{"id":26598,"date":"2025-05-30T17:07:07","date_gmt":"2025-05-30T16:07:07","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26598"},"modified":"2025-05-30T17:07:31","modified_gmt":"2025-05-30T16:07:31","slug":"los-misterios-de-la-tierra-5","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/05\/30\/los-misterios-de-la-tierra-5\/","title":{"rendered":"Los Misterios de la Tierra"},"content":{"rendered":"<p style=\"text-align: justify;\"><strong>Encuentros espaciales<\/strong><\/p>\n<p style=\"text-align: justify;\">La m\u00e1s destructiva intensificaci\u00f3n temporal de los normalmente suaves flujos de energ\u00eda geotect\u00f3nica \u2013erupciones volc\u00e1nicas o terremotos extraordinariamente potentes\u2013 o de energ\u00eda atmosf\u00e9rica \u2013vientos o lluvias anormalmente intensas\u2013, parecen irrelevantes cuando se comparan con las (en el pasado) repetidas colisiones del planeta con cuerpos extraterrestres relativamente grandes. Que por ahora, nos est\u00e1n respetando y, adem\u00e1s, tenemos el escudo de J\u00fapiter que los atrae.<\/p>\n<p>&nbsp;<\/p>\n<div id=\"rg_hc\" style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/pa1.narvii.com\/7082\/ec074eced98e6f0c22184b926a5deb98a51006a3r1-512-512_hq.gif\" alt=\"APOPHIS EL ASTEROIDE DE LA MUERTE | Mundo Secreto Amino\" \/><\/div>\n<blockquote>\n<div>\u00a0Apophis (conocido anteriormente por su designaci\u00f3n provisional 2004 MN\u200b4) es un\u00a0asteroide\u00a0At\u00f3n, con una \u00f3rbita pr\u00f3xima a la de la Tierra que, en un primer momento pareci\u00f3 que colisionar\u00eda con el planeta.<\/div>\n<\/blockquote>\n<div><\/div>\n<div><\/div>\n<blockquote>\n<div>\n<div><img decoding=\"async\" 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\" alt=\"Confirmado! Asteroide Apophis rozar\u00e1 la Tierra 13 abril 2029 y la comunidad cient\u00edfica se prepara - YouTube\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El asteroide Apophis podr\u00eda impactar contra la Tierra en 2068\" \/><\/div>\n<div>\n<p style=\"text-align: justify;\">Parece un tradici\u00f3n hacer grandes titulares cuando un nuevo asteroide se acerca a la Tierra. Las redes sociales se inflaman y todo el mundo se acuerda del asteroide que parece que termin\u00f3 con los dinosaurios.<\/p>\n<p style=\"text-align: justify;\">En el caso de<strong> Apophis<\/strong>, 99942 para sus \u00edntimos, es cierto que se trata del objeto con m\u00e1s probabilidades de impacto, aunque sean muy lejanas. Adem\u00e1s el nombre no ayuda. Apophis es el Dios del Caos o de las fuerzas del mal de los egipcios, lo cual sin duda es perfecto para hacer grandes titulares.<\/p>\n<p style=\"text-align: justify;\">Tampoco ayuda su calificaci\u00f3n astron\u00f3mica: la NASA clasifica algunos objetos cercanos a la tierra (Near Earth Objects) como &#8220;potencialmente peligrosos&#8221;. El c\u00f3ctel est\u00e1 servido para crear supuestos alarmantes.<\/p>\n<p style=\"text-align: justify;\">\n<\/div>\n<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/media.giphy.com\/media\/s8VA2d7viFQJi\/giphy.gif\" alt=\"Impacto De Meteorito Gif - meteorito 2020\" \/><\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0Si el tama\u00f1o es grande puede afectar a todo el planeta<\/strong><\/div>\n<div id=\"rg_h\" style=\"text-align: justify;\" data-initialized=\"1\">\n<div id=\"rg_hc\">\n<div id=\"rg_hx\">\n<p>Existen simulaciones de lo que\u00a0<strong>puede<\/strong>\u00a0ser el choque del\u00a0<strong>meteorito en la Tierra y, desde luego, no quisiera estar aqu\u00ed cuando suceda.<\/strong>\u00a0La Tierra est\u00e1 siendo bombardeada continuamente por invisibles part\u00edculas microsc\u00f3picas de polvo muy abundantes en todo el Sistema Solar, y cada treinta segundos se produce un choque con part\u00edculas de 1 mm de di\u00e1metro, que dejan un rastro luminoso al autodestruirse en la atm\u00f3sfera. Tambi\u00e9n son relativamente frecuentes los choques con meteoritos de 1 metro de di\u00e1metro, que se producen con una frecuencia de, al menos, uno al a\u00f1o.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">Pero los impactos, incluso con meteoritos mayores, producen solamente efectos locales. Esto es debido a que los meteoritos que deambulan por la regi\u00f3n de asteroides localizada entre Marte y J\u00fapiter est\u00e1n girando alrededor del Sol en el mismo sentido que la Tierra, de manera que la velocidad de impacto es inferior a 15 Km\/s.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Monmatia 12 Planetas Ya!!!! - Page 3 - Ciencia y Cosmolog\u00eda - Espacio de Estudios de El Libro de Urantia\" width=\"170\" height=\"171\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRJfQGpQEVc8oF_guTWpp9Xzq8l9IqcOk10BQ&amp;usqp=CAU\" alt=\"Nube de Oort - Wikipedia, la enciclopedia libre\" width=\"204\" height=\"175\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTuP07hSRcorqA_vXRiHcqnDddhJcy8rRnwjA&amp;usqp=CAU\" alt=\"Proyecto Cintur\u00f3n de Kuiper | Asteroides, Sistema solar, Nube de oort\" width=\"316\" height=\"177\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ7IeU4z8s3SxAOVSIjOqneXPjUPPiRY0ndFw&amp;usqp=CAU\" alt=\"Cintur\u00f3n de Kuiper \u2013 Astrononuestra\" \/><\/p>\n<p style=\"text-align: justify;\">Entre Marte y J\u00fapiter hay cientos de miles de cuerpos peque\u00f1os que orbitan alrededor del Sol llamados\u00a0<strong>asteroides<\/strong>. Tambi\u00e9n podemoas encontrarlos m\u00e1s all\u00e1 de Plut\u00f3n, llamado\u00a0<strong>cintur\u00f3n de Kuiper<\/strong>, y que en este caso reciben el nombre de\u00a0<strong>objetos transneptunianos<\/strong>\u00a0y que est\u00e1n hecho de hielo. Ceres es el asteroide m\u00e1s grande y tiene 913 km de di\u00e1metro.<\/p>\n<p style=\"text-align: justify;\" align=\"center\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/1.bp.blogspot.com\/-SwuAJK5Bz2U\/TV76KPZo_lI\/AAAAAAAACQc\/JZfFb_Du7kE\/s1600\/crater_c%255B2%255D.jpg\" alt=\"http:\/\/1.bp.blogspot.com\/-SwuAJK5Bz2U\/TV76KPZo_lI\/AAAAAAAACQc\/JZfFb_Du7kE\/s1600\/crater_c%255B2%255D.jpg\" width=\"559\" height=\"368\" \/><\/p>\n<p style=\"text-align: justify;\">El cr\u00e1ter de Arizona, casi perfectamente sim\u00e9trico, se form\u00f3 hace 25.000 a\u00f1os por el impacto de un meteorito que iba a una velocidad de 11 Km\/s, lo que representa una potencia cercana a 700 PW. Estas gigantescas liberaciones de energ\u00edas palidecen cuando se comparan con un choque frontal con un cometa t\u00edpico. Su masa (al menos de 500 millones de toneladas) y su velocidad relativa (hasta 70 Km\/s) elevan su energ\u00eda cin\u00e9tica hasta 10<sup>22<\/sup>\u00a0J. Aunque se perdiera un diez por ciento de esta energ\u00eda en la atm\u00f3sfera, el impacto ser\u00eda equivalente a una explosi\u00f3n de unas 2.500 bombas de hidr\u00f3geno de 100 megatones.