\/div>\n<div style=\"text-align: justify;\">L\u00f3gicamente han habido muchas otras extinciones en el registro f\u00f3sil, y tambi\u00e9n se utilizan a menudo como marcadores en el &#8220;calendario geol\u00f3gico&#8221; -por ejemplo, la frontera entre el jur\u00e1sico y el cret\u00e1cico, hace 145 millones de a\u00f1os, se define tambi\u00e9n mediante una extinci\u00f3n.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La mayor extinci\u00f3n masiva del planeta, hace 252 millones de a\u00f1os, dur\u00f3 10  veces m\u00e1s en la tierra que en el agua\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRDoFfu36ATahz438-kmrzgx2WsHzEaCDPCtfqUzcTMRcqnfc_2MeKaYrd-tdK8_8RIWmQ&amp;usqp=CAU\" alt=\"Descubren extinci\u00f3n masiva de hace 200 millones de a\u00f1os \u2013 Noticieros  Televisa\" \/><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR99QQu6fOUwHllZ96Jijm4O5zWdScCa7Co9vHBjmqJWbQbUBwFFdsiE2WFNs7oIdqqcoc&amp;usqp=CAU\" alt=\"La vuelta a la vida despu\u00e9s de una extinci\u00f3n masiva | Ciencia | elmundo.es\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRHj0PWR6-P-F1ZyKnmW7yQnr8AiOgWnZw1wqYBsYmVMrWrdHBeCm8pd2N6Zbq1hLcFlbg&amp;usqp=CAU\" alt=\"Gran Mortandad&quot; se produjo en un per\u00edodo glacial previo al calentamiento |  LOCOMUNDO | OJO\" \/><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La m\u00e1s grande mortandad<\/div>\n<div style=\"text-align: justify;\">Pero las cinco extinciones que hemos mencionado son las m\u00e1s importantes. La m\u00e1s espectacular de todas ellas fue el suceso que tuvo lugar \u00a0hace unos 250 millones de a\u00f1os, al final del p\u00e9rmico. Barri\u00f3 al menos el 80 por ciento y muy posiblemente hasta el 95 por ciento , de todas las especies que viv\u00edan en nuestro planeta en aquellos tiempos, tanto en la Tierra como en los oc\u00e9anos, y lo hizo durante un intervalo de menos de 10.000 a\u00f1os. En conjunto se calcula que m\u00e1s de un tercio de todas las especies que han vivido siempre en la Tierra han desaparecido en extinciones masivas. Sin embargo, dado que tambi\u00e9n se calcula que el 99 por ciento de todas las especies que han vivido en la Tierra se han extinguido, esto significa que son el doble las que han desaparecido en sucesos de &#8220;menor importancia&#8221;, o, al menos, menos llamativos.<\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/_8M9gY0MWF_c\/TUqNK9uGRII\/AAAAAAAAAD4\/ZJWx9PAzTvI\/s1600\/extinciones-masivas.jpg\" alt=\"\" \/><\/div>\n<div style=\"text-align: justify;\">La cuesti\u00f3n que nos intriga es si las extinciones en masa son en realidad acontecimientos especiales, de car\u00e1cter diferente al de las extinciones de &#8220;menor importancia&#8221; y que, seg\u00fan todos los datos en la mano, tienen en su haber m\u00e1s muertes que aquellas que m\u00e1s han sonado en la Historia de la Tierra. \u00bfSon acaso las extinciones de vida en la Tierra unos hechos cuya naturaleza es independiente de su magnitud, como los terremotos causados (entre otras causas) por los movimientos de las placas tect\u00f3nicas como las erupciones volc\u00e1nicas y todos los dem\u00e1s fen\u00f3menos sabemos ocurren peri\u00f3dicamente en nuestro planeta.<\/div>\n<div style=\"text-align: justify;\">Y, a todo ello, no no dejar\u00eda atr\u00e1s, ni perder\u00eda de vista, el resultado que tendr\u00eda aqu\u00ed en la Tierra, la explosi\u00f3n supernova de alguna que otra estrella m\u00e1s o menos cercana a nuestro Sistema Solar y que, seg\u00fan creo, podr\u00eda ser devastador y de consecuencias incalculables en bienes y vidas. Y, digo esto porque, bien pensado, no parece que podamos adjudicar todas esas extinciones a la ca\u00edda de \u00a0grandes meteoritos provenientes del espacio sobre nuestro planeta. Lo que parece estar dici\u00e9ndonos el registro f\u00f3sil es que las extinciones se producen en todas las escalas, todos los tiempos, y que, (como el caso de los terremotos) puede producir una extinci\u00f3n de cualquier magnitud y en cualquier \u00e9poca, sucesos impredecibles para los que, nosotros, a\u00fan no estamos preparados ni podemos evitar.