{"id":15173,"date":"2020-04-23T08:35:54","date_gmt":"2020-04-23T07:35:54","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=15173"},"modified":"2020-04-23T07:36:33","modified_gmt":"2020-04-23T06:36:33","slug":"biosfera-hidrosfera%e2%80%a6%c2%a1la-tierra-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/04\/23\/biosfera-hidrosfera%e2%80%a6%c2%a1la-tierra-2\/","title":{"rendered":"Biosfera, hidrosfera\u2026\u00a1La Tierra!"},"content":{"rendered":"<div style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/10\/%c2%a1el-universo-%c2%bfde-11-dimensiones\/\" rel=\"prev\">\u00a1El Universo! \u00bfde 11 Dimensiones?<\/a><\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Actualmente mediante la teor\u00eda de supercuerdas se enuncia la ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRD-RF23eBf40QDX7uSASFyiF7grYJQK3n0d-bzodkkr_qWmS4Q&amp;usqp=CAU\" alt=\"Colesterol de la mielina impide la reparaci\u00f3n neuronal en la EM\" \/><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren hasta 11 dimensiones en el cerebro\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El estado actual de la teor\u00eda M - La Ciencia de la Mula Francis\" \/><\/div>\n<div style=\"text-align: justify;\">Aunque tambi\u00e9n es posible que las once dimensiones solo est\u00e9n en nuestro cerebro imaginativom ya que, hasta el momento, no se ha podido confirmar la Teor\u00eda:<\/div>\n<blockquote>\n<div style=\"text-align: justify;\">&#8220;La <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a> avanza a paso firme, aunque quiz\u00e1s m\u00e1s lento de lo que nos gustar\u00eda. Introducida por Edward Witten en la conferencia anual de teor\u00eda de cuerdas\u00a0<em>Strings 1995<\/em>\u00a0a\u00fan conserva un halo de misterio (M=Mistery). Sabemos que, como teor\u00eda cu\u00e1ntica de la gravitaci\u00f3n, tiene como l\u00edmite cl\u00e1sico la supergravedad en 11 dimensiones (10+1); entre sus objetos fundamentales est\u00e1n las M0-branas (un tipo de superpart\u00edcula), que permiten estudiarla en el l\u00edmite de la teor\u00eda de cuerdas matricial (M=Matrix). Tambi\u00e9n sabemos que, como teor\u00eda cu\u00e1ntica de campos, sus objetos fundamentales son las M2- y M5-branas (M=Membrane); no presenta an\u00e1logos a las supercuerdas (M1-branas), lo que dificulta mucho su estudio matem\u00e1tico. Por fortuna, la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a> est\u00e1 conectada por una extensa red de dualidades (analog\u00edas f\u00edsicomatem\u00e1ticas) con las cinco teor\u00edas de cuerdas en 10 dimensiones (9+1), algo tan asombroso que parece m\u00e1gico (M=Magic).&#8221;<\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\">La Ciencia de la Mula Francis<\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/10\/%c2%bfcomo-se-desarrollo-la-t-de-la-rel\/\" rel=\"next\">\u00bfC\u00f3mo se desarroll\u00f3 la T de la Relatividad?<\/a><\/div>\n<\/div>\n<div><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La teor\u00eda de la relatividad especial, explicada de manera sencilla\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"100 a\u00f1os de teor\u00eda la relatividad general de Einstein - ILE\u00d3N.COM\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRrQ8ghZJsXS3KhozDOLw13S0u3zz9jL60DlOAakhfPRXe-nKB5&amp;usqp=CAU\" alt=\"La teor\u00eda de la relatividad especial, explicada de manera sencilla\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQGAwFYra-520hmaf2Dv-3Gm-MBAHb-N9xXKyy3Uu4wBBcDp3oR&amp;usqp=CAU\" alt=\"Qu\u00e9 es la teor\u00eda de la relatividad especial? - Ambientum\" \/><\/div>\n<div style=\"text-align: justify;\">Una cosa es innegable: Cuando irrumpi\u00f3 <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> en el campo de la F\u00edsica, lo hizo como el elefante en una cacharrer\u00eda, lo revolucion\u00f3 todo y tra\u00eda en sus manos postulados que, para su \u00e9poca, eran poco menos que incre\u00edbles; Masa y energ\u00eda son dos aspectos de la misma cosa, viajar a la velocidad de la luz relantiza el Tiempo y otras ideas escandalosas para las que, no todas las mentes estaban preparadas.<\/div>\n<div style=\"text-align: justify;\">Algunos, como Max Planck por ejemplo, vieron la enorme predicci\u00f3n que all\u00ed estaba presente y pusieron todo el empe\u00f1o en divulgar aquellas ideas y publicarlas. <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> contribuy\u00f3 de manera muy especial al avance en los dos campos de la Mec\u00e1nica cu\u00e1ntica y la cosmolog\u00eda.<\/div>\n<div><\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/3.bp.blogspot.com\/_6s2hSn8vv1E\/S9eSzOFJiGI\/AAAAAAAAABA\/8eouIotRaQg\/s1600\/biosfera.jpg\" target=\"_blank\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/_6s2hSn8vv1E\/S9eSzOFJiGI\/AAAAAAAAABA\/8eouIotRaQg\/s1600\/biosfera.jpg\" alt=\"\" width=\"614\" height=\"614\" \/><\/a><\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La BIOSFERA en realidad no es una capa de la Tierra; Es el conjunto de todos los ecosistemas existentes en el planeta, es decir, de todos los seres vivos junto con el medio en el que viven. Por eso, la biosfera es parte de la corteza terrestre, pero tambi\u00e9n es parte de la hidrosfera y de la atm\u00f3sfera.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.capasdelatierra.org\/wp-content\/uploads\/2018\/04\/biosfera.jpeg\" alt=\"Biosfera - Caracter\u00edsticas, Capas, Funci\u00f3n y Reservas del Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;La biosfera o bi\u00f3sfera es\u00a0<strong>la capa del planeta Tierra donde existe la vida<\/strong>. Los ge\u00f3grafos y f\u00edsicos usan el t\u00e9rmino biosfera para describir nuestro mundo viviente. Todos los microbios, plantas y animales se encuentran en alg\u00fan lugar de esta capa terrestre. Podr\u00eda decirse que\u00a0<strong>es la suma de todos los ecosistemas<\/strong>.<\/p>\n<p style=\"text-align: justify;\">La biosfera se extiende incluso hasta las \u00e1reas superiores de\u00a0<a href=\"https:\/\/www.capasdelatierra.org\/atmosfera\/\">la atm\u00f3sfera<\/a>, donde se pueden encontrar aves e insectos. Tambi\u00e9n llega a las cuevas profundas, tanto terrestres como en el fondo del oc\u00e9ano. En resumen, la biosfera se extiende a cada lugar donde exista vida, de cualquier tipo, y se compone de elementos bi\u00f3ticos y abi\u00f3ticos:<\/p>\n<p>:&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/_6hBPzEUA5k8\/TJbBXcPfRbI\/AAAAAAAAXHE\/ecJJslSSfSw\/s1600\/sv.jpg\" alt=\"CIENCIAS Y ALGO MAS: Actividades sobre los seres vivos\" \/><\/p>\n<div style=\"text-align: justify;\"><\/div>\n<ul>\n<li style=\"text-align: justify;\"><strong>Componentes bi\u00f3ticos:\u00a0<\/strong>son todos los seres vivos, que dependen de su inter-relaci\u00f3n y de la relaci\u00f3n con el medio ambiente.<\/li>\n<li style=\"text-align: justify;\"><strong>Componentes abi\u00f3ticos:<\/strong>\u00a0son los elementos que no tienen vida, como el suelo, el aire, el agua, los minerales, la luz o las rocas. Son muy importantes para la vida y el desarrollo de los componentes bi\u00f3ticos.&#8221;<\/li>\n<\/ul>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/_CYOam8HOhKQ\/Sfi82ZGi7sI\/AAAAAAAAAe8\/1O6TDeOhZ9Y\/s320\/Hidrosfera.jpg\" alt=\"\" width=\"267\" height=\"271\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTD0OalMlJIagxZ3gUswmnYhJru5J8nCKIvkgJ-auB1vmpdcDtt&amp;usqp=CAU\" alt=\"Los oc\u00e9anos pagan un precio muy alto - Ambientum\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Manantiales De Libertad - Inicio | Facebook\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Diferencias entre agua purificada y agua de manantial \u2013 Sooluciona\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En esta imagen puedes observar lo que supone el agua respecto al conjunto de nuestro Planeta. Recuerda que el 97% del agua de la Tierra es salada y solo un 3% es agua dulce. Tanto el agua salada como el agua dulce, son muy necesarias para la vida en el planeta y, el contaminarlas es ir contra nuestros propios intereses-<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTRtnN5_sp_gHB4KHengAZtwouMsNVUE6EWYWLCgz3X_EG2wHYp&amp;usqp=CAU\" alt=\"Reservas de la Biosfera, armon\u00eda entre personas y naturaleza ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La Hidr\u00f3sfera y sus Componentes. - Matem\u00e1tica Serie 23\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 Armon\u00eda entre los seres vivos y la Naturaleza y para ello, la hidrosfera es de vital importancia, toda vez que abarca todo el agua que existe en el planeta sin importar la forma que en cada situaci\u00f3n pueda adoptar y el estado en el que se pueda encontrar, sin agua, la vida no ser\u00eda posible.,<\/p>\n<p style=\"text-align: justify;\">La biosfera y la hidrosfera est\u00e1n estrechamente relacionadas: el agua es el elemento esencial de todas las formas de vida, y la distribuci\u00f3n del agua en el planeta (es decir, los l\u00edmites de la hidrosfera) condiciona directamente la distribuci\u00f3n de los organismos (los l\u00edmites de la biosfera). El t\u00e9rmino <em>biosfera<\/em>, de reciente creaci\u00f3n, indica el conjunto de zonas de la Tierra donde hay vida, y se circunscribe a una estrecha regi\u00f3n de unos 20 Km de altura comprendida entre las cimas monta\u00f1osas m\u00e1s elevadas y los fondos oce\u00e1nicos m\u00e1s profundos. S\u00f3lo pueden hallarse formas de vida en la biosfera, donde las condiciones de temperatura, presi\u00f3n y humedad son adecuadas para las m\u00e1s diversas formas org\u00e1nicas de la Tierra.