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/c.files.bbci.co.uk\/12386\/production\/_110603647_tv053471899.jpg\" alt=\"El asteroide que impact\u00f3 con la Tierra hace 2.200 millones de a\u00f1os y  &quot;acab\u00f3&quot; con una Edad de Hielo - BBC News Mundo\" width=\"657\" height=\"369\" \/><\/p>\n<blockquote><p><strong>Si choca con la Tierra uno de esos gigantes&#8230;<\/strong><\/p><\/blockquote>\n<p style=\"text-align: justify;\">Est\u00e1 claro que un fen\u00f3meno de estas caracter\u00edsticas producir\u00eda impresionantes alteraciones climatol\u00f3gicas. Sin embargo, no es seguro y s\u00ed discutible que un impacto parecido fuese la causa de la extinci\u00f3n masiva del cret\u00e1cico, siendo lo m\u00e1s probable, si tenemos en cuenta el periodo relativamente largo en que se produjo, que se podr\u00eda explicar por la intensa actividad volc\u00e1nica de aquel tiempo.<\/p>\n<p style=\"text-align: justify;\">La frecuencia de impactos sobre la Tierra disminuye exponencialmente con el tama\u00f1o del objeto. Muchas toneladas son las que recibimos cada a\u00f1o de peque\u00f1os fragmentos de todo tipo pero, cuando estos van aumentando de tama\u00f1o, los sucesos de espacian de manera sustancial<\/p>\n<p style=\"text-align: justify;\">Aproximadamente, cada cincuenta o sesenta millones de a\u00f1os se produce una colisi\u00f3n con un cometa, lo que significar\u00eda que la biosfera, que ha evolucionado durante cuatro mil millones de a\u00f1os, ha debido superar unos cuarenta impactos de este tipo. Est\u00e1 claro que ha salido airosa de estas colisiones, ya que aunque haya sido modificada, no ha sido aniquilada.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/3.bp.blogspot.com\/-tSiWRUboOuw\/Tag-XW0D15I\/AAAAAAAAA8s\/bOxBbgjROYk\/s1600\/SN1994D.jpg\"><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5595791107989690258\" class=\"\" src=\"http:\/\/3.bp.blogspot.com\/-tSiWRUboOuw\/Tag-XW0D15I\/AAAAAAAAA8s\/bOxBbgjROYk\/s400\/SN1994D.jpg\" alt=\"\" width=\"510\" height=\"510\" border=\"0\" \/><\/a><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">Supernova 1994D (SN1994D) en la galaxia NGC 4526. La supernova es el punto brillante abajo a la izquierda. Pueden llegar a brillar m\u00e1s que toda la galaxia completa durante un breve per\u00edodo de tiempo. (Cr\u00e9dito: NASA). Ah\u00ed, en esa explosi\u00f3n sin igual, se gesta la &#8220;fabricaci\u00f3n&#8221; de materiales muy complejos como el oro y el platino&#8230;entre otros.<\/div>\n<\/blockquote>\n<p style=\"text-align: justify;\">Igualmente, la evoluci\u00f3n de la biosfera ha sobrevivido a las explosiones altamente energ\u00e9ticas de las supernovas m\u00e1s \u201ccercanas\u201d. Dado que en nuestra galaxia se produce por t\u00e9rmino medio la explosi\u00f3n de una supernova cada 50 a\u00f1os, el Sistema Solar se encuentra a una distancia de 100 parsecs de la explosi\u00f3n cada dos millones de a\u00f1os y a una distancia menor de 10 parsecs cada dos mil millones de a\u00f1os. En este \u00faltimo caso, la parte alta de la atm\u00f3sfera se ver\u00eda inundada por un flujo de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> y UV de muy corta longitud de onda, diez mil veces mayor que el flujo habitual de radiaci\u00f3n solar, lo que implica que la Tierra recibir\u00eda, en unas pocas horas, una dosis de radiaci\u00f3n ionizante igual a la que recibe anualmente. Exposiciones de 500<strong> roentgens<\/strong> son letales para la mayor\u00eda de los vertebrados y, sin embargo, los diez episodios de esta magnitud que se han podido producir en los \u00faltimos 500 millones de a\u00f1os no han dejado ninguna consecuencia observable en la evoluci\u00f3n de la biosfera.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/s3.abcstatics.com\/abc\/www\/multimedia\/ciencia\/2025\/02\/05\/bnmgfhnjghf-ROmcToXiRdFocKi42rcWXeJ-1200x840@diario_abc.jpg\" alt=\"Cu\u00e1les son los efectos sobre el clima y las plantas tras el choque de un  asteroide contra la Tierra? Los cient\u00edficos responden\" width=\"697\" height=\"488\" \/><\/p>\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0La imagen de arriba corresponde a un suceso que ninguno quisi\u00e9ramos que ocurriera<\/strong><\/div>\n<p style=\"text-align: justify;\">Si suponemos que una civilizaci\u00f3n avanzada podr\u00eda preparar refugios para la poblaci\u00f3n durante el a\u00f1o que transcurre ente la llegada de la luz y la llegada de la radiaci\u00f3n c\u00f3smica, se encontrar\u00eda con la inevitable dosis de 500 roentgens cada mil millones de a\u00f1os, tiempo suficiente para permitir el desarrollo de una sociedad cuyo conocimiento le sirviera para defenderse de un flujo tan extraordinario y de consecuencias letales.<\/p>\n<p style=\"text-align: justify;\"><strong>La fotos\u00edntesis<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT-7IXsocrABp_3sUKkgYu92Ml5clZ0R2wpwuMZpQMZHZ0vNJz1D-0grkQH6CKN8mfomFA&amp;usqp=CAU\" alt=\"39 ideas de Lugares que visitar | im\u00e1genes, fotos animadas, gif hermoso\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQLQ_PCDY1BBFklsxht92qcStx6ubj0WKhsem9VS5rqQ6HY5LX53sATzr-rGiRvlXZ3heM&amp;usqp=CAU\" alt=\"Pin by Peggy Vanderhoef on faiz | Nature gif, Beautiful places nature, Beautiful gif\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Autotrophs Vs Heterotrophs GIF | Gfycat\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/blogger.googleusercontent.com\/img\/b\/R29vZ2xl\/AVvXsEgoTwdW0k7AkN_E9Ss6UFmSKdKIbjjWEvxGSls2jF4HzLq75M0yN_Rg2seIhM7Il-QTuafG8OGZn_h94uMJVXyzOHeCBrSQm1mVzc0IF-kF1y0scIkVU9FXaBcxAZfI1uMOUcIjJmKUuLbr\/s1600\/images.jpg\" alt=\"Sobre esto y aquello: Pulmones de la Tierra (2): el maravilloso fitoplancton\" width=\"578\" height=\"336\" \/><\/p>\n<p style=\"text-align: justify;\">Todo el Ox\u00edgeno de la Atm\u00f3sfera terrestre procede del ox\u00edgeno que desprenden los organismos aut\u00f3trofos durante la fotos\u00edntesis.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"font-weight: 400; text-align: justify;\">&#8220;&#8230; Las plantas con estructuras mayores y m\u00e1s complejas son las que tienen un balance de producci\u00f3n de ox\u00edgeno menor, o, dicho de otra forma, aquellas con una estructura sencilla (mucho &#8220;verde&#8221; y poco &#8220;tronco&#8221; dicho sea por simplificar) son las que presentan una mayor producci\u00f3n de ox\u00edgeno neta. Siguiendo ese razonamiento, parece l\u00f3gico pensar que las grandes productoras de ox\u00edgeno son las plantas en crecimiento, las praderas, los bosques j\u00f3venes, los cultivos y casi todas las plantas en crecimiento que te rodean, las cuales desprenden m\u00e1s oxigeno del que consumen. \u00bfD\u00f3nde se encuentran las comunidades vegetales que se multiplican continuamente y no cesan de crecer?: en el oc\u00e9ano.