<\/div>\n<div style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"http:\/\/i213.photobucket.com\/albums\/cc109\/ErnestoFoto\/tiempo_devonico.jpg\" alt=\"\" align=\"left\" \/><\/div>\n<div style=\"text-align: justify;\">Hace 444 millones de a\u00f1os, en la transici\u00f3n entre los per\u00edodos Ordov\u00edcico y Sil\u00farico, ocurrieron dos extinciones masivas llamadas extinciones masivas del Ordov\u00edcico-Sil\u00farico.\u00a0Su causa probable fue el per\u00edodo glaciar. El primer evento ocurri\u00f3 cuando los h\u00e1bitats marinos cambiaron dr\u00e1sticamente al descender el nivel del mar. El segundo ocurri\u00f3 entre quinientos mil y un mill\u00f3n de a\u00f1os m\u00e1s tarde, al crecer el nivel del mar r\u00e1pidamente.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/i213.photobucket.com\/albums\/cc109\/ErnestoFoto\/maiasaura03by0.jpg\" alt=\"\" align=\"left\" \/><\/div>\n<div style=\"text-align: justify;\">Como dec\u00edamos antes, hace 65 millones de a\u00f1os en la extinci\u00f3n masiva del Cret\u00e1cico-Terciario, desaparecieron cerca del 50% de todas las especies, incluyendo los dinosaurios.<\/div>\n<div style=\"text-align: justify;\">Durante el cret\u00e1cico tard\u00edo, el nivel del mar subi\u00f3 en todo el mundo, inundando casi un tercio de la superficie terrestre actual.<\/div>\n<div style=\"text-align: justify;\">As\u00ed, el calor del sol pudo distribuirse m\u00e1s hacia el norte gracias a las corrientes marinas, dando lugar a un clima global c\u00e1lido y suave, con polos sin casquete de hielo y una temperatura en las aguas del \u00c1rtico de 14\u00b0 C o m\u00e1s.<\/div>\n<p style=\"text-align: justify;\">En un clima as\u00ed, los reptiles de sangre fr\u00eda pod\u00edan proliferar incluso en latitudes boreales, mientras que los f\u00f3siles de helechos y cicas encontrados en rocas del cret\u00e1cico a latitudes \u00e1rticas son similares a las plantas de hoy en los bosques h\u00famedos subtropicales.<\/p>\n<div style=\"text-align: justify;\">A finales del cret\u00e1cico, la flora hab\u00eda adoptado ya una apariencia moderna e inclu\u00eda muchos de los g\u00e9neros actuales de \u00e1rboles, como el roble, el haya y el arce.<\/div>\n<div style=\"text-align: justify;\">A pesar de la benignidad de las condiciones ambientales a finales del periodo se produjeron varias extinciones en masa.<\/div>\n<div style=\"text-align: justify;\">Se extinguieron cinco grandes grupos de reptiles \u2014dinosaurios, pterosaurios, ictiosaurios, plesiosaurios y mosasaurios\u2014 que hasta entonces hab\u00edan sido dominantes.<\/div>\n<div style=\"text-align: justify;\">Una teor\u00eda reciente se\u00f1ala que su extinci\u00f3n se debi\u00f3 a la colisi\u00f3n de la Tierra con un cometa o un peque\u00f1o asteroide, que lanz\u00f3 polvo a la atm\u00f3sfera como para bloquear parte de la radiaci\u00f3n solar incidente y reducir la temperatura en todo el mundo, produciendo efectos devastadores sobre las algas, la vegetaci\u00f3n y los peque\u00f1os animales de los que depend\u00edan los grandes reptiles para alimentarse.<\/div>\n<div style=\"text-align: justify;\">Seguir\u00e1&#8230;<\/div>\n<div style=\"text-align: justify;\">emilio silvera<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F06%2F14%2Fla-frontera-k-t-hablemos-de-eso-4%2F&amp;title=La+frontera+K-T.+Hablemos+de+eso.' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=La+frontera+K-T.+Hablemos+de+eso.&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F06%2F14%2Fla-frontera-k-t-hablemos-de-eso-4%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>Situaci\u00f3n de los continentes a finales del Cret\u00e1cico. El cr\u00e1ter de Chicxulub est\u00e1 se\u00f1alado a la izquierda de la imagen. Los fant\u00e1sticos dinosaurios que, si no tuvi\u00e9ramos la evidencia f\u00f3sil \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La teor\u00eda m\u00e1s extendida de todas las que intentan explicar la extinci\u00f3n del [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28162"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=28162"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28162\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28162"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28162"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28162"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}