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Fondos de Pantalla 2560x1440 Rusia Fotograf\u00eda De Paisaje Lago ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cielo Azul Reflejado En Agua Foto de archivo - Imagen de espejo ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><em>\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\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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Ciclo del agua<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Obviamente, las fronteras de dicha \u201cesfera\u201d son el\u00e1sticas y su extensi\u00f3n coincide con la de la hidrosfera; se superpone a las capas m\u00e1s bajas de la atm\u00f3sfera y a las superficiales de la litosfera, donde se sumerge, como m\u00e1ximo, unos 2 Km. Sin embargo, si por biosfera se entiende la zona en la que hay vida as\u00ed como la parte inorg\u00e1nica indispensable para la vida, deber\u00edamos incluir en este concepto toda la atm\u00f3sfera, sin cuyo \u201cescudo\u201d contra las radiaciones m\u00e1s fuertes no existir\u00eda ning\u00fan tipo de vida; o la corteza terrestre entera y las zonas superiores del manto, sin las cuales no existir\u00eda la actividad volc\u00e1nica, que resulta necesaria para enriquecer el suelo con nuevas sustancias minerales.<\/p>\n<p style=\"text-align: justify;\">Por tanto, la biosfera es un ecosistema tan grande como el planeta Tierra y en continua modificaci\u00f3n por causas naturales y (desgraciadamente) artificiales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/1.bp.blogspot.com\/-6kTf0q7Y-go\/UFEr5T8EeZI\/AAAAAAAAAA0\/DY6IQwVHh7k\/s1600\/ecosistema+GRAFICO.png\" alt=\"\" width=\"320\" height=\"284\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Bloque I. Tema 3. Los ecosistemas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 son los ecosistemas? | Biolog\u00eda en Teor\u00eda\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQqVfCDqg3rcWFASwKHTEEszmed4yw79DSIU2ZdOQ01mWzue22i&amp;usqp=CAU\" alt=\"Los manglares, uno de los ecosistemas m\u00e1s ricos del planeta\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Es importante cuidar los ecosistemas de la Tierra, es mucho lo que nos jugamos en ello<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las modificaciones naturales se producen a escalas temporales muy variables: en tiempos largu\u00edsimos determinados por la evoluci\u00f3n astron\u00f3mica y geol\u00f3gica, que influyen decididamente en las caracter\u00edsticas clim\u00e1ticas de los distintos ambientes (por ejemplo, durante las glaciaciones), o en tiempos m\u00e1s breves, relacionados con cambios clim\u00e1ticos desencadenados por sucesos geol\u00f3gicos-atmosf\u00e9ricos imprevistos (por ejemplo, la erupci\u00f3n de un volc\u00e1n, que expulsa a la atm\u00f3sfera grandes cantidades de cenizas capaces de modificar el clima de extensas \u00e1reas durante periodos considerables).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Eliminar embalses y presas abandonadas - Ambientum\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Canal de Panam\u00e1 perder\u00e1 millones de d\u00f3lares en ingresos por la ...\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Iberdrola compra a Siemens Gamesa el complejo e\u00f3lico burgal\u00e9s de ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRmIaO4kAB6LkWaY3dnomP4bUCxmNgKJ2Vlt3DAeOvzdnvwTHyb&amp;usqp=CAU\" alt=\"C\u00f3mo es una salina? - Jornadas De La Sal y El Estero\" \/><img decoding=\"async\" src=\"https:\/\/www.absolutviajes.com\/wp-content\/uploads\/2011\/03\/Heiligenblut.jpg\" alt=\"Heiligenblut, encantador pueblo de monta\u00f1a\" \/><img decoding=\"async\" src=\"https:\/\/i1.wp.com\/farm4.static.flickr.com\/3114\/2600500951_f04260fa69.jpg\" alt=\"Nuestro Espig\u00f3n, la Playa de Huelva | La Huelva Cateta\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Siempre quisimos doblegas a la Naturaleza y construimos grandes presas,\u00a0 ideamos la manera de vencerla construyendo canales que conectaran dos oc\u00e9anos, contaminamos bellos paisajes con &#8220;molinos o aspas&#8221; que aprovechan el viento para crear energ\u00eda, tambi\u00e9n invadimos monta\u00f1as y nos asentamos en ellas para disfrutar de sus bellos parajes, grandes espigones de piedra y cemento parten desde la costa y se adentra en el Mar para crear nuevas y bonitas playas regenerando las costas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Bi\u00f3logos advierten que la deforestaci\u00f3n del Amazonas se acerca a ...\" \/><img decoding=\"async\" src=\"https:\/\/laverdadnoticias.com\/export\/sites\/laverdad\/img\/2019\/07\/04\/la_deforestacixn_del_amazonas_acelera_en_un_60x_que_equivale_a_un_campo_y_medio_por_minuto3.jpg_853787323.jpg\" alt=\"La deforestaci\u00f3n del Amazonas acelera en un 60% que equivale a un ...\" \/><\/p>\n<p style=\"text-align: justify;\">La Selva del Amazonas es una prueba de ello, all\u00ed inmensas superficies son taladas para aprovechar la madera, y, no siempre se repone lo que tard\u00f3 muchos a\u00f1os en crecer.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero tambi\u00e9n, , las modificaciones artificiales debidas a la actividad humana tienen efectos r\u00e1pidos: la deforestaci\u00f3n producida en \u00c1frica por las campa\u00f1as de conquista romanas contribuy\u00f3 a acelerar la desertificaci\u00f3n del Sahara, como tampoco hay duda de que la actividad industrial de los \u00faltimos siglos determina modificaciones dram\u00e1ticas y repentinas en los equilibrios biol\u00f3gicos.<\/p>\n<p style=\"text-align: justify;\">La biosfera es el punto de encuentro entre las diversas \u201cesferas\u201d en las que se subdivide la Tierra: est\u00e1 surcada por un flujo continuo de energ\u00eda procedente tanto del interior del planeta como del exterior, y se caracteriza por el intercambio continuo de materia, en un ciclo incesante que une todos los entornos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/image.slidesharecdn.com\/laestructuradelosecosistemas2011-120109134813-phpapp02\/95\/la-estructura-de-los-ecosistemas-2011-2-728.jpg?cb=1418022156\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La biosfera es el ecosistema global. Comprende todos los ecosistemas y organismos vivos en la atm\u00f3sfera, en la tierra (biosfera terrestre), o en los oc\u00e9anos (biosfera marina), incluida materia org\u00e1nica muerta derivada (por ejemplo, basura, materia org\u00e1nica en suelos y desechos oce\u00e1nicos).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"10 lugares ins\u00f3litos de La Tierra donde la vida parece imposible ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"NASA: Si hay vida ah\u00ed fuera, estos son los lugares donde podremos ...\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Paisaje marciano - Ambientum Portal Lider Medioambiente\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Fuertes lluvias cambiaron el paisaje del planeta Marte en el ...\" \/><\/p>\n<p style=\"text-align: justify;\">La Vida requiere de ciertas condiciones para poder surgir all\u00ed donde estas puedan estar presentes, y, aunque es persistente y la podemos encontrar en los lugares menos esperados, existen algunos lugares que son imposibles para la vida, y, donde el planeta no facilita los par\u00e1metros necesario para su presencia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQU_pO4weJzh35QecaDs-4FawRGy3eq7Fw9oXlqtUwUl5NBhmGV&amp;usqp=CAU\" alt=\"Nuevas fotos de la Nasa: 'El postre marciano' y otros paisajes de ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTC_3LpJ3StvFdWVf2yyuL4E-8tBWAkHuRoJzIxOCNzslrYI5cF&amp;usqp=CAU\" alt=\"Esta es la incre\u00edble imagen del Rover Curiosity sobre Marte\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por esta raz\u00f3n no hay vida por todas partes, pues la vida requiere condiciones particulares e imprescindibles. Existen determinados elementos f\u00edsicos y qu\u00edmicos que \u201climitan\u201d el desarrollo de la vida. La presencia y disponibilidad de agua es el primero y el m\u00e1s importante. El agua es el disolvente universal para la qu\u00edmica de la vida; es el componente primario de todos los organismos y sin agua la vida es inconcebible (Tales de Mileto fue el primero en darse cuenta de ello). Pero no s\u00f3lo es eso: al pasar del estado s\u00f3lido al l\u00edquido y al gaseoso y viceversa, el agua mantiene el \u201cefecto invernadero natural\u201d, capaz de conservar la temperatura del planeta dentro de los niveles compatibles con la vida (es decir, poco por debajo de los 0\u00ba C y poco por encima de los 40\u00ba C).