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/blogger.googleusercontent.com\/img\/b\/R29vZ2xl\/AVvXsEhIVKy09Kfm_lvJUbQj5uccDPwUbmSqLr7hsua5Lzq1wJzcm2AzNnvTQdjy2VQTNP3r5nFXZSv7dTeZxEYvujEm-eJSqxumqy6VNPszY3yS-mjd0ZOEiFBHDVzTsylDG9LA7lmjw3vj-6Jh\/s1600\/LOP-095.jpg\" width=\"644\" height=\"362\" \/><\/p>\n<blockquote><p><strong>Bioluminiscencia del fitoplancton en una playa de Maldivas.<\/strong><\/p>\n<p style=\"text-align: justify;\">&#8220;Por encima de todo, el verdadero oxigenador del planeta, el responsable de que puedas respirar y est\u00e9s leyendo este art\u00edculo se encuentra en los oc\u00e9anos. Los min\u00fasculos organismos que se conocen como <a href=\"https:\/\/es.wikipedia.org\/wiki\/Fitoplancton\">fitoplancton<\/a>\u00a0est\u00e1n en la base de la\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Cadena_tr%C3%B3fica\">cadena tr\u00f3fica<\/a> de los ecosistemas marinos y sirven de alimento tanto para el zooplancton como para para las ballenas y otros grandes animales marinos. Un estudio global de cuatro a\u00f1os ha descubierto, entre otras cosas, que el fitoplancton es una fuente clave de ox\u00edgeno en nuestro planeta. Los microorganismos aut\u00f3trofos que lo componen producen entre el 50 y el 85% del ox\u00edgeno que se libera cada a\u00f1o a la atm\u00f3sfera. Ese intervalo es muy amplio, porque todav\u00eda resulta muy dif\u00edcil evaluar la productividad real del fitoplancton habida cuenta de sus oscilaciones anuales ligadas a factores que comentaremos y a su desigual distribuci\u00f3n en las aguas oce\u00e1nicas.&#8221;<\/p>\n<\/blockquote>\n<p><a href=\"https:\/\/www.sobreestoyaquello.com\/2016\/09\/pulmones-de-la-tierra-2-el-maravilloso.html\">https:\/\/www.sobreestoyaquello.com\/2016\/09\/pulmones-de-la-tierra-2-el-maravilloso.html<\/a><\/p>\n<p>&nbsp;<\/p>\n<p>https:\/\/youtu.be\/dEbcFntiuGc<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 La fotos\u00edntesis es el principal proceso bioqu\u00edmico que consigue pasar materiales desde el biotopo hasta la biocenosis de un ecosistema. Una vez incorporados como parte de los organismos aut\u00f3trofos, los heter\u00f3trofos (por ejemplo, los animales) solo tienen que aprovecharse de aquellos; con la existencia de peque\u00f1as cantidades de agua, todo est\u00e1 preparado para que el ecosistema entero comience a funcionar. Adem\u00e1s, siempre habr\u00e1 animales depredadores, carn\u00edvoros, que seguir\u00e1n aprovechando los materiales de otros.<\/p>\n<p style=\"text-align: justify;\">La conocida ecuaci\u00f3n b\u00e1sica que describe la reacci\u00f3n endot\u00e9rmica por la cual se sintetiza una mol\u00e9cula de glucosa a partir de sus seis mol\u00e9culas de CO<sub>2<\/sub>\u00a0y H<sub>2<\/sub>O, y 2\u20198 MJ de radiaci\u00f3n solar, es una simplificada caja negra. Una caja negra m\u00e1s realista ser\u00eda la siguiente:<\/p>\n<p style=\"text-align: justify;\">106 CO<sub>2<\/sub>\u00a0+ 90 H<sub>2<\/sub>O + 16 NO<sub>3<\/sub>\u00a0+ PO<sub>4<\/sub>\u00a0+ nutrientes minerales + 5\u20194 MJ de radiaci\u00f3n = 3\u2019258 g de proto<a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> (106 C, 180 H, 46 O, 16 N, 1 P y 815 g de cenizas minerales) + 154 O<sub>2<\/sub>\u00a0+ 5\u201935 MJ de calor disipado.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.pinimg.com\/originals\/37\/2d\/76\/372d761e3dc052f9dc6517946944b854.gif\" alt=\"Daniela Forlano (danielaforlano) - Perfil | Pinterest\" width=\"495\" height=\"880\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxQUExYUFBQXFxYXGiIcGhkYGiIiIhwkJCEhGh8cHxweHioiHxsnHBsZJDMkKCstMDAwHyI2OzYuOiovMC0BCwsLDw4PHBERHDEnIicvLS8vMS84Ly8vLy8vLy8vLy8vLy8vLy8vLy8vLy8vLy8vLy8vLy8vLy8vLy8vLy8vL\/\/AABEIALcBEwMBIgACEQEDEQH\/xAAcAAACAgMBAQAAAAAAAAAAAAAEBQMGAAECBwj\/xAA\/EAACAQIEBAQEBAUDAwMFAAABAhEDIQAEEjEFIkFREzJhcQaBkaEUI0KxUmLB0fByouEzgrIVkvEHJENjwv\/EABkBAAMBAQEAAAAAAAAAAAAAAAABAgMEBf\/EACoRAAICAQQBAwMEAwAAAAAAAAABAhEhAxIxQVEiYfATcYFSocHRBDKx\/9oADAMBAAIRAxEAPwCp\/DWYQCtUZJVKTCFkSW\/LAmQVu572A+ZGQ4ZqZaiVYW5KMpJGkGrpH8cFSvvBOBeEZAVKdcLVKFEDadQ0t+ZTUIRvuZk7ELhrwig1NqL+LALVIqODA5YII8pBQQSJNyD0xwTavDMxRwclRThn1KtQwhuslY0lRqve59NsWvgyFqQWtUZKRZeUs15dEeUJOpfDkg6dIOr0it8JREqeM1M1E0s2kfysL2IOkSD0\/pi3Z3K0xR\/E0qwqVUGrwyyyqlQpKknnva1+gvINboqa+ICPi3AqWWZSeYxqQNYkXPcSt1FuzdsIEyaJXR67IErBmVhAVWCxcWEKWA6TbHo3xLmjW\/DsseJ4TOo2hWEAydgTsJnTPrio8EyCZvOEB48OlNKVCnUWI1uEhZAIB3ke0A1opNtA14B8xlBQarWIdERwyjSVIDAJKkwdySP9PXUDiz5\/iIfJ1KwlnRCA0EBxpNNpBOkMKbs5jcEYk4p8EsMqaTVDVqIrCn2Cgu1JTtOka\/mdrDCvM1EpcLzQWmgZHeixU8xmqApuDsDAv023I55afH4CivcAyobKZuCCy00YCfLpcEsJubA7djJGGnxHnKbfhFoU20PVLKXBljpVAbmWWW3O5DTJE4g+GH0UMzq1BWWCV6hgyQ0CCsOTEW0j1xBmKtSoKLFCFoUvDJgyrCRzGJsQbm3ScdEeUgG\/xjVDOKaA00pqAWizM13dgDDFdSKJ8vMOohGz0xShSBPmFyZF2ZpXqSu5joAbhL7xvP5KrTTxCynlAqquo02uSdNzpBIkye1t8UjiHD6lWmtZE5SYR2jVUFqZY3JnUvfaY6kqV7svAEGUAVldtUKCyAeUkDURB7WkTMb4Z5oMldqy1RqKFkKXk6do07qGUREGflhLTo17rTDNpYwVIKmBDGD1G46m\/axmUpSQxE8rK9NGAsNG3S\/7ietknutALOKVR4XKBzaBYC1tRt0uvQC3cYPy+pchmSRAYU4Pf8xRMdoJHywr4pLeHAPIIM7mAADEdBY77TaYDLKeIcpmlYymimVk7RUXYdrftjSGFQIUO7EgRbSpv\/pHb\/L4YZepMwNpt06f58sAVG5ht5F+3J+yg4nWryx\/nt72xVDYVQypcKzQFRGZmHSCdP8AuZR9cG\/DGcV\/HDMBqBt1j+3X5YUZloooZ3mw2gnr6gp\/u9cA8IrhGVixA6kD17YroKLNk+FOgDqBte5jeZFt4CjqOvSMO2BNekrKPBki9rFqK6QTAK+S5iPpjleIsoDAAI6roIIOm5MGRueaPbvGB+DUBUzCeKIJKLB6gspJNoPli1++OeG5y9RmnnJbPhvMBnfxVorTVZWorSJWBrJjQbFVJJ3AETOA8zwqo+ZqNVrU6JDKdtIqKSRrE2BcrHXfcScXluB0AQ6oFZZII6TJPLtfUenXFH+LeGM+ZoVXK01q\/lsw6MAxRoOx0yI9InHRqJKOS6Zvh\/CSjh6jn+G+sxpLDUSmkSRqibBYuZnB3EMrmFRxTbkJhuZSCDpBKKJh2kxEQAOpJxVs3kMzSdaeXqFlkNrcAm8qpIIk8oAIi0e2Lj8FcKrU0qNUqltLMqqvlMEywLDvaRH2BxlpQeV5YkUvhr0lNRXpM7qzIQVICwQVJKrclgxgRt6gYMyOYoaOcOWVw8qzJBuYN4JW5Hz+fPG8nVL1Ryp4dRnfqOZi+oCNwCQTIxGadSqrVGQhSSdW9hOkd4JU3HYydsY662yyTIn+I+LpXNXQukOjSxADMNMKGt\/FAt0kYFJVqlIAmdKOC9x5VYyOpkGw3xJ4dijRsVJa47A6oIM+nb688CrI1GnIuoVCexHJqAWLievfpeTc9uf2C7QTnKNWtXpFBuHpqyizHRrgRYAmmZ6b2JnEnAMi9RilRxTprLcuoMD\/ACoCDqIEk3tjkZ9kNFqLCErEMJmG8GsILkRvck+Xbvhi3CaYy7VK1RaTsQ6Ncb30sNzJkfO3TFxmm0VViOgU\/HUXqmmlNJjSbkJYagBGptoHUG9sX3K8TpVQrktTqMSKaKpFQgnTqKkSV1ajPlAPcYqPwvkDUq0qkI7UCxhRyiepbdwAzG03+uPRaXDk1mpBDEKOwUKZCiOk7jbfGmlHcna7LiapZ1UAUisxAgt4TGfWQI+mMwzxmOraUfOnCOCrUUUKZ1OKRk2AB1LJJgcp5l6wSpM4moZOoan4eruAzTKyQQTESIYSbjbcd8AcPZUYuFHPyqCSD+m5aZmB3w2p1y9cVSkutLSQGsQr6guoHYnfuBfHnONu39zJle4fTBMNyqvmMidJO4BBPLY+o98O6fCangUHVgVdgKsNIQk+VwRCmVXm1TeD0wlyWYQK2qNaFCBEzOoMBPW4\/ph3ka70xRlwFDq36SRYITpMkDlKzJFtrDFSTv2GbqU2qVUCsytUYoWUsEKryi+olgEAn0BsIwR8LZ5cpmz47mAhXWq2BNSzOOtP8uT1v9DOF8WWmpZUpJmCYMDSWTZihKldUgSsgWG98D1lOXrCrU5G8IkJAlwCeYqSBB1kX33vGJjLbzwKy\/niqVYCAuBDMVUsrgans+o9O5m4taMef\/GWXFKrmqKqqpUNKqUYkdWDCRF9Rm1pNsEWeia9tYKqighSBoEtp7AqJ922tgPj3EWrUg0OT5BcBgFvpDSYEidhceuLc3w0G7JDw\/ijUqBpKgZW8y6SZIFiSbDym0TGGPD6irQzAVtLayTBJjUVJA2uLDp3xV8k0JK6QTykTvY2uNjJF+sYecLqhstXpsLEyr2iSutRv5tSqbf3wQxJv2AEZHZkptHYsjSDcMZvp1TpB9h2xachxHLrAYakppoJi8qyyNGxkMQTtM94xVqBGnznUxhySYJ83sR1tgujw0tTkXnmsbebSet7rE\/a04UZ5oEM6eVd6KlZUMzFoNggJtA8sxGmxO2EuYrBC68oARgOm0mCQBOxFo362w6+F+KUFhXDS+5kkfpUBl\/g6D\/UQDM4U8ZybI7lkBEGDNv4p25hDDvvNxhxjTbXDGV+lmOeIA0nabR\/qJN\/89CzFb\/7SuGEE6FB9mD\/AHIn0wrm5MaS0GALARMfT64YIp\/B1CetZAJ38rt8wBioxSYJC7TZDeYN\/njmu0CJn\/P8++O6b8iD+Y2+S4npUvEqLSEmWAgCbdYjsJxqWccRp6aSTMzF+0LHylWwF4Vl226YP+JK8+J2Woq3G3IQRv8AxA4Ep3Xr\/n\/zvgQDf4d50qrJUoJGkE2YwyQDDC4gGP3w41onhMKj6ucCFB0hSGQTaxAUHckX9MVv4drqtUo3kqcp9B36XF8P6qiyA8ieIsNIgFQOvWC1usbnENbW35M2qZc8x8SVTTPghtLuqhiZKSCfEK07+ddOlrMSNr464rw+tUos2YBXRUXQ4JEAFV1aQxuLt+2E2T4bSoMtaolSolMLqeSoUT\/BBDEHSQJB8x6KMMOP\/E9GpTeiTV5k5GBi2m+oaubtcdYNxOMVqrUp38Q7Q7+EcojgVnIJqgkKDJpgAJIaAwJAMmesYstNhpUrLKN462PQXN4374ofwXxZKNKq1SStIKi6VmxAsduYsYufaww\/Ti6HLtUprUcF2i36tf2bV99sdcJpKkNNUVT\/ANbZ8zVYKUY1GChtwUBEXsDy9je3XETcRfMflli2nULi7ETusqG6\/v6Yr\/FKWmr4nMWdy15JuzENe9yp+mPQsvlMtlyKuuoS6qAACSRcsDa+836ATtjGaU3klqyr1CtJCJputwsXXoTF5sR6nbHHAMnqoOygflVKk\/yjUXnuZBAHrGCeJ5AZdlfQGes5a5kJB6\/pLEk+U9oAInAmUzoRsyNlashJA0xqRJ38olbWv1xyzjUXH8gkc8WQVKFKsKiT49I2JBXUyoVa8cpft03m2L\/wzhHIBoFQGmJaoZ1TsgLAuEUSQI674oHHM9l6uXaEIqM9OHKgB+cE6zN4hpJ3Im2PQOC8VJRG5BTCjWSx5eUAC4t5doI\/m6Y3\/wAdRUakUqF3wZQ8OtXSFXw20QBYzzCT3AHT6nF5GKl8P1l8evq0GXLLUAu0Wb5iYt\/W9pVwwDA23Bx06bjTpjiSaR2GMwOc0B3xmH9aH6g3I+dOIVfCY\/mcxuW2iN1F7CNNjcQvbG8nmobVrCu4BYaSCd5F995nckepxxQrU6gIfylwzSNuXT5pO5PaBOIKRAZlnyi19V+kNFzf067TGObDJNcP4gaVWIGo86WXm3IJJsYjb0xHkatQTUiQ8krbyg3sbDrv2+k\/GMrNKiSdL058wN1OkaT\/ACxFxIM+uD8nkdZXWqCRIEiCCQPUgAHsCP2J0nYAmYrSgYogcG3+mCkAbAbn3E3kE8JUkrzwwCqKbkSOgiWEGwk+2D+LcO0hAVLc0AKPNMACSB\/MOt8O18IZfxlIPOitTVrmkWAIYHqnfsVuIWIc92KELM9A1XbSqAkIY5tgwg+0EX29cRZdDUPhtCgkRqi5PrETI6RO15wauQ52HMqKwWQLtJ5ReLkFbQPU9DLxYFE838QKntrgtqnYle23W+Jc+0KhVXoKqaFViwAki8QJHSZsNu\/0I4CZdvE1MrHVC22Vhyk3mDcdo9MVl+OMQwWCO5m8dY\/b5YaZCp4ah2E6iRHeSFJgETGrb2xrGDWZDSaWSx5FKlVxllpwpAAkwAvKLDq0ATaScEZ\/LVUFPywpYELI\/U9QtBBtMXnsN8QBtLioBAQlA1MABfKTsejtYgmQRAA24zmbqCmpYTqOjXNib2JBhSFnfuexxLxTQIEoVKQWGli0DUBYRf1IXVBJiRBxlWu2kgw1MlgCN9mUC36AFkAdhgrhXDWrKVOnlOlRafMBAv1Zrna2+FmbrgwViADF+wgG3Tltv\/XFQfqpAhSKRJETZRv7D0wxrORlQpt+aLWvCEE\/fr\/XArqLETBWd57\/ALH9sd8SAGXo7DUzt\/4D\/jGrKFsyKSjcgn6wo\/bD74QH59WsRajSZvY7be2rFe4amuf5BIg97fYj\/dg+lUelSMNArG4jeNhPpB\/92GygHMrNCpJk6kYnuSWBP1bEmUkr8tsQ5ipyVRHRfswx1wF18VPFMISJ9uow1wMhydSGB9SP6H7HF5ypGYpKXYzociACQRExaYmCRtted6bxHJijVq01OoI7aWHUbqfmpGHPww6mvB2KsVB2JMED2j7YjUgpZ8ESVl2+Gc8lPLvpqbkaw9MneBKsDzei9SbYrWaUVKizOlV86qQx2ImSQY1C\/XT6W6OdrJCcx1gQoci8WUzJCzHvECL4mzlFxUQVoD1UFRVUyF0nYm2kggAx3PUX54wqVozCeD+G7tSaoyJUZtNQmNViACpHUkCYtFiJxb+B5fMUsvTUVVNIqWAVRIOoN4RLEiCCRNvlirnh6olZG5jopuiixFUFgAOwMsdJgEEfOfhvxPXWm9NgQw82tz0MGDcAbWFh6zONFNRyPgEzDpXdy2pORyLgQRUeOm0SIJ6mDYDDbL8RcvTNNmJJUho38qkwDAE2vPthAcjVcmbJpb8wmAxNUGR1a1rA7jDakVbLqDUCLScMdK6QYJkkzq8uu+15xM4ybTQwj4gzCsx1VSwRyNMC0KDAJGq479bjbEWRaic1WEkTTpso6ky6kRpsQIG1gPXAiUkjTqKsKsgJIBOkgSpkbgix\/V6iN5fwaudyxllD0WmJB1DmGm8wQY5bbxM4znGTbz0NDviWVpinQIgk10QjmgMSwYzHUssG0kz6YcZOuDSYFtLOhEMOVT5FYQsyQdvSB3wl4zQZcvVUQ6U28VdVi2iK0TMFy6tItPvON8SqUTRy7ahoOgtSU\/oi5j+W\/frMEWnTbSWPYro3wXN6qrB9OlUIVfDIA8pZ4MADVI6G1tsW3iFV1CaXUAxq1\/YLDQCSYvPTFL4Jm0\/G1xTDLyyokkEAgGBvvoIN7Ta+LJn84adFqrlYVCQGBsx2Bm5vEfPDd7WlyxdBzIv6mv13\/rGN48oy3D81WXxWZ5ckn8wjqekWxmHWn+pCx4Ktw2qVZnEtc6g5AlesyI2HyMHpiajlEVLvIaWkA2ViAvaSI2ttv1xFRysKVZH0m0hbj0E3kyDHQD6SJTJdEhQWmFZoBHMpJk7BgTG\/qN8bNUHJnEjUK6m1aF06pN\/0R\/5b4dcD4bUrJUNUOAsKCq3BnXIBBlYQAW3IHXEWeyxrZZyujTSAZzYMAAsRaOhBEztaTg3OcWJYMoOp2R9Eg709IIMWBgG\/WJGI1FY0kskuV4bVLqaTmZhlU6isgL5T5hzEQPnYE4T\/ABDkDlhWp6ngAb\/qNzJ7Sem1voy\/HaqviUy+uxqMzczQGnSyQGHKOgJJvbA\/xFxBXp1FKswdOWwsdUai3UFmP2xEaTSRCo7yWaKI4IJCaGckaoI0ibkbT26jEnEk8Wk5pppatSfUSwMFhq1QQCBcGBceuJMtl2FCu\/jlKsMKarEsQiwCAIKnSwibW2wR8S1Eo6RSIApozkJOk3A1qxMEEW2BkEXtikx0eT5GkzVRTiGuWB6abmR6QcX18nSpV6SMzMGiCBpkwWIKnoAFuNtUYUZrM0xrqldDVAFZgL97C3La998Svm2RsowPUjvfUoKsB5hCn2OmNsdUvVgpuy4NxDw6i8iFJkg6TB5RqA02bSIgi0A73xH+HI4YHJCE5qArGzSY1AKJVhLXnYMe0c56sqrpdg6kBTuNPWeYbgzY7iYJ2IPGayfhlQGyNyKNpkS0QDcb9BJ745dK6REWLs3ndNBqSEGpUYCSACoG6hzHmlTAnrtIxtXkCxlUUQTfyAn74hyHCdSiq955iJ3g2+QIB+mMWqWbtFiTubRf12x0pKKKRrNRoSF3U32\/W8T9Ixz8UVQKeXWBy0j0jdok3N5Bv6bY3mydNO9gSAP+6f8A+8BfE8ipTWZikL3g8zm0gHDGjj4ZpFzVA\/TSO3+odOvf5HG+IE6aI9CR\/tX91OBvhtoquCSJRtv9OJ8wOWgx\/UrT6QxH\/OG+Sgdrir\/on\/cDgWkOScE5a\/iDqabgfIGPuMDZUyh9MNcDY74mpYUagjnSGP8AMlr\/APYaf3xBlFuCLQrfZSf6xgjKy2WqIfNSIqAdY8jbehU\/LEGRQsXjYIWNvTCYuj0j4Yp087RSm9nogAhJWZWzP\/EpkSYBkTfCWrlhramtXU9OqpBsQ4Fjpf0UTfqLC0BNwHPtl6ocglSAGEkEjpHWRAg+nvhtVSrUro6mPzdQ0uJjXr8QaidRJcnSQL9DGOeS2yszaySZF1q1KtyVdeWZkhdQmTIBtMx8gb4c5bPUssip4vi19ipBIF9yDt1vc3BtthBxmDWK0n1SQfdm8xN4MtcEQLm2IqfB3qeG\/M3iCGtCgSYUne+k3HbGanGKus\/8JaDX44azkuF0vOr+EkCxI3FhEj0+Y4zLBEEiDOkGbggG5bpzR6X3MHE+eyYpjm0IqvKhYGqwLfMG21sTZZRzuyApJVGEblSo27KwHafa8PVcnY6pHOXzhZ6VMGY1O9gAsa1K37AE9+YdsD1FFWpl6qRT1swkgn9B\/TIGiAJ2MEH2KCvUqOqpDsHERBRajKs+sMagmD1OCviDKiiMkujSpchh3AWYgd1ap6mThRmnJfkuJNwt3q02plwskzD6gRYcgF4AtNxEGxlTrhlWnSSk3hlw9NRESJ0jUAYPUHc97dQDm1AFLTqZgpvJkFYLODdQDt7b7454dmQwoqBMEodQGkdLSYmALE7jBfpbBsd8KydN6msVQGCwBJsYEAAMV0jSBB7DDDjlYNoRiGVAZsIZgLDaZmDbBWVyChEOs6qYmqOjwN4Y6VBg83te164tYq7kICGcNTHKAInrp6AAzv6b4jM89fOGKmgHwCLM9RCP0xMdhI3tGNYR5nxajs6M+hmJXTtE2j0xvGv0H8RIqqa6dd6WqVViLtAcagRzSObYzMyPlgelmAK8EQQqqYNrNrJP8sACAfrjOElSxaoGJYlk5vQiSOt8F5OmusiBUVhF9x2M2JYH3tjppJlWNaPEQtDNUoK1HibEiAsMSbQCoBE\/TcYEoVPEr6SpUNDMQLRpUi0NAub3HNt26FCnFQElFK6QXYgBimv0JmwE9GNpwJw\/MQUOrQ4uS0wRA0gxPRYEDriZK0A14kGpMfDMrqlSAZggk3JkW9b98Zx6tCAkD8x1nc2DoTqkk3if+44IocQqsQquQzQeTZokGbqCe9rkXB3wpztJ8wWEkHmdOgkQYibRHfaYnExWckpjN1espRIYu\/MLCAXBkH7xP6fnjj4mX8rSGZYRQVJ5bMpa25A0i3SD6HAXBs4QlOYALA6oJ2DRHoDf3O2IuPM2tE1FhUuxmToHORvEWiPfvhqFyT8DQuzlNqrCmqjULteZLXi20CBHvOO85WHgZeoFh0zB1CZBLXLAg7NAMbdsQ8LqNUeqqHQrB3tN9Ks2nqTI\/TPX0x0tcNkGEBSCj6QDeHVLHsNT7z26Y6Oyi0cVzqBnWVhSZULaQzauY7EqVAiN7A2xWEzhqsGIgJygbDr9Tb\/Iw14nnVq1SrL5VQ6gdIJKq+sXIvMEftfCusQGCrB0ncDv\/n+TjKENtkxQbSqsFKgkA20zsdgfrGOTVlyBF\/7YkK2EEQTcHrfAjMqsALypj+\/vbGhRPUbUEEGdbHpEaVt6nC74kJ8bSdlRF\/2g\/S+CaYJeIESbdY5YPubfTC7jp1V3PQED6ALt8sUuRok+GYNZiwkaWkehEW+2Jc25FOgD+k1Bb3U\/3+uOPhYD8QB3kT8jiTi8aKcWOp5\/2X\/f6YHyPsG4cYqoP4tU\/MG2BOHCxGJKZ01KZPWPvbEtMAPa5DFfuR+wGGxjjg9VaTjXT1AiG\/0nlb7E\/PGJlPDq1UMEim8etrEe6mR6HAlKvBmx7gn1wwosKiiZ1hWQaQLroOn1JXb2i\/LjOxEdJ5IG8gDt06Hvg7J51qJ8NzImzROm8neZB6j5jrKWpUK7WsP7W9Tg1K3iABpEAAEXPoI7b4lpNUxNFhz2YjM5eoFUagF0kyrDygz1sVv3nthxweoUpgLSUAh9WmdSkkkLzRYWi8\/Lem0MzGinVuqmVbYgghiB6SNsXvgufy7Ijhg5UkinBLLzTN23jSBuovc45tWHqUiGiqcVrw5rKIJhgpM6TKk+xIYHDHhzsKZqKAWYSqmDBUwQYMSQsxG04izuQFWKivEEBg9iNgGDaQDzAXgbesg0ZoUzorMQzkAApYqB0cNzEiBq7GDsIqTjJYHVhOQztOnm0aGIrUGBDAAkrpdbj3qYi4rVFWpk6bSRNVjBE2V7SbAk6gR79xiPi\/E0FTKvJAoOFBtdWBQ32mCDcW5cLGgHKlLHVU1SCNPIwi5E9bgjEw01z7DWB5n85XFfw0ULd4RGJ\/UVvYXDGPcC+2IuBZYQFc6iHqLBJUwWBLAAEgywaNwRaIv3Teo5DiHuQzE3kuSWW9gUuZ9LmDgFKyt4mpW8IPUnw562POd1AWN59pJwPTTTEmF8Uy9Y1KbMJWnJ1iCTcGQFvvAv6xiOrl6qkeJqDMpAXS2pdQMk2MsF5hv5ccZ\/PqEV1qGQI03MarjcAxYzvf2wlq5lqhYEzA3JnoAqiQSDANxESLi+L+nFRSE3klq5tFOkU9QFgWkE+4D2xmAfH7gH1Z4J7SAxi2MxdioX5XOKUGhEk+XUs9TZSL7ttierpRBbTW\/gJJ5bm66bASN2Jub4AXjDFSGYWAKgyIIuSLmDImJ37YnzOYQ0jpuSBveLXE2sMDi27KGHD81TZa4YGVUd78rJLMJsTpOxBkXthVUNlQtykDbae3S\/98O+E0qbJVVRc0gqBxzAqyazeRcS1iAB1EYX5DMBWnYvpSSxCjULyLzy\/UCMNUkwoi4bQLNpD6QzAC8hTO\/mnV7SL3w5yaaUeStTV5QBYnprtY7GJwmzGWXUdJ1R1UEGYm8iL2vfB+TpKSxqMFAiJ6me0RPm3nc4ibSVsTN\/DuWBSnsygHVfbUANwZ2EfM4UcVzQepmKpaCoFKkAOUxZvl1B9fpvL8VZKJbSLKwuJ1FiwBEyJWbfXHHgHw0pqdl1m+8f3LHfoBjVWm2x12RfDxh2ipouy6\/4ZXQGiZMG\/wAhg+pXFVXdiOdKjkTNxUFTt1++BMpTSjUVfOGYHeNQLWW+xMH2PtgwUV1UFCwKi1UM73JUHeJ3+mHaeQZNnqpK0+xQHVH8JKaZ6wFj+uAadMLJmSTIH0H7Y7q6hQokm8sCP4fLb5yfviNFkF2BjZb\/AFxTGgynVNgIuZPyuftOBs60MOu8\/QnHWXdkMg\/t2P8AzgXPVgag0mf6bwMCRRJwxi1UkAk2sBMbb+lsBZyrqq1D01sY9JJGGHw9SJab2MtA+Z+Udf8AjCutQbw1rkjS5OxuDOzDcGIOKXIIb\/AlFWzaBtoJ+xwNx8srFG2Q1ALdJH9ZxL8Cic5S7DUT7BSTjj4nnxW1XJapF+7ED\/xjB2HYvzDjXSM\/w\/bBXDU1VHk2C+ISPYH93jC7NtK0mn\/AcPuF0gfxCgqGqUwEvbUpHLOwnTpk2mMN8DFNGrJYTud8N6VYq6uhgiSDOxjv6E4QKpR2BBBUwQRBHuOmC0rzME7f5H0xLQD6nw81lL048S5anAEySRo6dY079p2C5FKvpIZCLEN0PWQf7YJ\/EMCpiaekA6d7SJg9fb7YstP8Pm0io+hhAR9mHYXsyx0O3SJnCEIc+ywVB\/UPkbiB9P2wvqRr1KSDMyCZmd56Nf7dcPc78KZlS2hRXplp1UiCVn9TJdhE3gEb3wl4jkjRAliQZ06kZYIMMNLgXPKbSCI62Eqk6FQ\/yFBnWm8PV1x4tQEBl2bQRILWXdheLHphicvSSlLVWKCXpIVvsVUalYqKgOnftG+KyPiN6ekU5Tykk3lx+oDa8AHuJx1xDimYrolaog0BioZVCgkgGCd2NibnraMc6hKTyqTBIP4kXqpqWYDqYW+xHMI+gIFyYGHtfMUiMq9NdJWo2sNH61cjcXvJk97zNqlleLeGp82km4mxPeOh9R9cMTxinmKqM4hpUQICwI9LWG+NHDGBJBOczeqqYLAaeZu52ExbT+rrMfPGuCcTalCiWgEqLwNR8RiReRpmZt32xGKtPVpBZFPK1tRsfUiOot0OOKUOkTMagCAbAO197zImwsRgjB1TJyTZiupqBqiEAzIEKsWKBeUxEERG8xGBBoYsF1QZjVEydjsBaQfvbAudIK6A8bEG8Azf1HTbfENPN1EROaUVmGmbFukhTPXvjXagokgnaSOhvfGYBmqLaR82H9WxmHtCmTHh9AUw7tDTsJ5Z1EdzsoEdO+IQ1MOF0chA1XuLGSrA39ouAMKH4k1TfUYsNvlt13+uMrO8yA+xAPQ9O3Y\/tg25KSYxztPwnB8SVtBE3BEqw3BEEfcRbGquY\/K0xMlTEdgVH2PywsTKVChPhtHzOxuPTeb+uDHy7shAUyCAR6fbtgryOgitxVmJYqJLDm1BmBI5j6zczaO+O6YYEQWJN9Rgdr7ySD1xxlMktqbkBnMWAn0XVfqV\/wAAwsyalnmSYMyWMgX6+2HS6CkSMSNCfwkExtM2\/vgvKglncdbb\/wCW6fLEKvyNUndjIH2+V9vTHFOdKATLT9GOkCPcNhMUkM3FPSGEkgER0Bkx9QwNsTrnhOUJ2pzqt11zG4JgGcAUdPiVRcrJAvfeBMemMrOAtBtirN9iu31wqCho9Jq1ZqacviEVN5CSWBYjewj\/AAjHGeIBNNYhSVF94vPviTNOEqaxvUaohBvylg6iOggkexPviI0bSY1duu\/7R\/TACB6JJJI6CZO39vT6YgSkFqEmO4O8fzfQzhjRyzhdYUmbC09jMb2teCJnqMBZ6qdSieVRJAQAqTEyd2NhubX2w0+gs7yWcNOlVPcMu3y3\/oO3thNWSFxuvWhdPTV\/nyvjipTLQPmcWiki0\/8A01yQapUqmCUUBQe7GCfkv74X\/Eim1Q3BLgH2dj0PqfocSZTNPQU+C8CTMd9oJ3mIGJeD59HZKD0\/FVjp0xqMkm4tMknp\/wA4V5sCu1ZNFQATpJsL74bUCIEgyRqgdCST\/UYO+L\/g+rk9Bv4VTygkFljdWixIn5z6HC2iP+lB3SL+jMP2GCWUMY0nSodNdZgQHXzKLwJvI35WkD0wLmuBVEpmpS\/Opbl0F0H86XI6iRI9cZnQFcGx\/i7H\/jDXI8cKAFWAMiwAEAdu2JUhFfp5ipqpqgLMQAAOsnDnMJCAtUQk2\/LYNpts0bbxN9sWSrlqBpnPU6YVwCoAIgFgQXKgebSTta5O+KKuRdnY0iGUkwswYn1\/p3w8MEGLxXMUYKVWA7ocPKPx\/WdfDzC08xT20uL7REiDF5xUcxQcGGDLO4IwESQYO+FtQ0i\/0fCtVyYpLVAIZKwJ1apjnZoEDSNhMXbpiDilRwESqqGpTQAgkH2AkECw3U39TOKhQzhBkNGLDleNqQErIrqDfv8AJhcfLEOFO0JkX\/qFDn15a5iAjMALjV+qLienXATaA50Fiuq2rePWOsYdJwKnXM5euFnanVsfYNsZ6TGA+K5KrRUCrQKkjSjlYVrkyG8p97mBvbFqiSOtmD4pIEhoYjsSBq9ubVjqrUekZEi5if2+hwNncq711pgSzEKo9SbD6\/tgziOWNCocvVam5WAdLSJ9H02I2M9bHFRqrG1kGqZjxG3CgxJYgR39yB0FzHfEjogcJSzCVEuWcq1MTcRpbnJiDbv74KPwhmQvjKgalGo6nAt\/CYMydgwgSDscSmlRpuaFahRV6qRTNMlvDN5YOWbWdh1Ij1wnLwJkWUoqUBFfLf8AdRWbWvqUH64zAlOjRAAfMurDcFHt9HxvE+omitLWvvgn8XTEAs57kRtFoB9ehx1meGNl3R1qqyuupXhxadyACRcd8TUa9N0bxkWo+oaSkgkXm+md+\/8AXF4L3E\/DOJnVfmVepEW7QLEkdL4kpnWCUtqYwSZsANzFtxfA\/wCENUKi0yWTsGJA3iDYd4xjUylGna1RqgjuF8P6QTiGkT9gillStSmxe99vQ9DsdsD5nLFbAkFx5fS5Legm2J6mYqRTFMmQCAAfXc2M7D74ndXarrcqxYaRfawnzAReBO22HdDTFuYqnQaenmLXGkD1MRjrh7fmaoB0MOWPNogkfX98SZ8jxCy3CCwPzJnp9O+I8s7SGUBkDGSs3LGYDEAk26E9N8VyHJJSX8yrBJ9uu32x2eH6tGx1M2k6wASNMgz2JBwNRrgu4awYwZExcXjrGDfCEkzBEQdWx032B7dv7YkDvMaTTbUeYCm9+sTTYem2O6dU0oIZj01W62n\/AOMbyHDzUVgyzKugPqedIOzSykT3tvbGslnGVVMICAIDC7A9iZvAmP64SQI5FSo7qqSdIJGm4i02jeZmZ3O2CVy9Woml6So5EAlVBPrMeaO5G\/fEVEusMJPQ3OnmIYAHsRAn3vjfxBWqVdFW3MApAmQYt8jf6HCdWLs6y\/AqaiSwdkuVXqOstGlQNoAYzPvha5DMEoUxJINgWc7fb2AxYPhXJmsxR2K0lhqjCxP8obfuST9sXLO5ujSoFcoHpIraGNNYJJHmIiWUHc\/e+LsdnnfDPhzM1GOumaSs06q3IBfs3MfYDFx4VwrLZJdS1Q7kAGoI1kzdUAbkTaR5iCJPTFNrZ2XbW5J6jBgRAqlCpDH\/ALh8u3tiJSdFUP8A4\/qt+HoV1Gqm1Z1UE2IAiCN4MN2jSDuMUnitWnyVKY0oQSqzsZkg36MSPXfrGPY\/jvgCPwmnoIjLhaovAblI39dUzjxx6SuujQqNEqA3na5O8QCI9JA74cOMjaAs7mmYgTNh17ibY2XaJ1e04z8CxbmUrt2tbsfrhtwXI6tTCl4oQc0zpEdAbS25i9pttNukA0+HqtQZDMs1+dSoOzQJb5aSR9cVk1\/w9S4JVroT1Hp6jY+2LfVzzU2pitT8Okw5OWFi4IBiDaf3xXs7QqUz4RURcpqAKuASJBYaW2\/y2JTtiQxocVo11hiA3r\/fvgPM8OyzVCqMzaVBJLBNxJUaxBKmRcyTEWwHTydNj+YjUXieUcpG8xeLXt9t8NK+URkQ6i3LpMLqAIk6yRbmtaD5ThvAVRxS4a9ORl3FWi7eHUYICwkaCGgtpSSYOwP32vw2wDsdRC7L5WaTAKypBO9jpmLE4GyWcOWcOm+rygmRsSLqCQZ69usYM47mgK7wdSmWCarHVuZXrc\/MdYwndk5sC\/CVw0U6dVoJEojE2MXABg+mGXDeK1NPhtT8SnzTTqCV5BLkT5HC7xB2wuyHHM0jAK1ZgCSNJMqepkdfX1xZMp8RK3hoabVa3MxdjcyrauQABiKdtjqk9sRNSSKYZ8LcOE+MhdatQVEGowkBHiJFzqFMmZGxm5GEHFck+SKn8OtRdvGc+IrGJI0KdCHflcMesnBvA84FSPF8OoodkZTzSUamAB0uN+7dIxBQzWZdgWd3m3MdYbaVKsYZbTPQiZBxhpuTlK\/6KaHPC\/jWovhgrTYMNIy9MaFLGADUmQQB0gCSOgkice45QdQ\/4c6W5GUudGpWJ1KABzRIIsPTCvOcWFCqFpqUaNXIFBv\/AKdrdZDRvjVXPjMGlSFKlTKsZYtCxdhLGYjbbvMzONlGl7EO+BS2bpdKLH18V7+2l4jtHSMZh4vw6hv4+VHpFQx8\/DE4zB9Vef2YqKjmXq1AgOkqk6dIgiTJm3eTf1xEmXMlfEClRNzBNri24w7q5SvSY02pnUBzBRMSAYMSNsZSzg0rqSAsgkxqAPQmLxPt7Y1Ur4EmBrnnqeGtQkimIEWkR1v1gSTiy0qVGvltQUcj1CtF9z\/0y+l1AYbWAPYMGwgrZmmVIpMykm9rEfI2MRYyBe+JMtn2SmNC6uaop1bc9pN7RCkHoRPTEyvFFURwQx8MfkhiEFQFiJA9In27jvGCGziKuuoghSAxURpJnoIHmHzvtOIaHDXKHmOvvJabXEXAuIn02GLv8IcNXKUWzNXQTVXeqs6FBNwp3ZjsIkmB3GE67JbQhXgeT8NGfOJl6jSDTZHYdpYqW0AwOu3viHNcOFBncVaNQBllKbk6iQGVgIhhcHUDYwDGLBwfj+Xd38VqiIdbEJMaY6r5T0GlwR0xWPHoiXYlGIuKSjTHllQSG7HTMAD2xMZNheDp6sM3iZRGDMNWsMGYEGNLgAovKJa5\/pDWUK1Q0QSmqyGCSIMBhEG8GesTbGs1xawV4dWEQdU7xI1SQYMz2wPlKVNZRyTTN9g3SxJK32jpvilgEh1lc\/W0OGuMzAMHWV0yTEqIETNzHpviXidJamp2o0QYgM5IZbcqkxfoIk7naZFdzSgrrfMRJjw9MkC5sdUT7gb\/ADxxlOJhWWkukK86zWJIPUltO2wiOv1xVN5Q9vaH1EtRdqy00BAXmpqYaY8kxFxJg7zFrY5r8doMt2UOunzIG2G4MEiCNr9MALXy6QVL1NRbUsuB0Clb3WAbHm2vGOW4gwp0vDPhupgcsEA6lkMsNa40tI27YTXkVdjCvxfmlVZHmWDGAO40xO\/tG0RgRuJF2WWOraZjf1+eAc9xNnZGYAlFCz1IFhq7mIxo6XMi1tr4KKSG65isywSXE+VwGAiP4pj+keuI8pmaS1FZqTWaSENiN9mn7RgFKsHlY26A7d4+gw8yuWWrTkEF18q2k2uYNvphMZaPjH41TM5OlQyyvLVAKgYeVUgqCFJLKzabibKZjFOqLl3mmX0EEyCCQNtoPYdQDf54E8JqbDdHmwI\/vbB2VzIPJUgLsCyhgDEiAQYk2kQL4fCHuCXyLMU0UlYDepr1rJ6lQTp7hTfr7R0mraIDjXUOlRqCKgWCxGrTBtG3Q74Gp8VVHlKZQg2ajUZSOsGSw37AYaZf4jaoujx3VgbawVI9A9NlN7Alhgt0GBtwx2XI6Q0sGOqoqSQuyqCaiQQIMAnqOUmRAcsBQNQhRvpZAdIbcB6TlmRzFiCVv6ziAZaqxFIJ4wN+Ri2oxMXgWII1at7XJAxZG4fQfJtpFWlXpkBqasQ1Q25ub3BNrEEdjjmypWmsu\/uhJFV\/DhjpIhflPlIJLEAGbWMfP9WZnKIq6KZBPUKCsE2mBvYght5OwAwVURFCqj05a0VNCtc2CireQZ2m598bqUjTJbS0FJLFIn9PLoWQvYyLj3x02VWRZmeFopSA8A3hgwG3QXmQbEL0ImYEFRWJBq0wLDnK2W9wCLqwtPvOHWXpM5RREqNiTAAWTHPAQb2FrbneZMhredJIA8pVi5vdhtyi\/LG+1xGE5JYGot5AOF8QrUpejABYTJ5Y1TfQAWDAkCOlh1xZcjxKlnAxGVofiKYYUjW5izg600MTqtzELPYAjCviFMIANaliYHhIb2AsBUZWBIuzCdupswyfDqtBJOpdJDKCoCsWNmJ1A6l3CxAuT65zaapfENQyJMnwEZqhW5SMzSrsSRIhLakAJ0k6ixAJB7TtjWVD5dmGYaFQXIVpW0cnhskkBhIYi3Q4f\/B1dlq5oV9PjeOpHidW0tMKOumTIHXphP8AEBrV38IDwlVtRWajDr+ogwI6XAMYyhJuTj17\/wADcXyxhxzJZFqSNqLvUJLHQwBP8UA8mwuDfuYxVuPcEACmhmUYi8GodQns+kCLbH641T4WVl\/G8RW7GxtqE33BFu8HDtOK8OakPGyrmsv6UqMiN6yG5dh0Pvjoi2sMlrwVXKCkqAVMvULjzEVIk+2sR9PrvjeLTQyORqjWtFlBJgLVqEWJWR+ZsYn54zBcfcz2lLyT08xUadSECAy7KNojaPUYhq1zDmoz1HA0qOUCL3ZoJKkQRcb9icRcPZZbUsKR+lmmd4EH9zbDbhvBKeZYinXRGC6prPpHaJ0H5A337Y0wLgU5ZtDLAYhQZAUFSYIAiIKmRaTad7YaZNaRVKmoosnxaak8gJgMI5gpmImZPQDGZjhFemTTJ51kGGn2AgDpvBMxtOFlEaTFw8EsqrIO52PS53nEy8jq8oaZqg76hRLBaZNgSJAFrknp2IJnA2SrVKyFneo7UgvmvEtAEEj39gcDUXzAh1BVFJ7kKOoIiY3n3OLdwyhSp0Go1UV2FSWYGL3WCRBPKSZ6Ce+M5WlV5FlA2TNOmFdarFqg0sogRM32kSfXthdmOHUUcCoxqwTqliG09NN5L32IjbD34j+HxRWnVp6fDYMIe\/hkAvpcDzArLDry37lTwx6lSSWTUgnTqKTNjpOknUSQsC5J7bkaWV2OMfAPxfhIoMBRD1achlLWexvIgrMEXgRO1ri1snVdmKUiqn9AkxYfqiMMskY8QmaRiyQaljaG5R1tqHXqJwRmsvVRSeRywtodQSALSrGTpsYg9N74vc1yXt6EtXgwsJMgEmyxI6SGMiIv8u2Dk4aqBvy0JB\/6hmx6CYvcgaQe8kYJU0qcaydROoMFKkKO7AmJktYG3a2BqtVqtqajSBzN4dzcmSSSFgCB5R8zGKthVEOZZkIhlEAiLyQe9gNrct4JvfAOWyT5hoUU2YmwNQL6WAsIMb7egBI7alR\/U\/MNwpIIBBvJnVfew3BtjVREUgaldR1B26yBpm07GT6YfBP+2SHMcFqJU8LVSZtwFqLBm1mYgTIjAhytQMwFN5p+cQZSNyw3Uepth3Wya1FLozDSsnWwkgHaCJLXWItiNc7WWulStVq06iKqhlQFgFBAlWZZW8S0k7RGBMVikO1gNj\/n9MXv4CrtQVmrJpFVG8MvEHTaLm1wZnaxwl+K8vQehTzFDSrTDimIVpPm0T+U87pA672J7qcYqHL0MuEEU\/MahAUxJMkkACWJ3kRY4Un4E2ccSzmXJcZnxQ\/NFKki\/lm4B1lgCCRMAHEHAKrVkZWGqBv2+eGXGfh561Jaq0VV4nUplagB0kDQWUkGb2buTMhlw34ffJ06b1SpWosVDTEwSYUHVEgSBqUMN5iVxLa2h0UvN0gpkGLbHv74k4VwvM1z+RRqOP4gIH\/uMAn0BnEHEQwqEDmk2tY3tYj5RGHGT46aAKyatcXlqhFOnAJKhUIBIvJmNgL4eaKbxgZ5XM18kTQzAZFcEEMkhZiWTUOa4E\/84ZcToVDoqA02BlxURoL8xYmZMmXAsFiAItGF+U4otalV\/GVVCClrZUpE6C0BFQFv+u1jNtIiTuMCfD+a\/D0HaoCULqV1LuDBDqDYEgbjt1jESSWRW6HlKgkE12q6gAtism4iFY8wJETNvpgvI5GnUqxSdKdPUJ8QwQbW0LOtiSpAHbcHcXOUHq02roi5qm8EkEioNwQyRqBHSJB+2My\/EKFJaPiirlmFTWniUyQYVTEaAxAYKJhtzfE6k2l6VbLzWBrmFVLDiJJILGabrzAmCeZpGkQZU7b74W8Eq0wx5yzqCwcNyahMDRqQExsCGHscHlDRDVVek2oEwRqDi5a7UoEcpAMyOxwvzLLmPDbwypQFyn5iiqBJUq5NgCRyiCJJAIkBxysjjaQQ1etSAq1Fmox1XVTa92mwNl7kxYDpAOLNLVKx8Uo50rZbFTsGqFtO08sW6DB2Yas6LRqo+pgHZySYnQRfVpEyJ1DrY3M1zigqlKTVAyqs0hBM6iCyzygkwyiZIIge6UN3Jpurga\/B3xDU\/E5nS1EvUKuA4gMUBUhZblJBPe8WGLNxXjuXpkayilgVY021FHELLkDUigysiYnYbiD4T4FRTLNqQFnCkuSylgYZQjxyEFtoBkA+uFmdq0jm2WrTNE+ZHkGTEOHgkcskWAkA3GG4pNMaymAcVVsxMmiSZ0tqUipBg6WRSx0xJiDIuBF6\/wAbyFWg0MraWupPmIMXIswF4uAR9y1XMvXPgoPEpoSwjeRs5aJBiTq5Tt6HFo4xwpKlFaLZOoapDii1Nix8xBIZtCadIm5kiPSKWGRVnlWkG4K3xmD89w6mjslTL1NamHkg8ws11qad52xvF48k0LhUSgAHcu0EhEKsoO3MSbe8H74ykssHQBW0yuoA3AHQCBc26bb43wLhi141G9wQBubxsZ3\/AGxzw7LMrUix\/wD2aXsHWYiSRG0RYw3tg8rsyirdFro5qpVpms9WhTJLmrTqgQ5CqxKopk+oBUQdjBwBl6eXSNOa5GuS1MrpEbADUxuTtBiPfCvOIKtYOdClztRXSqsJtDHrYzOO8xmqwppTqAsq8yq0QCSQSuq+juFmfTpFFqJLSzCtKtzAg6dIIBiBI5gWuNiQb3E460kaVJEBlZtM+vLJtMTvJEHoIwC\/ENYWdWqJB0JymwEcplZHW9zc4H5mqDTTGpmHLo1CbEAWkXBkTtY4e2wquxvx\/jJZ3SlUJQsogmRYRsbRM79LHriwIRWpmm4RGAU6NoIu0QwEMAdiOoOKrmcnVDUqj0yj6xICEFt31EEjSZncbfKeMllg+p0kDZUBBt3YQJtHUA3wowolQQzyVYwUopEteRMqNtJUEAXEmSNRB2FjHCimaZ1NUcAagpNS0G3JMkxuDuPTBvwRnKWuo7MYpoNRYjfaBYWIH7+uG1b4tQVQKFLVVbZtIjtEmdIBjzQOsYl2nVD3SuiqtRek6CorAkQWMWK+VbCAIAv3IEESMd8TbUmmo6rrURphmN5AtuSd47G+Ca\/FXzBIzGmqoYKVqOCiQDLgHk1dORevacA1lSmSVAAmA7gEER3iSotF8aLwOn2c5TJCkZrZcPE+VTJkNGwgX6exxrJZVCQ70ilHUSFEwTYqDygqxCuZvMdL4IrZerRplpLloYeLINtUlRO2oHyjYDYb68Ci7KpCKpJUFDBnoHIILAmeYQdzBJkFjQHTVKrvSFTSCCdLGSu02DqAOnmNxJHfvKcMpNKrU1M0crIo1X+ZIN539+3WZy1OkwIaxudLgsDBkMSpHbe8REdAM3mNMsCWseWZiekkd+g\/qcSpJukyZPNDGvlFpiGYwTI0gzIM36RMdfbCms6MW1ksoHU3kbDp6YLyVerXy7l0IqyNNRxCsBACLLAKbbqLne5nAdLMLS8QVMqjuu4qEmPYKw+sT63w0reSEsjb4a4lWplzRZzSMlyBEGQ0ASZ7ex2tibMV6+VpO9LTUytYFCmosqyDpBWeSqsAyN95MnFZy+cKP4lLkmeUGbdp6icMeCcaakQrgVKbSHRhKsDuCD17dsOqLrIoqBmBP6TeT+0bkyCIGIszw0IvOw1GPKwIg7CRIJmJ7WxeuIU6b0Kb0ULrRBinu1MeYHu6oOogi+9zitZji7xp0QCLCALdPYYpSfRSyQ5vOE0zT8MKXeTEyYACT3Ml59hh89AVqWbRqxH4UUxTSBD+GDQN9xyjV7nCIppejUKHSXR97wGBb5nDX4bzKpRzVWumv\/pjwyY1sWZ41fwcsmJkADrjHUltjdXxj7ugqlgz4PDGsi0y4Z2IMR4YESfEkgaQBMeneBj0PjvwdVekFo1kfLlRPisPymEQVJEAFSRNjcTe+KCfiDMPTq+JVYU0C6KanSirLGAgsPKsTJjri6\/DC5ijQbMV2UUqoE0qjRqLEaWJjk6Qe28DGOtq6emt0lnr3fVBbugv4I4YaCPQzaizW1MLHoUJEBoYDcz7YJfgz5c1VpyaNQgqSGJDyeTwlpgAlT0bVrggCYxU+M\/EjeKymgEemGZS58SIQmCGEFWIW4gwTBJM4c8D\/wDqBVqipTKqpp0xVpBLawILUiX1CYPLYTpi0yHpaimt0k1eef6Kj7DLh+fZgK9WjSpIpK0qoU6mhhBlRdWhYU3EXBGNcF4U+YzBzuYDpDHw0GpDtA5jpIY7wSRB9bL\/AP1ZM3UGbXxKimENGVVkcc3lClSpHMGZyAA0jlJw4r5+r4q\/nVKTQT4L6CZ2IC+MGuXCwsqCqmFF21TW7k0rBv8ADtSRURtNBG8quxIIAAUusQbfzRBgdcVz4hpoKCtlheof0tTYwAZgwHHc7QRvG7XjPxAKZK5gRUdTNMaXME8oeUiyaiYJUwwE2wgzfFQBC5lUIaQ7I47C0vZbDYHraYxKT3XloMUV7WhAbx4qrIAMpG4kNpILXMH9urz4W+JA7tQzFLxUW6hXLBSoIMCCSTIM2Ivc2GE2f4hrck1WM+YbAzfYWNj5vvhVVEid0IuDtymNje24MEyZ643pNGV0z1ScuNq+YA6BnzEj0\/6JsNh6RjMUVa0ACnUdkgQRmGXpcQtQCQZBI3IJ64zEeku\/cr3BONeEKhpqAWUrEWWQV5du8+4xBk8+9QoioGIF9BCmATJlhEdbgtJMGDA1jMWlyYod5OmNKOP4iNUKTqsOqewmDe\/tDmczUdedlJM3MtrHZtSxNo2xmMxmuSLdg3BaRqar\/lpvN\/8AtKx1AIkf8Ya8Oz9KlLlRrYTABAgC0kljJFz3PbGYzGr5K5YRms2a1Kq7aFCw3hkE6ral5wCQY+VjsYk3gfEAyMFpaQysFU6W0usAONQhgrEWJEg++MxmMpcFPCdEOXGoqqpTpmrLWBNpIWAWgHlJ3tIAiMFHN0ULFKQqGoYL5glw5EWWnsNwJaNt9saxmEsyyHbDafxWySi5fKlov+SOa95A0wNv1McBcW40aUg5bLUCGIPhUrpsQ3nK6gT0U+a2041jMadIaO3yDValOhXaay020jUd4B1TEBo3gxfrtgF8q+qBBcnSB6TvvEHULeg7ScxmFDKVgxFXqNqYMAIkW6wbnbeY\/wAnAGdLo0QLXfbrfcbnGsZghmTJXJ1VrakBJeALFmnV7ADlMDYyBH1acCyzhZVQzOA24nc8pJibXmbWjGYzFPgpi+iHQtTemhLiLgEredSsLgg\/L0wPnctoblbUOhiJ++N4zASgjhPFalGojo0MhlT2OL38QcITM5dOIZWkoBJWvSsoDx51m2kmCQL3HWY1jMJllRyOVeqCVVWZABc7CDsSewONCg+llJghxJ+Wkd5PN6dcaxmM5PktDzh3GXQM1AKiqdKqRBRVKFoIJ1VqmoU2dthJBviH4s4w9Sn4ZMFammoP4jzaXAUBQDzEr0MY3jMYtKUlZW1UAcO4hSYDxiVdNmidQ6CAp5vU22nvgvPGm6pWoDTVQEVqYUKpAtrUiAJUiV+m0YzGYagozpceCKrgR8Iy8EPUd6VJmgVVhtLDbUkgsIvaMenZ7MValA061KkW0hdbAMjKD50AAcagGkNBkbmxxmMxtIqOeTMn8JZfxFpVUVTBbVTeppKpBblN1aCrCJG4wfk+CZNSNK\/l0mcuSgbxFRdRaCQLFwCSuokEBSObGYzDYhR8T5bKk0qdKnSRbFiUadJLaYCkCSdNpAv\/APji9OzmVisp0MFccoBSYiAdgs7dF\/fGYzBBuyZcCxstQY6prib\/APTT+lYfsMaxmMxdhSP\/2Q==\" alt=\"Bosques y Praderas : Blog de Emilio Silvera V.