<\/p>\n<p style=\"text-align: justify;\">La presi\u00f3n, que no deber\u00e1 superar mucho el kilogramo por cent\u00edmetro cuadrado (como sucede alrededor de los 10 m de profundidad en el mar), as\u00ed como una amplia disponibilidad de sales minerales y de luz solar (indispensable \u2013 como expliqu\u00e9 antes \u2013 para la vida de las plantas) son tambi\u00e9n factores que marcan las posibilidades de vida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Una extra\u00f1a medusa que cambia de forma sorprendi\u00f3 a los ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT5CNDLCD7_JbZMfWKZCQqVp5DV4kdT67RGUtUzhi1Q8wP4zr2F&amp;usqp=CAU\" alt=\"Nueva especie de medusa surrealista descubierta a 3.700 metros de ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo es la vida en lo m\u00e1s profundo del oc\u00e9ano? - BBC News Mundo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"As\u00ed es la vida a 6.000 metros de profundidad | Ciencia | EL PA\u00cdS\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren 30 nuevas alucinantes especies en las misteriosas ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><em>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Muchos son los misterios que se esconden en las profundidades marinas<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Est\u00e1 claro que se nos ha dado un lugar privilegiado, que re\u00fane todas y cada una de las condiciones excepcionales para la vida, y somos tan ignorantes que a\u00fan siendo un bien escaso (en nuestro enorme Sistema Solar, parece que el \u00fanico), nos lo queremos cargar. Pero sin querer, me marcho por las ramas y me desv\u00edo del tema principal, la evoluci\u00f3n por la energ\u00eda, y como est\u00e1 directamente implicada, hablemos un poco de nuestra casa.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>El planeta Tierra<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cinturones de Van Allen - EcuRed\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQEJjTjUOiFLKzvgQMAyK9pfQSjSn_fcmhdS9vqo0chH1S-fgHM&amp;usqp=CAU\" alt=\"LA MAFLIX: LA PRISION HOLOGRAFICA @\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cinturones de Van Allen: Fuerzas invisibles act\u00faan para preservarnos de energ\u00edas nosivas provenientes del espacio interestelar.<\/p>\n<p style=\"text-align: justify;\">Las fuerzas que act\u00faan sobre la Tierra, como planeta en el espacio, tiene profundas implicaciones energ\u00e9ticas. La gravitaci\u00f3n ordena y orienta, y obstaculiza y facilita los flujos de energ\u00eda cin\u00e9tica. La rotaci\u00f3n genera la fuerza centr\u00edfuga y la de Coriolis: la primera achata el planeta por los polos ensanch\u00e1ndolo por el ecuador, y la segunda desv\u00eda los vientos y las corrientes de los oc\u00e9anos (a la derecha del hemisferio norte y a la izquierda en el hemisferio sur). La rotaci\u00f3n es tambi\u00e9n la causa de los ritmos diarios de las plantas y animales, y de la desaceleraci\u00f3n de la Tierra, que alarga el d\u00eda un promedio de 1\u20195 ms cada siglo, lo que representa una p\u00e9rdida de tres teravatios por fricci\u00f3n de mareas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/11\/20\/68\/112068b5aa4bf04398b9afff934c42b1.gif\" alt=\"de la tierra | Rotaci\u00f3n de la tierra, Planetas, Tierra desde el ...\" \/><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-BzAPETAsDhs\/V-qFqgZuecI\/AAAAAAAABPc\/UKzEn8UgvVIxzUh2rbz9EHTIkKDoaBR4gCLcB\/s320\/48OWXN.gif\" alt=\"Tercero Monsalud: El movimiento de traslaci\u00f3n de la Tierra\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La Tierra presenta varios movimientos en su viaje anual alrededor del Sol. Los m\u00e1s conocidos son el movimiento de Rotaci\u00f3n y el movimiento de Traslaci\u00f3n. Uno lo elegimos para significar la duraci\u00f3n del d\u00eda, y, el otro, nos marca la duraci\u00f3n del A\u00f1o.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/-3BjcfDX_ikA\/TebiDFt53YI\/AAAAAAAAAEo\/jcNofiDCU5k\/s1600\/solsticios%2By%2Bequinoccios.jpg\" alt=\"\" width=\"604\" height=\"377\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el movimiento de Rotaci\u00f3n, la Tierra da una vuelta sobre si misma en 24 horas alrededor de un eje imaginario. Es decir en lo que denominamos un d\u00eda. El de traslaci\u00f3n se computa por un a\u00f1o.<\/p>\n<p style=\"text-align: justify;\">Pero ni la gravitaci\u00f3n ni la rotaci\u00f3n (fricci\u00f3n) hacen de la Tierra un planeta \u00fanico entre los cuerpos celestes de nuestro entorno. Su exclusividad procede de sus propiedades t\u00e9rmicas internas, que causan los ciclos geotect\u00f3nicos que modifican la superficie, y de su atm\u00f3sfera, oc\u00e9anos y plantas que transforman la radiaci\u00f3n solar que reciben. Los or\u00edgenes de estos procesos no est\u00e1n claros.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Por qu\u00e9 se cre\u00eda que el fin del mundo llegar\u00eda este s\u00e1bado, 23 de ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxITEhUSEhIWFRUVFRUVFRUXGBUXFRYVFRUWFxUVFRYYHSggGBolHRUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGy0mICUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS01Lf\/AABEIALEBHAMBEQACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAACAwABBAUGB\/\/EAD8QAAEDAgMEBwUGBQMFAAAAAAEAAhEDIQQSMQVBUWEGEyJxgZGhMkKx4fAUUlOSwdEVFmKi8TOC4gcjQ2Ny\/8QAGgEAAwEBAQEAAAAAAAAAAAAAAAECAwQFBv\/EADYRAAIBAgQDBAoCAwADAQAAAAABAgMRBBIhMRNBUQUiYaEUFTJScYGRseHwwdFCYvEjM0MG\/9oADAMBAAIRAxEAPwD42FgeoEEi0W0IGlqNhTc3sUWIuDpssU0swcJhimlmNVTQzqlOY1VJAFidzNwKKZD0AMpozdwcqq5FiZUXDKEGKbmihcpzU0yZRsLVGRRQJgkJkNEAQKwQSLTLKBMAhMiQKZmWEFIqECYxgUs1iiZEXDJcp1NNMUqbQpwVIyaAKozZSZJaQ0y0FblEIJaKKZJUIA2Bqxueiohtak2aRiMDFFzZQHMYobOiEL7jhRUZzpVC4wYZTxDZYRsMYUpcQtYNhOw6Wct4fqKfT5KlIwnTXQzVGLVM4qkEhMKjlsXkRceQsMRcpUxjGKWzaMRVZiqLMKsbGchanG0UQgRYCCki+rSuPIX1RSzBw2XkRceUB7VSZnOIkqjnaDY1Js0jELIlcvIGxqTZpGI2m26hs3jHUCunEiroJcFaMGkxTmK0zCULA5U7k5SZUXFlLCLjSJkKLjyNkFIozIFRYXUpZiuCaxTWOY9BU2Mp0lLkbQpM006Sycjtp0fA1UaQ4LKUmd9GjFbo1NHJZNnakraINrDwSbRpGEug+iwSM1h9XUN9ByTsMq4WBf5eB3qVPUm0ZGN+GWqqGE6KMtbCrWNQ4KlAzHDclrxDleGDZhlLmXHD2KdRTUhOlYosRclxsKqMlWmYTVzM+ktFI5JUwOrVZjPJqEKaWYtQH06KzcjaFMY6ipUzR0xT6atSMpQYioxaJnPOAg01eYwdMZTYpbNIQH9Us8x0KkWKSMxpGiwssJXKyWFuaqTIlC\/IoYeUZ7CWGb2CGBcdyOMjSPZ9R8gxs071PHNV2XLmUcC0b0+K2J9nwjuxTqTQqUmznlSpxFlUZOxWZOxGawBenYhzOm3Drlcz244djqWHUSmdNLDu5qpYcrKUzthQa3NTKQCzcmzrjGCHNYs2zXMkFHJIzdYIsSuZuoTKi5PEFuVIxnUEOatEznbFlqq4rkyJXDUo008wmrialJWpGU4Gc01pc5pQQJop5jN0rinUoVqRm6ViBqLgojqTVnJmsYmltOdFF7GqgBVw5TU0KVJmV2GK1VQweHbZX2M8EcRD9EYTcKeCTqIqOFlfRGqnhCspVDshhXzGtwR4KXVRtHCMhwCOMX6EuYTcG3vSdVmkcLTW4XVgaBLM2aqMY7IooQ3Iy1gVrGxyVnJmVzeJWqZwSXViXMCtNnPKMBT+StGEuiEvYVaaOWcGxWQqrmGRnqqeG4rynM+3hTjbUPqyNyWa5TmlokExqTZGZmqkxZSZrE1ijbRZZtTW4NOmZjfNk2zGTsNaFDIuwakcEK4ZjFWIW8bmM2BklVcgoU0ZhpAvYmmOwohUSLexWmZSQo0lWYzcAg2ErjSsBUopqQpU7gNwxVcRAsOxoowpzmnBaH0qSzlIuNJm2jhHO3SsZVEjeNLqbcLsNzjosZ4pJblWpw1Y3EbDItCiGKTKU6ctgG7Ljcm8RctOKGfYY3KeNcOIgDhyqzoecW\/BcSqVUWa5mqsAWkW2DkZKrgtoozlUMz3nctEkYTqvkZKzSd62i0cVVzluxQpKsxiqYbaQSzM1VOIYoDgpzsvhRYFXCcFUahnOguRlOFWvEOV4e56nDXsvKmfQKTNFSjZZqWpnKTMoYtbiUjZQAWMmbxkdjZ+GDgRx0XLUm00RVqZdTLXw2V3jK1jUurhmzIzuYQVV0x3EYhp3rSDRMjG9krVOxnlBaDoqdgUWNawqG0aKBZppZh5BDqC0UyOGT7OjOHDRPs6M41TC+zzuSz2K4SY6lgSdAodVIpU0jS3ZLoWbxEblrKg27JHvFS8T0BuJsw+z6Y3eaxnXkyXO2x08IKbVzVM7Oao5s7Oy8TSzgftwXLOlPmcOIhUytlbdqBps0FVSpu9rhhE2tWebqY8zoF3Kij0MhhxuPfuMLenRiNKxz\/tL51W+SK5FXYNWu7eSqjBCbaMhqLWxnmuWQge5WRFwyiqjOSpMiUUIczktEzFxQbAky4hgKS9ASmiW0VbgmK6N1OR7ywfwOzLYMud971U2XQmSTLJIPFGjM0mmOpvPJQ0joij0Gw2OcDGsjcuDENJmOJlGO53cfsJxpOqWm5iOA04QuOni4qpkZ5tLGxVRQ5Hl3UT9BeipI9JyMz8M4jQnnBWimkXdMx9S6YgrbMrDUbj6WFM6LOVRFKNjeKAAuFz53cV9TPlndZaXsUCcGSbAqlUS3DTmacPsVx1CynioozlWhE2Ho846EDvWPpsTP0uC5FHY+X2jPcn6Tm9kpYmMthzHtbYNUNSluyH3uYiviuSuFMuKMVTEO7lsoIvQAVeJKrL0E7C\/tQB3quG2SdLY+MaKjTzCxq02kRVhmg0e72zs8FuYCxaDxsRcpVqOXvI8HCYhp5XueB2nhck37k6Urux9DTlnRxKj5XYlY00AylO4WZT6R4pqSJcWJfRVqRm4AablW5O3IvrY3fBLLcM9uQp9TkrUSHNmeo9aJGMpC8\/NVYzzBmoOKmzLzoHrRxTysniRXMLrhxCMrK4keoIcUWR052EXFLQUpMKm88Sk0hwbZsoudxWUkjtpp21PddBwbk3kx3fUrxO0uSR5vamyR7eg6Glu7WF4krt3R4E13kzh7fwLGszsb2pmOW9duEqylLLI9DCVZTllk9Dyv24tOhHd+xXqcJSPbjhsy3AqbSafc9f0TVB9TWOFkv8AIWdp8Gx5KuB1ZfovVjDtMGxHlvUqhbYj0VrVMRUxjdzfVWqT5s0jRkt2QbSI0ACOAmS8P1AdtIlNUEHCSA+3O+8fMquEugcOPQVUxLvvE+JVKC6DUI9DO\/EH7x81ooLoJqCFPrf1K1HwM5SghLsQB759Vag3yOeVSIVPF\/1HySdPwEpoJ2JbxPkkqcis6GYfHQZAKmVK6KVVH1Pott1lei2m\/wBpoj\/b9foslO0VTmfP47CSpVXVhs\/ucXpNskAuiYm3iuX\/ANcj08Bis0UmeCxILXEHcvRhaSO2UmmZzizotOEjPjMCpjDw9U40kTKszI+t9XWyic7mW1w5nxQ0xqSLdVH3fVJRfUHOPQQ\/ExoP1VqFzCVe2yM7qpO8+C1UUjndSUnuG0u+6fFS8vU0Tm9kUGOm4ReJKhUb1RoYDwUNnTGL5oIBSXZGptMcVk2ztirminh2HUhQ5yRtGEeaGM2eNzgpdZ80bRw8VsaKez595vms3V8C7xij3XRTBZGgEt89V4mPqZmeD2jWzPRM9DQJmJHmvPlpqeXNJkxOEJBBu037ko1LO\/MdOsk7rc8LtfCZajrc17lCpmgj6XCVs1NHMNFdGY7OJYS6lzCtSK4opzeatMl1TO9xWiSMpVWINQ81eVGLqyJ15RkRPFkOo4k7\/gFEqa5C4kmOfiAd3mFKhYd2JAGtvVWJkLGngi7JsV1FPfHmjPIMiIzDM4oc5DVNBjDN7\/RLiSHw0No4dg1A+u9RKcilBG\/Zlfqqgc10QsaiclsE6UZxcWfQdnYyhWAJcM0aH60XKkv8j5+vRrUXotOpw9vdHKRJcDE70RxEqbstjuw2LlJWkjxmP2QGnjzXoU8TmPUjShNXOd\/DjzXRx0Z+iLqWNlTxR6RYXoUOppdshjR2iZ4LNYmUnoHo1NbGZ2BarVaRDw8BTsEz6lWqsiHh6YIwTB\/lPiyZKw9NbBdS0JZ2acOJTaQRmYKnFEcxCY2kLyqrkNIulRciUkVCXiPFNyzzI34i6jWUjxUuSNI1fE2YehzCxlM6ONGx6\/YTQ0y52lgAvKxPe0SPIxknJWij0mzWAumfrVefVvax5NeTSsb8e7sxyhYwvmuc1Fd48TtrD9qb6c162HnpY+gwtW0TiVaR5+RXYpHZxTJVpngfVbRYcRGZ1vdPr+y0+YOoindx+vBNEuaEvb3q0RdCwxyq8RDG0ncQpbiNW6jgx3EKLoq66g9U7iE8y6BmQLsIeI9U+IicyA+yuT4kRZ\/EsYZyM6DMupf2c8D5JZ0PNEptB3Ap5o9RKaRop4d53LNzii1UQQw1dpkEjuJSz03oxZ\/E9LsnbldrctUZwOIEjxXHVhF+yctXDUpPNHR+BpxmOovH+m4HkG\/JYqEk9GKlCrB+19zlVK9MaMd6BbKEnuzrU5c2c\/EV3e6C3u1W8YLmXxFzMVSk4mTmPit1JIlyiUMMTuPohzROaJf2R3BHEQroW7Du4KlNC0FOpHgqUkO6KFIp5kF0U6mhSBuIvIquReJ55u26v9Pkf3XpPCU\/E+W9aV\/D6fkNm3qvBnkf3UvB0\/Epdq1\/D6DG7cq78vdCl4WmbR7Src7fQ10Nu1ODfL5rKWEp+J2U+0aj5I9Nsvbj4AtPHy9V59bBwvc9OE1U9o+kdFqzntkxr9QvFxNFJ2R5GOioPQ7WJFu5cvDOKnvY81t+rlvlldFClfmerhY6WueFx22iDGUDn+i9ilhE1uejeKOe\/b8+6fAroWC8TF4iPJGd+3RvY4dxBWiwfRmMsao7xYt23mD3XeiawcuqJlj4LkyHbLNcruWl9OfNP0SXUpY6Fr2fkB\/FGu0Y\/wAh+6r0aS5on02L2ixR2sAYyO9N6pYVvmZyxyi9Ysp23CNKZ4e18kehrqJ9oO2kPMjekDvw\/wC75IeCXUn1k\/d8xrekbvwz+b5KfQY9fIH2g\/d\/foUOlDvwh+b5I9Xr3jP1i\/d8yHpa78Ifm+SXq6PveQvWb93zAd0qd+H\/AHfJV6uj18hPtR+75\/gH+bHfhj83yT9XR6+RPrV+75jG9L3fhj8x\/ZS+zY9fIF2q\/d8xn85u\/C\/u\/wCKn1XH3vL8letf9fModND+H\/d\/xR6rXXy\/IvWy93zFVOmLjpTH5j+ytdmLr5Cfa\/SPmJ\/mt33B+Y\/sr9XR6+QvXH+vn+CfzUfwx+Y\/sj1cuoeuP9fMNnSk76Y\/Mf2Uvs9dS12tfdeY5nSwD\/xD83yUPs7\/AG8vyV61j08\/wW\/pcPwv7\/8Aihdm\/wC3l+QfakVy8zPU6Vf+ofm+S0XZ697yJfayX+PmLd0jB9z1+SpYHxH62hzj5\/gX\/MI+4fP5KvQvEl9rw91gP6QcGHz+SawXiQ+148o+Yk7cd90K\/RI9TP1q\/dOYxhOi6meVGLbsiyIQGwbXjhHqpsaRmr7GrCvE30Wc07HbQnG+p6HYwl4i5JA8SdbLhraJ3PdoNWufcei+z3NbJED3RwC+anNVJaHj46vFuyO3XwZhTOlKJxQq6nlekeFdlPZKKUkpans4KrG+58wx+FGbtS0Tcxovcoz00PXmotWR5+sxpdAJGY+8WiNdbgAaTK9GLaV2eXVyttc38P7QkTmjsmDqNJnyV8jCN5S5MfXwvZaS2CQLxHcRxWcZ6tI6pUIuCbXz8Rb6IaCTFhMiSCTYSROXx1VqTZhKEKf\/AEQKzbRcA6C4mDfj5q3FmUalO6suYLxM5wZBAByz3b\/RNeBnUu7qa8inN90sHMzHdYxuT8bk2v3XH9+AUNBDHyGkzaJ4SPrcp1aui5KMXlkjY9lJ3suPIuHAgc48VmnNbo6UqctEzGyi0nUT8Y4bv8LRydjBUo5vEdWpticrbDtCbza\/KbWClNlSpx6LxMYpgz2TbXT6C0u+pyuK1tEDqG6\/571WZkcKO7RVXBkDNFkKethTw7SzWE9QeEKsxjwnzRX2YnxsE85PBYFTCkGCmppkyoNbgdUeCeYhUwSxO4nEmQougyMY1pUsqMSEIG7IEpkNAlMkFMkiAIgZbSUgTdySgVw0h8zVhK+V05QbRH6rOcbo68PVyTTtc9XsTFvzgtBmZEcYJAXmV6atZn1lGrxIO8dD7Zs\/bbaNNgxD4cQIHkI75Xz6oyU24LQ+drYbiTfCWgvH9P8ADs0Ga06hdmWrUVmrDpdk1Jbux5Ta3\/UNz5axgaIsR2j42Ux7MTd5f0elQ7Mp03eTueA230jq1LEi50gABeth8FCA8TiuCstPc4VTGONtT\/8ANxwg6ruVNI86WMm\/F\/DVfMThMW5rg6xIM300jTRVOmpKxjRxE4zzbnYGIDmCWREyZmd+hNrHVcrg4y3PchVU6eq0Aw7wSA2m0iLXAM6+8SJ7xY7lck0rtnOpJu0Fp53MzqDpIAMRfcBe4F4VqaIeGm27J28l16FsYHjsu7QHavI5apN5XqiqdJVVaMtVvqFiaxytFR8tGnZNo3WRBavKtSauWEVnlp8P6F0ctUtDXMa6coaQ8Ez72a4B3Qqlemm2nb5HPGSrySi1pot\/qX9lHWZXvkCJuQZt2SYMa66cwlnbjeKG6KU7Sei3NmRjGFr2ZdSJFz4+VljeUpXi7ndlpwptNW8RGHqMMiIEXkSM2\/uGl+S0kpdTKlONrZdBjMTSBLXU5O5wdY6WIIRlk1dMiU4qeVodVGHy52gA+8CZyk8ACJHd5KFxL2Zb4KV0tTmtrS32gI0BmP8AaPBbONmc6q3T1\/fARVc0T5iOKpJsym6cW19iNa07zMiBaIvJnyTdyYqLa3NtWmDYubpMmQT\/AEgeCxi2juqwjLp5\/Swj+HsLjFQNMSREASCYknunvtK04rS2ucjwkXJu9vCxlq4WBPDx8YVqd3YyqYXJHN0FjLuNjrNo\/RVqc\/c5P+AHVG7k7Ml1IjGVGSBuOpJ0SaluXCpC9heOpNFxFz9FVTk3uRiqcY6oU+mAJgxbUiZ3qkzGUElmtoJd9b1Rk9CQgAjHEpFPLyBjemRbS5bXRcJBGTi7oIP4osPM+Z1NkvpCescBEQCDflmbcLnrKf8AiepgqlGPts9fgdqNbTlpaMtwzLAEFokGe07tG1\/ZM8+GVFuWp6rrxt3FocLH7fe43k3m7iSCYLr8V0xw8Thlj3T0SMmM20\/2WGGuAzTcntEi+vPd5QtIYeO7Ma\/aU3JZDC7Hvkid571pwomK7QrN7mtuMY9sQQ4e8SbdwWXDcHc7VioYiGV6Nc2wKeIYI6sODxeZNyPlKrK\/8tjnVSl\/875h2HxmZuUmRNgQDygO1AUShZ3OnD1Yz\/Kv5nUoNZl7VONG5gY9CIPmO9c8nK+jPRVNRW1jj49\/VvLWlhA+6ZF78TfjC6aazxu7\/M8urX4M\/wDx2t4DBi6pbndSJDT2nEPi+gtYTPilwoJ2TLlj6tRXmr\/Xy6BYPEYYnt0HAx7jzrx7QIi+ghKpCrbuy+qJw06N9Y2f1\/qxpGKwxkCi90i01GkzGuXKJuONlnkqrXMvp+Tr9Ioy7rSaf1+5nGNolslhDgQMo0je4HzsZVunO+jM\/TKLjrHVM1UjRfBe+5kdvObaC4dbcs2px9lfT\/h1Qq4eXt3163f86G92Fp3puc1kx2iXxviCZnX1WGeftJX+h1SjRjTt1N2EwuejkZDmQWgB7QSTYmCAS7XXgsqlRxneW\/wHClRcdG\/hv9XYX\/ARMBj2wG9nLIkDe7tcrSNdyfpbtuvqR6PQez+xjbsmJh7QNC2zXg7iTEuHitvSOq\/oSwCzaP7HCqbLqgwd+pE2HH5LsVem0eXU7NxSkXhacO6ssnMYzEXA3EHcUpvTMmKhSefhSjvzOphcKHWDQIGVruV5MHvXNOpbVnpUsKn7K+Zpw5NNxAD2xBDmg53HiMvuwNO5RLvxX7+srIouWaP8\/qD2xi676DXPLa1PMC10CWkizXWzA+MFKhSpRqNR0f78jCpaKuoJvkcPEuFVsBopuO6CGHhlvIP7arsgsj1d15nJWcqtLLbK\/FaM5Iwzgcpa4ngAZ8o1XTnVr3PJ4E4yytNvw\/4UMM4mA0i8XBRnSW4lh6kpWjF\/MsYKpBcNBYwb98cEcSN7B6JWScktF0FVBBiQ6QDMctL8FS1MpXjpe+n7uKJVGQ2jScfZHz5JNpbmtOE5eyXWbDQYHMjiN3JJPUdSOWK0Qvs2uefZ9Nbp6mfdtv5fkXKZARCAs1uXG9IdtLjaL8okETcZYmQd\/BJq44u2ppo4i5cXXAtrLotG+LcYUyidFOso6se7GyfYbEakXvvJm5Wap2W7Ot4rM9Iq3wGU6DJOY5IEtI3mNCOBUuUuWprGjTv3rL+TG5zJjL8PiFolLqcspUm8uX9+IdHZ5cbOEaSbAeKTq23RcMA5+xIdicCxvZJOYRDrFhk7oEgc7+CmNRy1X5Lq4RU+7Lfk+Wojrw0QGgEbyZnuGivLcy43DukrNADGPNi6RwJsnw47kLF1X3W7p8gHhzTmII4GCBOttyas9CZZ6crteWgvE1nuMvJJ5z8NycYqK0M6tSc5Xm9SYXD53RIHGZ0ndAN05Syq4qNF1ZZUdirscNJyVMwBs67dBOukzZcyr33R6y7OUY6y1QFLGuaC1\/bbMnNdwJAEh2\/uRKmpWcdGFOu6V4z1j46tfB\/wY8ViG5oZIA466LWMXbvHJWxEVP8A8ey6im4gj6\/RNxRmsTJO42i17YeHOZIJDhmE67xxg+STyvR6lRjUSzJtL5nd2PtqrQaWh4d2ezBHZLt5OUmbnnryXHXw0Kru0ehRrzjDLJp7P\/v9HXpdLjlBq0g+Wwc1hIBl7QGxJtpp4rml2er9x2OiGMSit0TZvSLBOcBWo5SdC17rOJteQALA3nVTVwdeKvCV\/ijWn2nnSjxLPyO5SoYS7uteLCO0wkk2Njca6rhlOvosv3PTVWs0kkn9dDfs7YuDeS11YOJ9kNcCeGoGVpuN6wq4nEQs4x+P7uc2JxNeylk05u1v5uI2lsahTLg2Q4ZQCKjMwI4AWJ5GRdaUcTVklf7MdNyrJN\/Zo4uMNVhjM7W4cKeY8Qco9F1wyS5fc7IUVlXfucPEYfESXUi14vmZY5dwMO077LtjOla01bxPOr0MTGV6M7+H\/fwZKu1mP7FaiGPb2S5kh1tIkwO427ltHDyjrCV0+ux5rx2ZOFaPeXyf480cnFvywWVM4PEQ4cnAz6Erqgr7qx59WtNPuyv8d\/nuIZi3jS3cFTpxe5ksXVj7OnwANWbwJiO8c1VrGbqOWrEg+KoxTsy31STKErDlOUndg573umRmu7sLOOA9UrDzLoKCZASALBSHcsFAxrKjRunxt8FLTNYyhHW1x32uDLWhpGkfG6nJ1NfSOaikwAXPOsnmU9IolZ60rXuxTie6FRk7p6kFQ8SiyBTkuY2jiCN8jndS4o2p15Ld\/Ut1Vp1BJ3GUWfIqVSD9pP6lBzRcTPMfBDTe4lOENY7+KNNLEU\/aqAuINgCYPgN6zcJbROqNelLvVbt8v3qHSdhzaHN5mHRziEnxF+2KpvCvk18dRbCxji5j5ImJGtriJ5qneSs0Zw4dOblCW22nkX9vebAd8anfca+KOFFF+m1ZbIzmq\/Ql3GDNvPcrtHc5XVq6ptnRobLxFRgeLgk5RcuOultLcdFhKtShKzOqnhsRVhnvp5hHYjh7bst49mdd0Sp9JT9lXN32a0rylZ\/AuvsSs2wAsdC5p+BIRHE03+sTwFb\/AB5dbGYdc0mXGmQMvAEWMdmxC07kltcwUa8W7vK0Y6tRxJJ136D4dy1SSWhyznOTvIqrE6yOSETO19x2GxdRvsuNt2ovyKiVOEt0bUMTXpvuSZvpbcqgASO+xPjwWLwsGehHtiukk2bWbfqRrM68d8XWTwkLnZDtadk2juYCq2pTkPAJHsnQWuO88ZXFWi4StY9elW40M5yKlZ+f\/sve13Fs8dOMciupKOXvpNHFXpurPLC9zj4yWV3CuTJMvdqSXdqSON5XXC0qadP5Hg1MtHEOFV6dVqYcRAcbzwPHnZbRvY462VTeoDHwRIkAie5NroZxmk+8rj6zabzNJrpv2VEc0faZ0VFSqu9FO\/NGIrU42U4JktaFZUCtpcpAiIAiALlAElABSkMkoHcZTfG5Jq5cJ5eQUl7hx5b0vZRpeVaeu5H0uG7WSB6fohMU6dtV52\/fkKVGJJQNFSgCAoHcmZAXZHd8oBlzGhQO9tmasLXcJJmCIJ333c7blnKKZ00Ksk23qnoz02yMW40wG+1I7IP6RA3LzsRTSlrsfS4KtmoqyV+i5GyttSrShlamQ06aEOBOpdoTbcVlGhCfeg\/34FPEqLtOJjxlXNGS4gkNaYt+hEranG3tCrSuk4fRdDmnagyloZaZyuOYX1AndoujgO97\/Q8x45ZXG3yepxajrmBYkmOHJdSR4spXb+IIKZIwPU2LU2UwwQgcHaSZ1sPhDHfbiPTguedRHt4fByyt9dP34HuegnQl+IcS5xbSb7Tou48Gz8SvD7T7UjRWiuzvnOPZsEl3pPly+LPc7R6BYcUi2i0l+5z3X9Bc\/uvBo9s1ZVLz28Dnw\/bVXi5qm3gvyfC+k+zalGu8VGFl7SDBAtIOhX3WDrQqUk4u55nasM2IlVjs9rHGXWeUWgCA8D+iBp80wXPJuiwOTbuwSmQUgRAUBcpMkiAIkMtAFygZJQBaQywUDuVKAuRMCIAiQGnC4Zr7Gq1hv7QdFr6iVMpOPK5vSpxnpmSfj\/ZnIVGL3KQIOiwEwSANZP6cTySbsi6cVKVm7HTNIsAB190W0O823\/ssMyk9D11SlQgr78l4dduZ2ujdANqCo+GgCRJFybDw1sdYK48VJuGWJ34Sk1K7Vh9faxDi2m8gyRkgZZvYg\/EKI0E1eS+Z0VK0W8sXrtY5WEziQSYB0jeTyt4LpnldrHLhuJG6b0+AnaOHblzAXntRfUbwrpSd7Mwx9CGXPFa87fycchdR4bKQSWChjClIZ7foXs6piQ1rBABOd5s1oG+fEWC8btCtGg3KXyXNn2HZ+LhDBJy3u1bm\/gfY9m4ujhaLKTHZoF3aSd5svjK9OpiKrnJWPMrUauJqupJWOdtPpRYgH4Loo9n9Tsw\/Zd90eT29tI1GgVqbajCNOySOYOrSvYwtFQd4Ssz0qeCptNRR826RbI6l2dgPUvPYJMkGJLHc\/wBF9HhcQqkcrfeW\/wDZ8n2pgZYWr\/q9v37HGldZ5hSAKJTEUgRSBEQBExEQBEAQBIa1HjDnVxAHr5Kc3Q3VBpXm0kU6kIkOB5XTvrsJ04qN1JASOCZndW2HvxZIiAOQHgoUFe51SxcnHKkl8DTs9we5rXNBve14jcfVZ1bxTaZ1YNxrSUJRT66cjsVKLQAKYAaSDGVpNtLkLkU5XvL7ntywlKy4aSXwRiw9U06pDgG5QbtFu+JELeSU4aa3PMpt0q7jJJW6bfG1zNtutTJaGNggDMS4u3aax5BXQjJJuTOXtGpTlJRgtVvrf8HNW55xEwHYPDmo4NBidTwG8lROajG7NsPRdaooLn5HosBs+m2+Y7xBiHC9zxXBVrSelj6XCYGnSd7+HLVGXbGPb7IF731ha0KT3Zz9pY2EVkjv16GTZ2NLWlvE34wRvO9a1ad3c4sFiskXHqxlSu0hziSXEgzqTuM+hSUWrJGk6sGnLdh0sQABc8e7md6lwbNqdeCS1\/fuYX4ghxItM6ifjqtlFWPNnXkptrn1QovEyL6TOhO+I3KrHO5K91r8RoFN5\/Dnxb63CnvJdTS1Go7Lu+aMxCs52rHQ2PhqbiX1ScjC3sgw6oSfYB90QCSe7isa85RVobvy8TrweHVaXedor9\/g9PR22KbAxnYYJhoJhsmTBcSSvMlhXUlmlqz62jXwmHgko7Ef0iIMZjfmboWBXQqXadCOlhtTGu3yORsUlRjyO7juKu1YQ\/Fxdxgbz801SvpEqWMUFeeiObtna9Crh3U5OcPY5hDTB9oGSdwBPiQurD4apTq5uVnc+V7a7Sw+Kgo022077aHmF6B86SUxXBQIiBEQBExEQBEARAEQBEARIYTT9ckFRZNSjYPaZ2MAwMG6d5\/RclV5j6DA01QV3ubqb5csGrI9SElKRm2riRmIiIEczP8AlbUIPKeb2hXgpuLXL6nDebrsPnm3coIAooENo1suimUbmtKs6buhtXHPIyyQPj3qVTinc2q42rOOVOy+5mWhyDaWt7Tbkpe2hrT0laWlyq3ZJAMjlv0Ka1VxVO5Jxi7oFtQi8osTGbTumH1x335JWL4sueoJcmS3dlseRok0OMnF3REyWdXZdAvpkNBJD5dG6QQPgVzVpKM030Pb7Pp8XDuEPaUr+WhdTDuBuCD5hKM4vYurha0H3k0w8PhySAWzrPcOfBKU1bRmlHDTclnX7yF4vHvpvMOD5EDMc0aGRe2\/zVQpxnFXVvI58XiqmGrNU5Jr6owYnGvqABxkNmLAa92q2hTjDWJ5uIxlbEWVSV7bGZWcxUpiKlAi8yAvcFMkiAIgCIAiAIgCIAiAIkMiACZqEPYcH3ka+vhZZTvVdo04bEXus5w0O7D4m0rMx4+qS8lbU42ijzcbVc6zZmJVnIWCgCkAUgCIAaysQIsk43NI1XFWAc6UyHJvcpAiIAiBhJDIgCIA6WxNsVMM5xpkDO0tcCJBEg6LDEYeFZJS5O51YTEuhUzo9Bj+k2EcAadKqHEDMwlmXNAnK6ZyzOolcFPA1k+9JW+d7Hvw\/wD0fcanG767fX8F9IOlOEfhG0cLQfTqvI66o+JIAu1pG4mNw0RhsDXjiHUrSTivZS\/eR5mK7UnVg0na+luSX8njF6x5JECuRAXBTEUgRExEQBEARAEQBEARAEQBEARIZEAWEAgsyC8zvoWKhEpZSlVauATKqxk227sgCAWoT0kVItrxOg+PxRYcZLNsA4oIb1KQBEARAEQBaBkQBYQNDcrYJm9oHxU63NLQyt31FKjMtIZRTEUgRJQBcoAjRKBpXKcIQJq2hSZJSAIgCIAiALQBEARAEQBEARAESGRAywgRSAZExEQBqq\/6be\/9FnH2mddT\/wBMTKVocjIgCJDIgZEARAiIGWgCIAtAyFIRaBgpiIgCFAFIAiBMtAFJiKQBEARAEQB\/\/9k=\" alt=\"El Gran Universo: \u00bfDe d\u00f3nde ha salido el Agua de la Tierra?\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Atm\u00f3sfera Primitiva Y Actual :: Principios Del Mundo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Sistema Solar: El 92% de planetas tan habitables como la Tierra ...\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Caracter\u00edsticas de la Tierra que la hacen un planeta habitable\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren otra posible Tierra a 31 a\u00f1os luz de nuestro planeta\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Poco a poco evolucion\u00f3 hasta ser un planeta habitable, y, de hecho, los f\u00f3siles m\u00e1s antiguas encontrados de formas rudimentarias de vida, tienen 3.850 millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">Podemos fijar la edad de la Tierra en algo m\u00e1s de los 4.600 millones de a\u00f1os por la desintegraci\u00f3n de los is\u00f3topos radiactivos, pero poco podemos asegurar sobre la formaci\u00f3n del planeta o sobre la energ\u00e9tica de la Tierra primitiva. Sobre el tema circulan varias teor\u00edas, y es muy plausible que el origen del Sistema Solar planetario fuera una nube interestelar densa en la que el Sol se form\u00f3 por una inestabilidad gravitatoria y que la posterior aglomeraci\u00f3n del resto de esta materia dispersa, que giraba a distintas distancias, a su alrededor, diera lugar a los planetas. No est\u00e1 claro si al principio la Tierra estaba extremadamente caliente o relativamente fr\u00eda. Me inclino por lo primero y estimo que el enfriamiento fue gradual con los cambios de atm\u00f3sferas y la creaci\u00f3n de los oc\u00e9anos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/alt1040.com\/files\/2009\/10\/tierra-oceano.jpg\" alt=\"\" width=\"380\" height=\"285\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><em>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Los oc\u00e9anos de la Tierra vistos desde el espacio<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las incertidumbres geol\u00f3gicas b\u00e1sicas se extienden hasta el presente. Diferentes respuestas a cuestiones como la cantidad de <sup>40<\/sup>K en el n\u00facleo terrestre o sobre la convecci\u00f3n del magma en el manto (hay una o dos celdas) dan lugar a diferentes explicaciones para el flujo de calor y la geotect\u00f3nica de la Tierra. Lo que s\u00ed est\u00e1 claro es que el flujo interno de calor, menos de 100 mW\/m<sup>2<\/sup>, tiene un efecto peque\u00f1o comparado con la reflexi\u00f3n, absorci\u00f3n y emisi\u00f3n de la radiaci\u00f3n solar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.astrosafor.net\/Huygens\/2006\/60\/articles-98725_diagrama.jpg\" alt=\"\" width=\"448\" height=\"279\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El balance de la radiaci\u00f3n terrestre (R<sub>p<\/sub>) en la capa alta de la atm\u00f3sfera es la suma de la radiancia extraterrestre (la constante sola Q<sub>0<\/sub>) reducida por el albedo planetario y el flujo saliente de larga longitud de onda (Q<sub>i<\/sub>): <em>R<sub>p<\/sub> = Q<sub>0<\/sub>(1-a<sub>p<\/sub>) + Q<sub>i<\/sub> = 0<\/em>. El flujo emitido es igual a la suma de la radiaci\u00f3n atmosf\u00e9rica y la terrestre: <em>Q<sub>i<\/sub> = Q<sub>ea<\/sub> + Q<sub>es<\/sub><\/em>. Los balances de la radiaci\u00f3n en la atm\u00f3sfera (R<sub>a<\/sub>) y en la superficie de la Tierra (R<sub>s<\/sub>) son iguales, respectivamente, a la diferencia entre la correspondiente absorci\u00f3n y emisi\u00f3n: <em>R<sub>a<\/sub> = Q<sub>aa<\/sub> + Q<sub>ea<\/sub><\/em> y <em>R<sub>s<\/sub> = Q<sub>as<\/sub> + Q<sub>es<\/sub><\/em>, de manera que <em>R<sub>p<\/sub> = R<sub>a<\/sub> + R<sub>s<\/sub> = 0<\/em>. Hay que continuar explicando la radiaci\u00f3n saliente con los flujos irradiados y emitidos por la superficie terrestre, el flujo de radiaci\u00f3n medio absorbida, etc., etc., etc., con una ingente rese\u00f1a de s\u00edmbolos y tedioso esquemas que, a mi parecer, no son legibles para el lector normal y no versado en estos conocimientos. As\u00ed que, aunque sea mutilar el trabajo, desisto de continuar por ese camino y prosigo por senderos m\u00e1s amenos y sugestivos para el lector.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/partner.cab.inta-csic.es\/imagenes\/transmision.gif\" alt=\"CAP\u00cdTULO 2. Observaci\u00f3n de la radiaci\u00f3n electromagn\u00e9tica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La fuente m\u00e1s importante del calentamiento atmosf\u00e9rico proviene de la radiaci\u00f3n terrestre de longitud de onda larga, porque el flujo de calor latente es una contribuci\u00f3n secundaria y el flujo de calor sensible s\u00f3lo es importante en las regiones \u00e1ridas donde no hay suficiente agua para la evaporaci\u00f3n. Los oc\u00e9anos y los continentes tambi\u00e9n reciben indirectamente, irradiadas por la atm\u00f3sfera, la mayor parte de su calor en forma de emisiones de longitudes de onda larga (4 \u2013 50 \u03bcm). En este flujo de radiaci\u00f3n reenviado hacia la superficie terrestre por los gases invernadero, domina a la radiaci\u00f3n del vapor de agua, que con una concentraci\u00f3n variable, emite entre 150 y 300 W\/m<sup>2<\/sup>, y al que tambi\u00e9n contribuye el CO<sup>2<\/sup> con unos 75 W\/m<sup>2<\/sup>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.monografias.com\/trabajos65\/radiacion-solar\/radiacion-solar_image004.jpg\" alt=\"\" width=\"400\" height=\"283\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El intercambio de radiaci\u00f3n de longitud de onda larga entre la superficie y la atm\u00f3sfera s\u00f3lo retrasa temporalmente las emisiones de calor terrestre, pero controla la temperatura de la biosfera. Su m\u00e1ximo es casi 400 W\/m<sup>2<\/sup> en los tr\u00f3picos nubosos, pero es importante en todas las estaciones y presenta significativas variaciones diarias. El simple paso de una nube puede aumentar el flujo en 25 W\/m<sup>2<\/sup>. Las mayores emisiones antropog\u00e9nicas de gases invernadero han aumentado este flujo en cerca de un 2\u20195 W\/m<sup>2<\/sup> desde finales del siglo XIX.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/reader.digitalbooks.pro\/content\/preview\/books\/39121\/book\/OEBPS\/Images\/30.png\" alt=\"Determinaci\u00f3n del potencial solar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Como era de esperar, las observaciones de los sat\u00e9lites confirman que el balance de energ\u00eda de la Tierra est\u00e1 en fase con la radiaci\u00f3n solar incidente (Q<sub>0<\/sub>), pero la radiaci\u00f3n media saliente (Q<sub>i<\/sub>) est\u00e1 desfasada con la irradiancia, alcanzando el m\u00e1ximo durante el verano en el hemisferio norte. La distribuci\u00f3n asim\u00e9trica de los continentes y el mar explica este fen\u00f3meno. En el hemisferio norte, debido a la mayor proporci\u00f3n de masa terrestre, se experimentan mayores cambios estacionales que dominan el flujo global de la radiaci\u00f3n saliente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"ESA - Primeros resultados del Sat\u00e9lite para el estudio de Gases ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRy339AlhvTC1Yw9WXGTwQcBP7d1C5BxJ8XqRUHJ5gr0iXpJrUx&amp;usqp=CAU\" alt=\"Sat\u00e9lites de observaci\u00f3n \u2014 Astronoo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Quiz\u00e1s el resultado m\u00e1s sorprendente que se deriva de las observaciones por sat\u00e9lite sea que, estacionalmente, se observan cierto d\u00e9ficit y super\u00e1vit de radiaci\u00f3n y el balance de la radiaci\u00f3n en el planeta no es igual a cero, pero sin embargo, en cada hemisferio la radiaci\u00f3n anual est\u00e1 en equilibrio con el espacio exterior. Adem\u00e1s, la contribuci\u00f3n atmosf\u00e9rica por transporte de energ\u00eda hacia los polos es asim\u00e9trica respecto al ecuador con valores extremos de unos 3 PW cerca de los 45\u00ba N, y -3 PW cerca de 40\u00ba S.<\/p>\n<p style=\"text-align: justify;\">Podr\u00eda continuar hablando sobre los vientos, los terremotos, las lluvias y otros fen\u00f3menos atmosf\u00e9ricos, sin embargo, no creo que, por ser estos fen\u00f3menos naturales muy conocidos de todos, pudieran tener gran inter\u00e9s. Pasemos pues a comentar sobre los oc\u00e9anos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/criandonaranjos.files.wordpress.com\/2013\/05\/20130525-095554.jpg\" alt=\"\" width=\"623\" height=\"361\" \/><\/p>\n<p style=\"text-align: justify;\"><em>\u00a0\u00a0<\/em><\/p>\n<p style=\"text-align: justify;\"><em>\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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Las lluvias tan necesarias para todos y para todo<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Agua, mejor que Tierra, habr\u00eda sido el nombre adecuado para el tercer planeta, puesto que los oc\u00e9anos cubren m\u00e1s del 70 por ciento de la superficie terrestre, con una profundidad media de 3\u20198 Km. Debido a las especiales propiedades t\u00e9rmicas del agua, \u00e9stas constituyen un extraordinario regulador del balance energ\u00e9tico del planeta.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS9G2JbkcZLvZ7TxK6aqfjVaOlpzxrj7kz7QxwGPTa6P6Qut6zY&amp;usqp=CAU\" alt=\"\u25b7 PUNTO DE EBULLICI\u00d3N \u3010 Explicaci\u00f3n Sencilla \u3011 - EspacioCiencia.com\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Este l\u00edquido tiene cinco ventajas termodin\u00e1micas importantes: un punto de ebullici\u00f3n inusualmente alto, debido a su capacidad para formar enlaces de hidr\u00f3geno intermoleculares; un calor espec\u00edfico de 2\u20195 a 3\u20193 veces m\u00e1s elevado que el del suelo; una capacidad calor\u00edfica (calor espec\u00edfico por unidad de volumen) aproximadamente seis veces mayor que la tierra seca; un alt\u00edsimo calor de vaporizaci\u00f3n que le permite transportar una gran cantidad de calor latente; y su relativamente baja viscosidad, que le convierte en un eficiente transportador de calor en los oc\u00e9anos mediante mir\u00edadas de remolinos y caudalosas corrientes.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/content.gnoss.ws\/imagenes\/Documentos\/imgsem\/29\/2901\/2901fe76-beb7-415e-9eb6-29326abdacc1\/7f521635-3194-4c71-bd06-166c31c749bd.jpg\" alt=\"Mapa interactivo del Mundo Oc\u00e9anos del Mundo. Juegos de Geograf\u00eda ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No es sorprendente, pues, que los oc\u00e9anos, que tienen cerca del 94 por ciento de toda el agua, sean determinantes en el balance energ\u00e9tico del planeta. Cuatro quintas partes de la radiaci\u00f3n solar que llega a la Tierra entra en la atm\u00f3sfera que cubre los oc\u00e9anos, los cuales con un albedo superior al 6% absorben la energ\u00eda con una tasa cercana a 65 PW, casi el doble de la absorci\u00f3n atmosf\u00e9rica total y cuatro veces mayor que la continental. Inevitablemente, los oc\u00e9anos tambi\u00e9n absorben la mayor parte, casi dos tercios, del calor rerradioirradiado hacia abajo por la atm\u00f3sfera elevando su ritmo de calentamiento a los 175 PW.