\" width=\"494\" height=\"329\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Sin macronutrientes ni micronutrientes no se puede producir fito-masa, que est\u00e1 compuesta por los nutrientes b\u00e1sicos necesarios para todos los seres heter\u00f3trofos: az\u00facares complejos, \u00e1cidos grasos y prote\u00ednas.<img decoding=\"async\" src=\"http:\/\/galeon.com\/animales00\/ingrid8.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Para entender esta caja negra hay que comenzar por destacar la acci\u00f3n de unos pigmentos sensibles a la luz entre los cuales destacan las clorofilas. \u00c9stas absorben la luz en dos bandas estrechas, una entre 420 y 450 nm, y la otra entre 630 y 690 nm. As\u00ed, la energ\u00eda necesaria para la fotos\u00edntesis s\u00f3lo procede de la radiaci\u00f3n azul y roja a la que corresponde menos de la mitad de la energ\u00eda total de la insolaci\u00f3n. Esta parte de la radiaci\u00f3n fotosint\u00e9ticamente activa (RFA) no se utiliza en reducir CO<sub>2<\/sub>, sino en la regeneraci\u00f3n de compuestos consumidos durante la fijaci\u00f3n del gas.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Mol\u00e9cula De Monofosfato De Adenosina (AMP), Es Un \u00e9ster De \u00e1cido Fosf\u00f3rico Y El Mon\u00f3mero De Nucle\u00f3sido Adenosina En La Producci\u00f3n De ARN. F\u00f3rmula Qu\u00edmica Estructural Y Modelo De Mol\u00e9cula. Ilustraci\u00f3n Vectorial\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Nicotinamida adenina dinucle\u00f3tido fosfato modelo bola y palo osazona aldeh\u00eddo, qu\u00edmica, diverso, qu\u00edmica png | PNGEgg\" width=\"141\" height=\"182\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.hspchem.com\/uploads\/202222606\/nicotinamide-adenine-dinucleotide-phospha19410665579.png\" alt=\"Nicotinamida Adenina Dinucle\u00f3tido Fosfato Sal Dis\u00f3dica NADP ...\" width=\"389\" height=\"245\" \/><\/p>\n<\/blockquote>\n<div style=\"text-align: justify;\"><\/div>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<a title=\"Nicotinamida adenina dinucle\u00f3tido fosfato png | Klipartz\" href=\"https:\/\/www.klipartz.com\/es\/search?q=nicotinamida+adenina+dinucle%C3%B3tido+fosfato\" target=\"_blank\" rel=\"noopener\" data-ved=\"0CAkQjhxqFwoTCOiQkrnZifECFQAAAAAdAAAAABAJ\">Nicotinamida adenina dinucle\u00f3tido fosfato png<\/a><\/div>\n<div><\/div>\n<p style=\"text-align: justify;\">La s\u00edntesis de fitomasa en el ciclo reductor del fosfato pentosa (RPP) \u2013un proceso con varios pasos de carboxilaci\u00f3n por cat\u00e1lisis enzim\u00e1tica, reducci\u00f3n y regeneraci\u00f3n\u2013 tiene que empezar con la formaci\u00f3n de trifosfato de adenosina (ATP) y nicotinamida adenina dinucle\u00f3tido fosfato (NADP), que son los dos compuestos que suministran energ\u00eda a todas las reacciones biosint\u00e9ticas. La s\u00edntesis de las tres mol\u00e9culas de ATP y las dos de NADP que se necesitan para reducir cada mol\u00e9cula de CO<sub>2<\/sub>\u00a0requiere de diez cuantos de radiaci\u00f3n solar con longitud de onda pr\u00f3xima al pico rojo de absorci\u00f3n de la clorofila (680 nm). El carbono procedente del CO<sub>2<\/sub>, combinado con el hidr\u00f3geno del agua y con los micronutrientes, dar\u00e1 lugar a nueva fitomasa que contiene 465 KJ\/mol.<\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"QU\u00c9 ES LA LUZ? (2\u00aa parte): El efecto fotoel\u00e9ctrico - CANAL DE CIENCIAS\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Calcular la Energ\u00eda de un Fot\u00f3n de Luz - YouTube\" \/><\/div>\n<div><\/div>\n<p style=\"text-align: justify;\">La cantidad de energ\u00eda de un cuanto de luz roja es de 2\u201992\u00d710<sup>-19<\/sup>\u00a0J (el producto de la <a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a>, 6\u201962\u00d710<sup>-34<\/sup>\u00a0por la frecuencia de la luz, que a su vez es el cociente entre la velocidad de la luz y la longitud de onda).<\/p>\n<p style=\"text-align: justify;\">Un einstein (definido como un mol o n\u00famero de Avogadro, 6\u201902\u00d710<sup>23<\/sup>) de <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> rojos tiene una energ\u00eda aproximadamente igual a 17 Kg. Suponiendo que la RFA es el 45% de la luz directa, la eficiencia global de la fotos\u00edntesis es del 11%, que equivale a 456\/(1.760\/0\u201943). Esta eficiencia se reduce por lo menos en una d\u00e9cima parte m\u00e1s si tenemos en cuenta la reflexi\u00f3n de la luz en las hojas y la p\u00e9rdida que supone atravesar la cubierta vegetal. Ninguna planta, sin embargo, se acerca siquiera a esta eficiencia te\u00f3rica, porque parte de la luz absorbida por las clorofilas (generalmente, el 20 \u2013 25 por ciento) vuelve a ser emitida en forma de calor, debido a que los pigmentos no pueden almacenar la luz y las reacciones enzim\u00e1ticas no se producen con suficiente velocidad como para utilizar completamente el flujo de energ\u00eda incidente. En la respiraci\u00f3n se cede el carbono fijado en el metabolismo de la planta y en el mantenimiento de las estructuras que la soportan.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1007\/bluemarble_stevenson_big.jpg\"><img decoding=\"async\" loading=\"lazy\" id=\"imagenprincipal\" class=\"\" title=\"Mosaico: bienvenido al planeta Tierra\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1007\/bluemarble_stevenson.jpg\" alt=\"Mosaico: bienvenido al planeta Tierra\" width=\"577\" height=\"577\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">\u00a0 <strong>\u00a0Mosaico de nuestro planeta Tierra que recibe una fracci\u00f3n de la energ\u00eda solar<\/strong><\/p>\n<p style=\"text-align: justify;\">Para cada especie, la tasa con la que se pierde carbono est\u00e1 determinada principalmente por el tipo de fotos\u00edntesis. As\u00ed, existen diferencias sustanciales entre las plantas C<sub>3<\/sub>\u00a0y C<sub>4<\/sub>. La respiraci\u00f3n a escala de una comunidad o ecosistema depende del estado de crecimiento, y var\u00eda entre menos del 20 por ciento en plantas j\u00f3venes en r\u00e1pido crecimiento, hasta m\u00e1s del 90 por ciento en bosques maduros.<\/p>\n<p style=\"text-align: justify;\">Con una p\u00e9rdida del 25 por ciento para la reacci\u00f3n, y otro tanto para la respiraci\u00f3n, la eficiencia fotosint\u00e9tica es ligeramente superior al 5 por ciento. En este punto, las estimaciones te\u00f3ricas y los valores reales coinciden, ya que el valor medio de fotos\u00edntesis neta en plantas muy productivas y en condiciones \u00f3ptimas y durante cortos periodos de tiempo, oscila entre el 4 y el 5 por ciento. La mayor\u00eda de las plantas rinden en funci\u00f3n de los nutrientes, especialmente nitr\u00f3geno y agua, o por las bajas temperaturas en las regiones de mayor altura y latitud. Los mejores rendimientos en sistemas naturales muy productivos, como los humedales y los cultivos, est\u00e1n entre el 2 y el 3 por ciento. En otros ecosistemas, como los pantanos tropicales templados y los bosques templados, el rendimiento de la transformaci\u00f3n es del 1\u20195 por ciento, y en las praderas muy \u00e1ridas s\u00f3lo del 0\u20191 por ciento. Globalmente, la producci\u00f3n anual es, al menos, de 100.000 millones de toneladas de fitomasa, que se sintetizan con un rendimiento medio del 0\u20196 por ciento.