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/climaticocambio.com\/wp-content\/2013\/02\/Corales-poco-profundos-mas-vulnerables-acidez.jpg\" alt=\"\" width=\"655\" height=\"379\" \/><\/p>\n<p style=\"text-align: justify;\">\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\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 Arrecife poco profundos y ecosistemas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Salvo en los oc\u00e9anos menos profundos, la interacci\u00f3n aire-mar no afecta directamente a las aguas profundas. Las oscuras y fr\u00edas aguas de las profundidades marinas est\u00e1n aisladas de la atm\u00f3sfera por la capa mixta, una capa de poca profundidad que va de pocos metros a pocos cientos de metros y que est\u00e1 afectada por los vientos y el oleaje.<\/p>\n<p style=\"text-align: justify;\">A pesar de que el alto calor espec\u00edfico del agua limita el rango de variaci\u00f3n, las temperaturas de esta capa sufren importantes fluctuaciones diarias y estacionales. Sin embargo, variaciones relativamente peque\u00f1as de la temperatura de la superficie de los oc\u00e9anos tienen importantes consecuencias clim\u00e1ticas: quiz\u00e1s el mejor ejemplo de esta teleconexi\u00f3n clim\u00e1tica sea el fen\u00f3meno del <em>Ni\u00f1o<\/em>, que consiste en una extensi\u00f3n en forma de lengua de las aguas superficiales calientes hacia el este, cuyos efectos se extienden desde Canad\u00e1 hasta \u00c1frica del sur.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.voyagesphotosmanu.com\/Complet\/images\/corrientes_conveccion_oceanicas.gif\" alt=\"Las corrientes oce\u00e1nicas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Debido a que la conductividad t\u00e9rmica del agua es muy baja, la transferencia de energ\u00eda de la capa mixta hacia las profundidades se realiza fundamentalmente mediante corrientes convectivas. Estas corrientes compensan la extremadamente baja fuerza ascensional de las aguas profundas, m\u00e1s calientes, que son desplazadas por el movimiento hacia el ecuador de las corrientes fr\u00edas provenientes de los polos. En contraste con el gradual ascenso general de las aguas oce\u00e1nicas, la convecci\u00f3n hacia abajo se produce en corrientes bien delimitadas que forman gigantescas cataratas oce\u00e1nicas. Seguramente la mayor es la que fluye hacia el sur bajo el estrecho de Dinamarca, entre Islandia y Groenlandia, y se sumerge unos 3\u20195 Km transportando 5 millones de m<sup>3<\/sup>\/s, un caudal veinte veces mayor que el del Amazonas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/estadosunidos.pordescubrir.com\/wp-content\/uploads\/2010\/03\/havasu-falls.jpg\" alt=\"\" width=\"450\" height=\"566\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><em>\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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 El agua de la vida<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Mir\u00edadas de corrientes oce\u00e1nicas, que a menudo viajan cientos de kil\u00f3metros a diferentes profundidades, transportan considerables cantidades de energ\u00eda y sal. Quiz\u00e1s el ejemplo m\u00e1s importante de estas combinaciones de transportes sea la corriente de agua caliente y salada que sale del Mediterr\u00e1neo a trav\u00e9s del estrecho de Gibraltar. Este flujo caliente pero denso desciende sobre la pendiente de la plataforma continental hasta alcanzar el equilibrio entre el peso y el empuje ascensional a unos mil metros de profundidad. Aqu\u00ed se separa en dos celdas lenticulares que se mueven durante siete a\u00f1os hacia el este y hacia el sur, respectivamente, hasta que decaen o chocan contra alguna elevaci\u00f3n marina.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/estaticos.muyinteresante.es\/media\/cache\/760x570_thumb\/uploads\/images\/article\/55e8320e3eafe8c8d643ea71\/mapa-radiactividad_0.jpg\" alt=\"Presentan el primer mapa de la radiactividad de la Tierra\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Un mapa global de los flujos de calor desde la superficie oce\u00e1nica hasta las capas profundas muestra claramente m\u00e1ximos longitudinales a lo largo del ecuador y a lo largo de aproximadamente 45\u00ba S en los oc\u00e9anos Atl\u00e1ntico e \u00cdndico. Esta transferencia es tambi\u00e9n importante en algunas \u00e1reas costeras donde se producen intensos flujos convectivos ascendentes que intercambian calor entre las aguas superficiales y las profundas, como ocurre en la costa de California y al oeste de \u00c1frica. Un flujo en direcci\u00f3n contraria, que calienta la atm\u00f3sfera, se produce en las dos mayores corrientes oce\u00e1nicas calientes, la corriente del Golfo en el Atl\u00e1ntico y la de Kuroshio en el Pac\u00edfico oriental.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.cosalagrand.com\/images\/aguastermales.jpg\" alt=\"\" width=\"500\" height=\"742\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><em>\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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Aguas termales y sulfurosas<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todas la regiones donde se produce este ascenso de aguas calientes (a lo largo de las costas del continente americano, \u00c1frica, India y la zona ecuatorial del Pac\u00edfico occidental) se distinguen f\u00e1cilmente por los elevados niveles de producci\u00f3n de fitoplancton, causados por un importante enriquecimiento de nutrientes, comparados con los que, de otra manera, corresponder\u00edan normalmente a las aguas superficiales oligotr\u00f3picas.<\/p>\n<p style=\"text-align: justify;\">La radiaci\u00f3n transporta la mayor parte (casi 4\/5) de la energ\u00eda que fluye desde la capa mixta hasta la atm\u00f3sfera, y el resto del flujo calor\u00edfico se produce por calor latente en forma de vapor de agua y lluvias.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Circulaci\u00f3n termohalina - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExMWFRUXGB0YFhgWGBYYGBsYFRgaHRYZGBkYHSggGBslGxcYIjEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGy0lHyYtLS0uLS0tLS0rLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS01LS0tLS0tLf\/AABEIAK0BJAMBIgACEQEDEQH\/xAAbAAABBQEBAAAAAAAAAAAAAAAFAAIDBAYBB\/\/EAE4QAAEDAgMDBwYJCQUIAwAAAAECAxEAIQQSMQVBUQYTIjJhcZEHQlSBobEUFyNSk8HR4\/AkNHJzo7Kz0uEzQ1NighVjdJKiwtPxFkRk\/8QAGgEAAgMBAQAAAAAAAAAAAAAAAAIBAwQFBv\/EADcRAAIBAgQDBQgABQUBAAAAAAECAAMRBBIhMRNBUQUUIjKBUmFxkaGxwdEzQuHw8RUjU2KSBv\/aAAwDAQACEQMRAD8A9xpU13QxwoAyzigejmAI0WpKgCEuGTKioSrmwYKhEmEk9EhNDSoCt3FJCiUkiDls3m6ycs5SellzaJygjQjWVtT3WCVqKmUCSUpSFjOVEoJ6JJKdE8BoLEIZpUBwKcV5wgFyTORRCcq9+a1w3MDeYAGkKBjCcxTBCVpAzNxdSC2SAYKrGTFk6QSZITSUqFLQ6U9LMflFSlCggluVhsAhQ\/yEyoE3\/Rqs4MWmUpuAg5SShUqGfICVEEiObBJuSDpqSEPUqz+JGM6aUmRCgkgNAzICDmKr9ElXVHSHCAZsct4OICATmgXTIEJcKsxFk9INSd4sm9EIarilRehOD+ESkuRGQZhCR0zGaClRiLgCCNOlrNN7ZbjyUtuFxKD1umlRTCnDBkqCzdqCQbJPV0JCaIGu0LfadSMraiqEqylWQnMZIzTEx0QmOBzbjVRoYuU5psZMBpIUMyrEFSiJQExcXVrGhCH6VAB8IyJ5wqBNlhISYSkAqUCkG5gpGl1g2y0ZwmbInP1sozfpRf2zRCTUqVKiEVKlSohFSrOqwGISpRStUDqfKLVYKIEpWqFEpcUb2ltE1Lhxiuflafk9CQUX10STYaT514k0Qh2lQYqfCSEtqJDiiSpaDKFOLIyyomAnLboxaOyu0nFpbI6xShARdEqWJz5iSZEgRp0TclWhCaGlWfQMWOcIFzJTJQRm5oCIzWHOBMAEWzZrkGreLYcJOUrJyjIrPlSFibrSLKk5fNI10ohCtKgYVizmtl6SsoIbIy5VFvMQqetlBjdP6VLDfCs6c85Qu5AaTKMhHSAUozmN4PmiIFEIcpUCnEBRyg5Zv1JupecpKjc5Q2E2y3vPmtdTi4VmIjKSMsXXHRAGWQM60iSdGZNlWIQ\/Srk12iEVKlSohFSpUqIRUqVKiEY6bHu7\/ZvoHs\/aDpcyLKSR0uqkSlalZQIdUoEAXGXdrvqviuWuHQtbZS5KVFJhIiUkgxfsqujlvhJs24O3In3zVfFTrE4i9ZocY6AQOdyGNIB9dxVdeKe5xIQG1pKFkZnCnMUlsAmGzl1Ok60KHLrDfNd\/5U\/zUk8ucMTGV2f0U+\/NRxU6w4i9Y57H4gFUOIgFeqQOqp9IElYEyGhc8O2Y3tpO5CoOEQkIy\/JqVnUWpWlGXRKVLN166gbuHlrhJnm3J45E\/bUD3lEwSSZS7OnUTP71HFTrA1EGpMIMY59SVZVDOUghKkiRKlC0RACUhUmesOIpu0doO5khOIQiyVK6KQMpUsEALk5xAkTxsN7MFy4wrolIc7ikA+\/s9lMwvLrCqKgEPJINwUAHvHSvWhaTsLgReNT6yVnaTx5gpVnSspCjkUqehnORSEhJ6pB7c3ZA\/wCH4oP9J1QSM0o+TFjzgbtkCpV0YOXXLYjrT4nl\/hUf3b5HFKEkD\/qtVFXlUwI1Q\/8ARjd\/qpu71fZMnjU+sI4ramITnUFpIBOUATYAqESlMgpSASD55iZTDsdjMSleTnQNT0UoN1KcsqVSUpGUgpE6SCTQg+VvZ48x\/wCjT\/N2U0+VzZx8x\/6NP81Hd6vsmHFTrLTu1sS602tDuXPF0BIBPy2ZI5xJmAlNpJ6thJkkzj3jzcOADoZyYklS8qv7sgaG09YkWABIT43tnfNf+jT\/ADVZa8pmCU2XA29kEz0EbtbZ70d3q+yYNWpruwm6Fdrz0+V\/Z\/zX\/o0\/zVz44Nn\/ADX\/AKMfzVHAqeyZPETrPQ6Vee\/G\/s\/5uI+jT\/NXD5Ydn\/NxH0Y\/mo4FT2TDiJ1nodRYhRCSU67rFXsBE+IrP7S5XttJZXza1B5sOJjKCEkAiQTrBFDz5Qmv8Bw+tH21mNVQbEwNRRCWxtquOROVRCAogZRdwKKRKXFxBQR0gnXWRBkGNfCHM8IIKLlSOjnWAbgEAAHeCUiD0poUnl8z\/gueKftpK5fND+4c8UfbUcZOsOIvWWP9oPc4EIdSvMopBlC0jotASpCUac4pUZTJSLgSauNYx8oQQpKiFKzwgk5ErWiTCyNwNjfKqKGq5eND+5cuOKfA3qF7yhso1Yd\/6ftqeKl7XkcRd7y27tJ3nPzlOULSgpSGxJIUTlmSEnoRr1ok3qTE7RxEqySoc2pSYQ4VZohMHIQpMxBym0SNTQ3B+UnDrOXmXU9+SPYfXVl7l02hwIOHdiOuMpSOzW1XpTZxdRFFemecWz8e\/ndK3SpMqyAluJQ5cApSSLcQeiCbG9TObTdQ2vO8kOBSwLoTBS2pWimpKc4CR2EakXgxHLppIsw4ojcCie3U0Me8qrKD0sJiAe9vd\/qqwYar7MOPT6w1jNpPpLfNuNuCFKV8o2QcqrhS8iQBoJAEdLXWoW9uvrxJQCA2FIBgJiC6UnpKOaSI3eoRcE75X8Nvwj5+i\/mpvxyYX0V\/9l\/NR3ar7MnjJ1h9e2Hs1nMqYhBUlIbUpVhCoKl9VQskXKRvsR2FiXi4A46FgtJUICRfK3mKoSIJKjAmwjiKx3xy4X0V\/wDZfzU\/DeWHDLUlKcK\/JsLtD\/uqO71ekk1Ute89PpV5i55ZcOklJwr8gwbtbv8AVTfjpw3oz\/i1\/NR3er0hxU6z1ClXl\/x0Yb0Z\/wAWv5qXx04b0Z\/xa\/mo7vV6Q4qdZ6hSrFbB8obOKbU4hl1ICiiFZJkBJmxNulSqsqQbERwQZkNsI\/KH5\/xnP31VUgTV7bCfyh79a5++qq60gVyGG8y21kWTonv+ozp6qYlszA8O6nxBtrTlOZQIAnUkXO\/WnUKd4jXEgcUUxbXwobjEBUmD6+PfRV3EpWTIAvMdpofjb3TajQNpKqmqymw04LhUWixMnhMd1FsNtaYbU2Vx1imVK3XjdcnxqlhEhy61xeyQJmIzGdwvv30zGNhOYgxvsI09fuitlOs9KxLb8pnAIFxC200KQgFAOUxY2Kb+2q7uBStIJAk799Ow22EkBt3gOneCYtIHvq2VgHL4dvjXfo1hUFwYGx1Exm2cEls6EzpQZxXARW52yyhSCkkA7qxGIaymK0a2kqRIDWk5NkLYca338Fj7QazZq\/sPGc26Ceqroq9eh8YopmzQxNMvSNtxqPSUloIJB1Fj3iuUX5TYPI5nHVXr2KGvjr40GpWFjaPScVEDjnHzTToaVIiiPae1coU\/k+A\/4ZH7iaBmKO7eT+T4D\/hUfupoOE27a8hXF6hmtvNI0ASNNd\/Co8kfjhFSLSKcySL2PCRx4eNIliLGVsNZGpojcdJ7Y0PtqhiXCqxHrB99XlY0gBJ3HUjjaJqB5SSLfg0NlB0lZOkEjCmTFhb8Dtq5hcetkFIhRV1QZMHQQKga6+RaiEiZi6u4DeZNWn2EgAAm3dP9NBpWlHZPFmmVVOuWFmwVIK0tltfAxB\/5b0OwTRUk5xcWI7bzVTZ20iylQAzJKtDu4kd\/D\/LRVGKQpOdHVOoIgi39a7uFxK1BYbwuGgPbGzEhJUBpuFZZ1fARXoOJeRlkqEGsTtXDhKiU6G4+yt17wUwaalwL2RxCtwUCe7f7KiVTTSHSX5QRaEduM5Xl8FdIdx\/rNUKLYj5bDpWLra6KuJSdD+O2g4NM+94lG5Sx3GhjppVylFRLLT0Tydfm7n64\/uIrtc8nA\/Jl\/rj+43SrlV\/4hmyn5RDW2Y+EPD\/er\/fNVld\/4\/E1Nt7+3dF555ftWapISNSbXiJuezxmuCVOpkE62jhc8KWURqdLzxm3sriCAbG0kX7P\/R8Kfrbv9lKGtIKXlV5sWMVVU1pJkcPdPEVcJsZ3VUQ4Lg3H\/v8AHqoEodZ1tmCSIHd2\/XemvNTrupjq4kzwqqMSpRgAqPACdPdViqzHSUFha0hxqTPAaeqtA4hKkJtaAR4VQVhv8WW06QRKlnghI17+2iTik5ZRIToARBgW0rt9mqy3vKstrwS3s9GZRUqYNgD76Fbd2eJzpFtCKK51IKiRAPHXuFNQS55sj2V2YgNpjHExUZontbBZFkDTUeuhpFIRNSNNNs15OJYLS+ska77dVX4+us3iGShRQqxBg1Jg8QppYWncfEHUeuj+2MKnENB9vUC\/Egag9opz4194mZT3erb+RvoZmM1KCd4FcmuE1TebiJ7ht782wH\/Co\/cRQhPfFF9uqjDYA\/8A5UafoI9lZ5CdLwTJ4mBr7Bp3V5OspNQ2ml2sZKpU2rqkC+psIi1MUpNonfc9kX8afzgifDwtVANpGW8jeQDNvX9tU1t67u6rjgAV2fWP\/dVH3QFDdu9tqYSmovWMDQtp9f4mac6md+tMdUNfHwqivFGYEns18KcAsdJmZgukfimiBCdKvbEjmiP8xn2VEjCuZZWMidSpV4j\/ACgyTfTtq\/gyjJDYWB1s6oGYnQ+yfCur2dTZKniFpXbW8H4rBoK0yY1sOyoNp4BKkQkRFx39tWcYlRUFDQTc1AHlLMC9d+V3tMhiGspjfUBrSbewMAKtOhArPLQaUiaKbSxsrG80uTdJsscQa7tbBc0u10K6SDug7vVVMJnSi2zHUvNlhZvq0TuPDuqBqMsKngbiDbn+\/SB81ck91PdbKSUqEEWI7qZVd5o0M9H8nA\/J3L\/3x\/ht0qb5Nj+TOfrj\/DbpVzax8ZmpPKIV26ZxDw388vwzq\/HqFDFOyO4+MXn2Ve2+oJxLxBJ+Vc8ecUYoGp6ZiSZNgNJ7fGuKEJNhMtSpYyVeLvrefaZkj8b66\/jCSYQrfFjp\/S1WmMPzYiDNiqIkHfmJ4XEVYTizBEkHjvGnePGNK6idmC2ra9JRxmgVzGOGbKmL2Mx+PfVVeIvw4\/8Aqjzm0HUGVDMn56d++DBIB7KnbxBWM6ClcWmOkN8Gb76WngUY5Q1j0IlRZmO8zrKVunKkTa5O6tHhW0NQhMKVoe\/io981xeKKgBorfTsUUtNf5l2neB5x8DFbkoJhULc5KrBePVz7iSZAPVj5o0I4E6+uiDjgiAOzujjQZbyusAbkQRw7Pxuq4MagjpqJExFk8bkAXG61U4KugBLHXnFJF5XxagpSc2kx2VbdgCBTseEONBSINwLbiLkVXChlvrXXVgygiLsZmMfMqnWTVBQo1toQoW1E+2g6xTR12jVIBSbwau8ndp82rKo9BXsO4\/bQ5QrimjrxpdQbiOyrUQo3OEuUWzebXnT1FHwPDu30HVWq2S8MQyplZ6QGu+PNPeKzGJZKFKSrVJg1FRf5hsZGFqEg038y\/UdZ7Xt5cYfZ\/D4Kj9xNZrMRA3Hj37\/VWh5SAfBsBrPwVH7iKyb+IlQF+AA1M7o9deSqLeo1ptrPYx7mIiAfVGt9Y9ldTiFlIhtR49E740ruBwxMrIggwCd0ax23TYbquJdCT1xPBcf9p+qt1Hs9SoNRrE8pmNVr6QY4Xhqhdz80xJiqz5cF1oUL6lJG+jTrrtygk8UdEgT82Li5Ft80sLjys5JKFnQKFjvsSPfTdxp5shJB+GkpZix1JgJKXDACFGdOiaN7PwqWUysytXD3A8KsqxCk5grWLGpcKgJBcUJgT31uo4NKF3OsFWUNrYgkZCAEiCe8zlHaIINOwSEtoCQN0kxckj+nsoe7iFLOYCdSZ0k9\/fNdw2LgZVKULE9a0DQcRe1ZcLiENVmbn9oMQDJceolJHj2U7CqTkGXeKs4HGNLBQBBjNEGDa8mdQZ4a1QwyMoIImuxTqLUW6xT1grbE5hwi3jf6qBuC9ajaQlCjGn21m3KskpIkATewquTCpB0Mg1KsU1LJPG1Kyk7S5CBvCmNSMQ1zyf7RAh0DeNyqCVf2biyy4FeabKHFJ1pbYwQbX0eooZkHsP2fZSuLjNIpHI3D5bj9ek2\/k1\/NnP1x\/ht1yu+TX82c\/XH+G3XK5NbzmdNBpLW3zzmMdbAUn5dedUTCecVmV3ATvp+IAaROHbUWwSA8sEBXSI6I43IJJN5q7trZLpdeUj5UuPOWTuAcWQlRgAREmTNh66bGDxBaS2tsKbFggkBYzKCswPmK+VBvEgiQRXODtSBC78zOe4JY3gs4kmDdSo0A8QAPd2UsI2pxYyA2IKosAJgg8TG6rS9iYhCSpCFCL9EpkC+8HgmfVOlF9j4PEqKlu26QShAKbqi6uiT3STrPCnwqK7gsTeL4vKRKr+zVDpNHKrSxIn11SL77dlgAb1JSPEwOlqe3S9apOCWbhMjcQRERMzOkb9Kc5gVhJKkdECTMaRrrw3V3xUXnA0jymW2SvM5KhukcD3HfUe1XStyTBSkAEJJib2mL6m\/bVbGAsukpu2ubaaggwdxGYwfGpGcMlVkuK0kaAAcdLibHuNZsdRq1QAm0rUgaSHEidTod3dVLm7dn49t6Jt7NzTClZB5xG\/gONVmsBmMJUFAEBRBt0jomJkxwrlHB1lNpWwuZPstyU5cpIuJ0AJ7N5tVxOEG+TQ5DmVzIkCASE8JURKu0CFCtA2jWuxhKl0t0jKLwDtvZecAp1A8RWZdwSgYIM16SloEVSxWCHCtiuNoxUiYFvCQel6hvq1iMKYFo\/rVhDOd1XBJI8DFaEYUFGn4FWE6RLmYXBYnmnQvcDCh2b\/x2UR5XYYSl0aKEHvAlJ8PdQ7azcLIi34mi+IPOYCTqkfuKj3Uq+JWX1kVPBVp1OvhPrtN\/ysey4XZ4ykzhkAEccibUDw6G2WwVdN5WbMi4CR5uZQ1\/RF+2tHt5kqZ2dluv4KjKnQCEJJWSTEJAJv8AVWZYLrT6VhtRKVxEEyU9YTBBMTXl2Y03JXc\/SbK5JfXaQv4wkkKNvNSkWjsH4NcWFzlKFSerY3Gk9girmLwynFFakLDoMOCCtMgblXgWjLumRaqezlPKWlsKcS3mCiQFDomBYgTBvG7fVdNRUez3vKixUWHOGMLsuG0pXAUBqLxe1+y1V1YXEIMghwWteYEaHUWEa6VoFMkEpi6DlUPmncDTg0r5p1jQ2tevRKwUAcpJpzILeUVDPMSAZ1T2K7LTOlxvtRDbTpKQ2kjccoBmANSZt2VzlGwZC02WkAm2qSbEg6iR3WoYypC+krMCSM0E5QTYE8AbanWeylxKPVp2SV+UkGdVpBgDhVIoEmKKHZoKsqCSRqZ6I9cTVd7AIz5UqJJ4+baSpR4RHbeuM2BqrvaI4vINnuELICc0i4Nha943dlF+YSTmO+9qG4prmwkAAyJWY3EgpBPEwfURRnAAqQknU37pMx6tPVXSwTFb0zygo5SHEYMKQUxY1lMdshaCbSNxH11vkJvFR4jDA10A9pZlttPN1YE+dYVdYwspOUW9tEOUDULQgb5Pu+2iOycMAI31bm0iEnaYnHtFJFW2flsKpPns9JP6J1Hv8BRDlWwE6a+qhnJtfy2XctJSfCfqpL3NusZv4ebmNZr\/ACa\/mzn64\/w26VO8nKYw7o4PqHghulXHrDxmdVNVEJbYxzqcQ8ErIh5yBAgArXra4ubG15oK5th8WDqrd24jfv6qfUBVjlPi4xOISP8AFcBt\/vFWoCHiLzeuQATOTXqWawMIvbceNg6qCNLbgeItqb9p41Nsvb7jajzi1qQdQNQqSQpJ3GSfGosBsdTgCioJB4g5vD66nxhYQAhOZR89SSBIm4BI7N1u01rSm9MBjp8YgL+YmGE7WxaWpRleRACSLKuI6SUyPUIAq3tTarrbUFUrV0BlB3jS95i3basQ0VFXQB7Am5B7wBejGC2c6bum0zlKiTJ1NjAMVqR2qXUD15CWLVYyxs4IdQppSSFJMqJuJJ0B+qhr+GKDHachtExdJM7wBrpHaa0DbSEdECAN0Wk11\/BBxBSLcDwPGunRuihSYFLyXDLS62CkRuI4EaiKYhqFSAOjwEa0H2fjuZlazAHRd1MKHVV6\/EnNTkcqmS4UiYJjOYCRukzu+2mK6xhqISXhEqIUEAECAeAvoPWauJTXEKBSCIIN576likAA2jgRqU1U2m+ltClqMACr0V5hym2wp11QBORKiEDutPeSKkSSI4bQylTgtKjbsJ\/HjTMRyqdylKQlPbBm2\/WgxFRq1p3YyUpjnEVkmSSTxPbWnV0Nn385Nv8AWq3soLsjAF5wJ80XUeAopyqxYJSwkwE3VHGLD1D3inpjKhb0mfEWeqlMcjmPpPTNvvlDOzljUYVEa70JGoIIN9RQHFco3uqchBm0EdYqJBgjesmdeNEuWD4Th9ncfgqPDIisU6+SZJ7fGvK1Ac5tLsVVysQN4cc5VYgXOWc2ayTF1Nq48Wk+onjULnKbEqi4smBAM3bWidYBhxWlgYqlgMIp4m5AHnEEjfaiisOxhwQZcWRYWEGNTuGs3mrkouFznQdTM4aoRcmE8DygcWtSmy204pYWtLospcDMU3m+UWO4CIohs3bGJgrdKBGYJQkG6UhNwcxKuoL1hH1ZoCEGZ3FSiTN\/fVzCbIcVBJ5tN9Zm+vRGk9sVop1GY6Lf7RlqveFEbZLryVLRmzICExbKgE3UDM9\/YKgx+CCFEoGZPnI0kbwNYMaHcb7qIsYVKAAE79QAJjuqwlIPmnwrp4dGpLYm8cgtvvKOwMQILUgnrJVpmSdLbj2Vdew+g3E+6gmNYLLsAx57ZvE+cj1+8J4mmYrlg3KciVLO8aX9dXMNbiC7WMPPNhXRUlKh2jgIHvNPZageuq+y9ooeTmQRPnDeDwq6kUlrRwIkik7pTwKyPLzaZQEtJJGYFSoOo0CfWfdUCTaDdv7SQ48ACIRIzcZ1jwoceUjqepHeRPhQgqmmKqwk2gtMX1j8ZiluqKnFFR3Tu8Kv8mky+k7kgqPhHvNC6NIT8Hw5Js48IA3hHHs\/qKinvfpDEWyZBudJr\/J0qWHjxfUfFDdKmeTb82c\/XH+G3Srm1fOZ0KYsoi2ps5buLxJBAR8IdGY9jipgeyrfwJpskhIJ3EjS+4UV28Ql9y1i45oP85+v30OcULk1qoYVEF7TkkBSZJjkLUyvJJXAA7iRm9k0F2TgCuFrTCUme1RBsIOgnxo1gcYIiSO8VHtPazTHXVKjcJHWPq3DtNFTDK9QMYZQxvJW+CRllRJAt3k1cw7AF6yR5X3OVoydJV9gvTMXtDFupupLDYuToY7d8eFaQhOgEC6r5jNVtDGstXW6ETxIk+rfWN2ny1cPRZhIGpIkk744DvoM45hxqpx08R0R4m5qXZzPPuFtlsuLcEJSEiRCTN5gDeT2VGUDcyxSTspldnEOuuG5cUoHMDvBHS7rbxpT0bJfHmdsZkz4TRdjBPghScFibxBDCxaTm3fNPiBQx\/CJbJXiAtBKjlaAyrgHfPVpwV5RGNQaWsOWlyftLGyNsOsrhRUANUExbjfSvQcBjUOpCkKke3wrzteKaxIDcFKwOgpRmeCVGosHjnWFmJSoWVPAbo3ihkB1EEc7EWPSepPPBCVKOgE+FeOYtWZa1DQqJHcTIrQ7U5UuPoDSUZc3WIMzwA4XoE1hXFqypSSd\/Z38KRVlmcA3MqE1c2Zsxbx6IhO9R0\/qaM4TYCEDO+oQNRMJ9Z391Ox+1zGRgBCcubObAJJy2G69WcO2r\/LnKGxZfw0R68h+4\/GYtvCN821dz7fOVG\/gKyjiyZJMk6muuzJkyZMmZv376adKrd83wmihhxSB1uTues9f5YYRTrWzkpgRg0kk2A6LdD8NstCEjN0zMm1t1u61afbdsJgSN2Gb\/cRQDPMWrJh8OhGcjWLXUCoTJsKvMYOk6D7KCYjZryn1gpHSUTmOgSTaOJgaURbfyq0VHEC1WsXtBtCc615UjjrPAAXJ7qur4dalr7CV5Q28iZQEBKEiyQYJuo8b8SatYdiYza1lsVyvv0G+iNCowfAaUOxnK98ghOVE\/NFx3E1blsLCOBrN3jcYy3Za8tp9sW7azG1uVChKMPcG4WrUbiADrxntrGrxqyZKiT2yT33qbmVlfNtyTlPzRaJMkkDQHWszM4bLpOrSw9A0uI19LA7bn\/BhBGMcxILTiypwHM0d5UYlAypJUVQkJEgAzxqm6hqQVOQSASEpmCRfgB3V3D4B0KzqCLXPyrOYdoSF5j6hUmNY6ZcAAJBzBOXKlyMwjIMqEqB6AknonhU06oWpl\/u8pr4b\/aFQHQki3PT\/ADOobW3C21HLxAKVDhIO7t0racn9vIdAQSA4O2x7jvPZXnOFxZQrNrxnRQOoPfREYeJcbuiMye\/MAUntE+EVr0ec8godZ6qk153y9xYW+EjzAQe83ojhdsvoRlzBZjoqULzw1996ze0MKQC4peYk+slVx4pvShCJIqg2Ags00+uiOE2U45eMqd6lWEfXVn4SyxZkc45pnUOiD\/lG\/wDF6krzOgjmsL5UFz7vzOYXApZAdf18xveTxVwobjcWp1ZWo3PgBuA7KmViZzF3MVFSVSRuTmlN9AZ3VDjHgoyJ36gDfYW4ClLAjw7SUpMr3qDxfb3Cb7yaD8mc\/XH+G3Srvk0\/NnP1x\/ht0q5lXzmbl2mo2vh1KdeKjcOLiARbOqJuZMcI3VDh8MBc3PbpVTbPKfDpfxCSu6HXEkQdUrIIFuNZ\/E8sFqVlYZUrtVx7hXQQHKBOe1gbw7yg2ghhorVqbJHFUGBXnOGwynJWo5U6qWr6uJ7Ku7SxEqz4pfOL81lJ6In524Ds1oS5iHH1oRrKglCBCUgqICQNwuRc1Z5NTFANTybdf1CeCfzOIYw2VClqCA66YMqMC8dATWlXgMBhAtvHPOYiFAgYc2cWB0gVzZKTA1F5rDbV2c7h3VMvIKHExmSYMSARcEgiDqKYjGqDZatkJnS47uGlIWzc9PdLOCFIIGt9by1yhxrDrxXhmPg7WUJCCrMZEyonibcdKdyb289gn0vskBQsoESlSTGZJ7DAuLiBQsmuAzpVZAtY7TTNKeX20z\/913\/oH\/bVHlLiecdS4XOcUpAKjre8k9pMmqCMC6dGlmJnoq3RO7dmT\/zDjVhOxH5ugIvl6a20XzlszmVaFgg8IJ0vS8WmgtpINMswPS\/1keyMWhp9txxpLyEmVNqMBQgiCYO8zpur0fCM7O2oCnDpLOKCSUsPKMLjUIcEnd7NK84\/2eAAVPspm\/XKiJSpQkJBjqhPepPeJGktNqC04lQUmSlTaFgghKSkhRKSLqWJ1GTfIpeKN1J+RI\/UHpBtGH4lnAqQ1iDziFN5FEFJuUqFoV3Gi+09tBsDmglWYTNo7ZA399AOfYKipZxCzmmegkkZlXJJUcxTkO++YXsapKdG4QO+tdPE6WAmOrgVdwza+6TYzGLcMrUTw4DuFcGKUABIsI0TpMwZFxN6cvDKiYka24VWqsVA2qm82VMM1Gyutumn2iUokydTc1w12mq0qJE99x7RVhsDfo\/Bm5ED5id+4UJbwgmDcA6VNyi243h2NnpckZsKgyATolHDvrI7R5apEhpBJ3KV0R4a0lAHIJVVtnM17ygkTYAD1CK8r5Q7UD7xWkQkWT3cT3kn2VJtDbWIxPRJ6J1SmyfWd9V2cAkdbpe7+tJVxVOjoTr0nSwHY2JxuqLZep0H9fSU2RmUBJA3kCY9W+iaEIT1GUk\/Pf6Z9TSYQP8AVnpuIdS1AIIJAUBESFXSe48aoubRUdAB7azGviK3kWw986\/cOy8HpXqF26L\/AH+ZeUzmVnWcyuxKUgQIEJSABUasCkkkyZ1k0OOKWfONNLyvnHxNJ3bEE3L6y3\/VuzVUItC4GutvnuYX+DCIHR4xrXGsPlC0gyFiCFCYM2WNIULgHtNCOfV84+JpwxS\/nGo7pXA0eTU7X7OrW4lA6dDt9pfYwzjas7a4Ve8DfqCDIIolg3VLJQUIbWrzkwlpZ3JcRMIJ0C0RBNxvAXDYl1aghIK1HRITJPqF6kb2l85Ph9lPmxaa6H7ynh9i4gZbsnx1H5+8Y5iEqjKlSNxlRNuF9KIYTaLaGuoFOA2zXTw9gA9tRDENr3j16+2nfBkbkirV7UCeZCDKH\/8AlOMP9msrL8T+Lynj8e4711GNyRYeFMw+CUq5sPbRDIhPzRVd\/Hbk+J+oVW2Lq19KSn4mX0ux8HgBmxdQG2yrz\/P2+MuQIg376BuKkk9tP55UzJmIqI1ZhcMaN8xveZu1+1ExoUIuW1\/6T0fyafmzn64\/w265S8mn5s5+uP8ADbpVVV85nLXaZrlEhS9oYlCBKjinoBgCeeXqTbxrmKxD6kkl1psZZyhxAJ+TzjqyZItHziBaq3KoH4djLH86f\/jLoRXQzMRZWt6TMaCXuy3l9zBtjXENk3nKlxWhSNco1ClEfoHSRSQ1hwrpOuqEjqICTGdQMZlWOQIUO1RFomqE0qryHmx+n6j3HSb7\/wCVYLHNttbSbdC0ICU4tGUuTF86U9ZM3Fj3TJOY2u9hm33E4ZtLjQJCFr5wlQOQg5VKgQpKtdQszugQBVkhAmI3ceN\/Zf11UaaoefzNpopUzUBNwLdYU2E3icS7zWFZb5wDnAEobSYQvNMr3ArCYm4gXijGJ5MbUSplnItLi0kIRnbAKW0FJCSkxZC1CCZgmsw0pKDKVqQeKVEETvkHsjXfT3ce8ESp10qJ6MuLJSN5BJkTVDgFhlHzE3U8PkR85BFjqDseXzOnvEZtlp9p5xl9SucQYWCsqvCd8wbBP\/KOFM2c20s5XJTvkWUq46KSQQFEExIi16pKVNySSd5ufbrVvAMEqCosL9\/ZV9bKtO5NvpKOz1epXCqua+h0vpz+Hxmx\/wDkuzcEfyHAl50aP4w5oPFKBae7LWJxuJLri3FBIUtRWoJGVMqMmBuEnSrSdnkklRAkkwL61J8k32nxP9KpGJQaJdj7v3No7GreasRTTq2\/y3lLD4NatBA4mrqcO23dRk9v1ColYxauqIHGeNVXWyLnf2zRlqVTZ2yjoN\/nLeLhMGuahTNQ+23l9B+5bex4KVACNw+vuqhmrldrVSorSFlnHxeNq4tw9U3IFvzFNcNOSaR391XWmWemeUdrMzsy\/wD9NPuRWLRg0jW9a7ynvFLWzI34NPubrz93EKOqj7q5\/DxDiyvZfrO9hcX2dQQF6Jap79vdz\/EJPYpCba9g\/FqH4jFqVvgcB9ZqtXato4OnT13PUynHdtYnFDLfKvQfk85dY2kQkNrSl1saJcnozrza0kLRPAGDvBqo8pJUSkEAmwJkgcJgT3xTaVapx7mSsNBRgqS32rzx\/wBCSZ9VWRgEb8Ux6g+fZzVUDxNKotJBnXEgEgGQDYibjcb3pzK0icyM\/AFRA9eW59RFR0qJMtr2i5lKUkNpOqWxkB\/SI6S\/9RNVKVcoheKrDSUxf3njaKr10UrLmG8spVRTNyAfjJX4B6OlRlVcrtMugtEqNnYta0U0jSBpxpgIm09F8mn5s5+uP8NuuU7yaD8mc\/XH+G3Srn1fOZeu0zfKbHxjMWMumJfGvB5dDf8AaCDqk+w1tNv8gi5isQ58IAzvurjmpjO4oxPOCYmqHxdH0ofQ\/eVHAw512PrOonbONQBbggaWIBmaCmVcB4il8GaOivBQ+utN8XZ9JH0X3ldPk7PpI+i+8o4QHlqEfWN\/qqv\/ABcPTPwFpmP9np+cfZS\/2cPnH2Vpj5Oz6SPovvKd8XZ9JH0X3lFn\/wCX6SO+4LnhR\/7MzTWCQkyTPfHurjiGplSpPafqFaT4uj6SPovvKXxdn0kfRH\/yVHBubmqb\/KWntemEyJh0A9+szIxLSeqJ\/wBP21G7tM+akDvvWpPk6PpQ+h+8pfF0fSh9D95UihhwbnX43MpftnGEZUsg\/wCoAmLdxClaqP1eymR\/Stv8XR9KH0X3lO+L1UR8Ktp\/Zev\/ABK1K9NRYTlVGq1GzOST7zMQ24U6fiKSnVGAb1th5Oj6SPovvKevydwSPhI1j+y7\/wDeUZ6V7wzVcuW+nSYQUgK3Xxdn0kfRfeVweTs+kj6L7ym4qdZXkaYdIpyjY1uD5PD6SPovvKXxen0kfRfeU4rUxzilGljyrf2Wy\/8Agx7m689Jr3TlZyCONawX5RzfM4cI\/s8+ayb9cZerpfWs4fI4fTR9B97VNOqoQAyxkJM8uFI16kPI4fTR9B97XfidPpo+g+9p+MnWLkaeWUhXqQ8jh9N\/Yfe11PkcPpv7D72jjJ1hkaeWRTTXqx8jp9N\/Yfe034nD6aPoPvaOKnWGRp5WdaVep\/E2fTf2H3tcHkcPpv7D72o4ydZIRp5ZTgO\/tr1L4mz6aPoPvacjyPKGmOjuYP8A5aOMnWBRp5XFcNeqfE4fTd\/+B97Tk+R2w\/LLyZ+Q7o\/ve+p4qdZGVp5VFKvU\/icPpv7D72u\/E6fTR9B97QKqdYZWnlgFOFepfE6fTf2H3tOHke\/\/AG\/sPvaYVk6yMjSj5NvzZz9cf4bdKtpyX5B\/BmlI+EZ8yyqeby6pSIjOfm+2lWGqwLkiXqDYT\/\/Z\" alt=\"Sedimentos constatan la d\u00e9bil circulaci\u00f3n oc\u00e9anica del Atl\u00e1ntico Norte\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A\u00fan no se ha realizado una valoraci\u00f3n cuantitativa del transporte total para cada latitud, pero en el oc\u00e9ano Atl\u00e1ntico hay transferencia de calor hacia el norte a lo largo de toda su extensi\u00f3n, alcanzando en el tr\u00f3pico un valor aproximado de 1 PW, flujo equivalente al que se produce en el Pac\u00edfico norte. En el Pac\u00edfico sur, el flujo de calor hacia el polo a trav\u00e9s del tr\u00f3pico es de 0\u20192 PW. La parte occidental del Pac\u00edfico sur puede constituir la mayor reserva de calor del Atl\u00e1ntico sur, de igual modo que es probable que el oc\u00e9ano \u00cdndico sur constituya una reserva del Pac\u00edfico.<\/p>\n<p style=\"text-align: justify;\">Ahora tocar\u00eda comentar algo sobre los r\u00edos del planeta, sin embargo, lo obvio y me dirijo directamente a comentar sobre el calor de la Tierra.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Tipos de polvo c\u00f3smico - VIX\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"GEOLOGIA: SEMANA II :LA TIERRA COMO PLANETA\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Aunque la Tierra se formara inicialmente a partir de materia fr\u00eda (material c\u00f3smico) que se contrajo por acci\u00f3n de la gravedad, durante la formaci\u00f3n posterior del n\u00facleo l\u00edquido y en los periodos de intensa actividad volc\u00e1nica se ha liberado una enorme cantidad de calor. Los frecuentes impactos de objetos pesados tambi\u00e9n han contribuido al calentamiento de la superficie. Hay mucha incertidumbre sobre la historia t\u00e9rmica de la Tierra de los \u00faltimos 3.000 millones de a\u00f1os, durante los cuales el planeta se ha ido enfriando y una gran parte de este flujo de calor ha alimentado los movimientos geotect\u00f3nicos globales, creando nueva corteza en las dorsales oce\u00e1nicas; un proceso que ha ido acompa\u00f1ado de terremotos recurrentes y erupciones volc\u00e1nicas de lava, cenizas y agua caliente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/climaticocambio.com\/wp-content\/2011\/06\/Las-actividades-humanas-emiten-mucho-mas-CO2-que-todos-los-volcanes.jpg\" alt=\"\" width=\"660\" height=\"345\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Solamente hay dos posibles fuentes de calor terrestre, pero la importancia relativa de las respectivas contribuciones no est\u00e1 a\u00fan muy clara. El calor basal, liberado por un lento enfriamiento del n\u00facleo terrestre debe representar una gran parte del flujo total, si bien c\u00e1lculos basados en la desintegraci\u00f3n radiactiva del U<sup>235<\/sup>, U<sup>238<\/sup>, Th<sup>232<\/sup> y K<sup>40<\/sup> sugieren que \u00e9ste representa al menos la mitad y quiz\u00e1s hasta nueve d\u00e9cimos del flujo total de calor del planeta. Esta disparidad obedece a la incertidumbre en la concentraci\u00f3n de K<sup>40<\/sup> en la corteza terrestre. Pero sea cual sea la proporci\u00f3n, el flujo total, basado en miles de medidas realizadas desde los a\u00f1os cincuenta, est\u00e1 pr\u00f3ximo a los 40 TW.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/images.slideplayer.es\/16\/5117996\/slides\/slide_3.jpg\" alt=\"Flujo de Calor Sclatter y Tapscott, Regiones tect\u00f3nicas\u00b5cal cm -2 ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Aunque inicialmente se pens\u00f3 que los flujos continentales y oce\u00e1nicos eran aproximadamente iguales, en realidad difieren de forma sustancial. Las regiones del fondo oce\u00e1nico m\u00e1s recientes contribuyen con m\u00e1s de 250 mW\/m<sup>2<\/sup>, cantidad que supera hasta tres veces las zonas continentales m\u00e1s recientes. El flujo medio para todo el fondo marino es aproximadamente igual a 95 mW\/m<sup>2<\/sup>, lo que representa un 70% m\u00e1s que el correspondiente a la corteza continental. El flujo\u00a0 medio global es de 80 mW\/m<sup>2<\/sup>, unos tres \u00f3rdenes de magnitud inferior al valor medio del flujo de calor de la radiaci\u00f3n solar global.<\/p>\n<p style=\"text-align: justify;\">Llegados a este punto, tengo que respirar. \u00a1Qu\u00e9 maravilla! \u00a1La Tierra!<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F23%2Fbiosfera-hidrosfera%25e2%2580%25a6%25c2%25a1la-tierra-2%2F&amp;title=Biosfera%2C+hidrosfera%E2%80%A6%C2%A1La+Tierra%21' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F23%2Fbiosfera-hidrosfera%25e2%2580%25a6%25c2%25a1la-tierra-2%2F&amp;title=Biosfera%2C+hidrosfera%E2%80%A6%C2%A1La+Tierra%21' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F23%2Fbiosfera-hidrosfera%25e2%2580%25a6%25c2%25a1la-tierra-2%2F&amp;title=Biosfera%2C+hidrosfera%E2%80%A6%C2%A1La+Tierra%21' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F23%2Fbiosfera-hidrosfera%25e2%2580%25a6%25c2%25a1la-tierra-2%2F&amp;t=Biosfera%2C+hidrosfera%E2%80%A6%C2%A1La+Tierra%21' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F23%2Fbiosfera-hidrosfera%25e2%2580%25a6%25c2%25a1la-tierra-2%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F23%2Fbiosfera-hidrosfera%25e2%2580%25a6%25c2%25a1la-tierra-2%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/04\/23\/biosfera-hidrosfera%e2%80%a6%c2%a1la-tierra-2\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F23%2Fbiosfera-hidrosfera%25e2%2580%25a6%25c2%25a1la-tierra-2%2F&amp;title=Biosfera%2C+hidrosfera%E2%80%A6%C2%A1La+Tierra%21' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F23%2Fbiosfera-hidrosfera%25e2%2580%25a6%25c2%25a1la-tierra-2%2F&amp;title=Biosfera%2C+hidrosfera%E2%80%A6%C2%A1La+Tierra%21' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2020\/04\/23\/biosfera-hidrosfera%e2%80%a6%c2%a1la-tierra-2\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F23%2Fbiosfera-hidrosfera%25e2%2580%25a6%25c2%25a1la-tierra-2%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F23%2Fbiosfera-hidrosfera%25e2%2580%25a6%25c2%25a1la-tierra-2%2F&amp;title=Biosfera%2C+hidrosfera%E2%80%A6%C2%A1La+Tierra%21' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F23%2Fbiosfera-hidrosfera%25e2%2580%25a6%25c2%25a1la-tierra-2%2F&amp;t=Biosfera%2C+hidrosfera%E2%80%A6%C2%A1La+Tierra%21' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=Biosfera%2C+hidrosfera%E2%80%A6%C2%A1La+Tierra%21: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F23%2Fbiosfera-hidrosfera%25e2%2580%25a6%25c2%25a1la-tierra-2%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=Biosfera%2C+hidrosfera%E2%80%A6%C2%A1La+Tierra%21&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F23%2Fbiosfera-hidrosfera%25e2%2580%25a6%25c2%25a1la-tierra-2%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/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>\u00a0\u00a1El Universo! \u00bfde 11 Dimensiones? Aunque tambi\u00e9n es posible que las once dimensiones solo est\u00e9n en nuestro cerebro imaginativom ya que, hasta el momento, no se ha podido confirmar la Teor\u00eda: &#8220;La teor\u00eda M avanza a paso firme, aunque quiz\u00e1s m\u00e1s lento de lo que nos gustar\u00eda. Introducida por Edward Witten en la conferencia anual [&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":[322],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/15173"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=15173"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/15173\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=15173"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=15173"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=15173"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}