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/image.slidesharecdn.com\/materiayenergia-110705114148-phpapp01\/95\/materia-y-energia-presentacion-26-728.jpg?cb=1309866323\" alt=\"Resultado de imagen de La fotos\u00edntesis en los oc\u00e9anos, muy afectada por la escasez de nutrientes\" width=\"478\" height=\"359\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/fotografias.larazon.es\/clipping\/cmsimages01\/2023\/08\/04\/8502A0B2-044C-4CE2-BB08-59B298AEF028\/mapa-presencia-clorofila-mares_58.jpg?crop=903,512,x0,y19&amp;width=1000&amp;height=567&amp;optimize=high&amp;format=webply\" alt=\"Mapa de la presencia de clorofila en los mares\" width=\"687\" height=\"389\" \/><\/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<strong> \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Mapa de clorofila en los oc\u00e9anos, gran presencia de algas<\/strong><\/p>\n<p style=\"text-align: justify;\">La fotos\u00edntesis en los oc\u00e9anos, muy afectada por la escasez de nutrientes, es incluso menos eficiente. La productividad medie es de poco m\u00e1s de 3 MJ\/m<sup>2<\/sup>\u00a0y se realiza con un rendimiento fotosint\u00e9tico del 0\u201906 por ciento. La media ponderada total es 0\u20192 por ciento, es decir, que s\u00f3lo uno de cada 500 cuantos de energ\u00eda solar que llega a la superficie de la Tierra se transforma en energ\u00eda de biomasa en forma de tejido vegetal.<\/p>\n<p style=\"text-align: justify;\">La mayor parte de esta energ\u00eda se almacena en forma de az\u00facares simples, que contienen m\u00e1s energ\u00eda, y que s\u00f3lo se encuentran en las semillas.<\/p>\n<p style=\"text-align: justify;\">La mayor parte de la fitomasa est\u00e1 en los bosques. En los oc\u00e9anos, los principales productores son los organismos que componen el fitoplancton, que son muy peque\u00f1os y flotan libres. Su tama\u00f1o var\u00eda entre algo menos de 2 y 200 \u03bcm de di\u00e1metro y est\u00e1n formados por cantidades variables de bacterias y protoctistas eucari\u00f3ticos. Las cianobacterias cocoides son tan abundantes en algunas aguas oligo-tr\u00f3picas que pueden ser las responsables de la mayor parte de la producci\u00f3n de fitoplancton.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nutrici\u00f3n de las plantas\u201d 6\u00b0 B\u00e1sico - ppt descargar\" \/><img decoding=\"async\" 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\" alt=\"Reino protoctista algas\" \/><img decoding=\"async\" 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\" alt=\"Reino protoctista\" \/><img decoding=\"async\" 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\" alt=\"Reino Protoctistas. - ppt descargar\" \/><\/p>\n<p style=\"text-align: justify;\">Los protoctistas fotosintetizadores var\u00edan entre los m\u00e1s peque\u00f1os flagelados pigmentados (como las cript\u00f3monas y crisofitos), hasta las diatomeas y dinoflagelados, que son mayores (m\u00e1s de 10 mm) y generalmente dominantes. Las diatomeas est\u00e1n formadas por c\u00e9lulas sin flagelos, con paredes de silicio amorfo mezclados con otros compuestos org\u00e1nicos. Presentan una sorprendente y amplia variedad de dise\u00f1o, desde las que tienen simetr\u00eda central (las de forma radial son las dominantes en el oc\u00e9ano), a las pennadas (simetr\u00eda lateral), y otras forman largas cadenas.<\/p>\n<p style=\"text-align: justify;\">La productividad de fitoplancton est\u00e1 controlada por la temperatura del agua y por la disponibilidad de radiaci\u00f3n solar y nutrientes. La temperatura no es determinante, porque muchas especies son muy adaptables y consiguen una productividad similar en distintos ambientes. Aunque es frecuente la adaptaci\u00f3n a diferentes condiciones lum\u00ednicas, tanto el volumen como en contenido en clorofila de las diatomeas aumenta con la intensidad de la luz. En el mar abierto, la mayor limitaci\u00f3n es la cantidad de nutrientes disponibles.<\/p>\n<p style=\"text-align: justify;\">Entre las carencias que m\u00e1s limitan la producci\u00f3n de fitoplancton est\u00e1 la de nitr\u00f3geno, el macro-nutriente m\u00e1s importante, la de f\u00f3sforo, y la de algunos otros micronutrientes clave como el hierro y el silicio.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Oc\u00e9anos de Vida\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Nutrientes en el oc\u00e9ano by F\u00e1tima Jim\u00e9nez\" width=\"370\" height=\"207\" \/><img decoding=\"async\" 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cZPHtHzm4A6cLe\/o7bxZbRa6iS6rZkFoDzmySLW7Vr28FU7JbG6lQ8YIL6jqgbEWgta1oj5vyLo4St3LeTvVvwUYdMQHGWh3iBBzzBSVs4iqc\/O9iRr3Lx+IxFYV3ue0BxJkFrTBB07QOmngpJbyd+H4JLeTvw\/BRykrXdDr5n1UX2qpyb+Rn7VJLeTvw\/BJbyd+H4KOUlN0OvmfVPtVTk38jP2qSW8nfh+CS3k78PwUcpKbodfM+qfaqnJv5GftQAzMy0iA2B4SeM\/wAgsNqoteBddAM62w6CLvQlSSvakERnM8NWEYu5TnH\/AIWmRrRk1mTck\/OYF1ZNatWIxBhoYGtloa3uiAJdAJJ1gXMQFBs5Y0Q1+BwkflqsKderdBZDZMG06ZjAOeB\/yFnR2ZrPkhw55mfUKYHAPWPfAP8AMIGuAEmO5H1GEvc1ue0lztRcCbdSBJmbJUJLTBtJ4xMYyIOR56rKRyccD2dfRYyvJW26GbNfzPylV24uo1gpgNgEm7GE36lskdDYcIXGf6mUnFtB0OsBLHCAfEcg+8fkuY2XbtmEXUiRbTkd20mWlve+Iuk3w\/PzZEaL6ttNBr2lrw0gjIP+YP1lzVXsLspMg1wPNhjyNsLibR2S+vULm6HrHADx0tyuON\/f+zvtVg8Pg24bFS0tmC0SCCS7QaGTERHGVzHZjZ\/+vpd04uDXMeXRo0WmoD0w4T5L6nK126t00dnaW0mDOrjBe7zI18hAV+V0dn4V2Hpw4yTc+X1dea9p9ss2pimvpAhrW5ROpuSSeWth56wMpSVjKSr0LzcLKUWMrxISFgSkqIuS5SQt8qllJUVyXLOVMqllJUVyXJlTKpZSVFclyZUyqWV5KjuWTeQ1OB1ccNmOEx960eQwFx0Clo0H1qjabNXEAd5MBSEmORE0yOdrpeZ0+UIMewsZ\/MLG73QI64wSfPVY3LFFhaL66nvPpoOgU2NqMq1Du\/cAyt4dkCAe8+87+Ikqd+DEk2m0HmGeEfcG+qxlR3ACA4GD4odJDhAc0\/ZCv7Fu41G3B4HiIzwgE5PDRQb2nQohzzAFp+ANp1iVYr0KmKxbt2JLu0RpBd2nC8e6SRzsqkpKlGwVTHg10+7X1GvMLJ276o+bOh1HGSPfAnyC3OIpAxnb5ju+utlVGCrke478p9PoKCUlWTu2oGyRmdPU6\/8AFVKoLSQRBGo6rNOvTqWY4HuP1brpNplYq4SrSAL2kTzH1B6G6ylJUVy9bVaHAHV2GyDBMwCfet6j2025nG30B5phcJUxNUUqQkn5AEknoACSeQUwIAB\/wniz0gu\/uWAKxc+TPrOs8SeqxuSnTIku1P0B4fMk8VviqjXZadP3G6dSdXkc3QO4BrZOWVLKA+H\/AOw\/wMUVy9DvCP3z\/AxYeO0zv\/8AVy2wo\/4Vf\/8AA\/8ALTUkpKiuS5S5VSyqWUlRXJcmVMqllJUVyXJlTKpZSVFclyZUyqWUUVyJlTKonOXlyjc7JWMqUNVgNU1yXKGUlZyplU1yXKGUlMqZVNclyhlJTKmVTXLOYGuox0fkD8Mn\/kFA0kn3EnyGSvalWfKZjGCRn4f8VBUGZwb4nw0+N\/Aq5Qbu6T6vEjI3vcO0fBkg8i9p6jO5ZSDjMHEtIBE4uBOAomk6DUzxjMcPQ+i9NQDQzx0GfZJBxdqI4LNQ\/dAk\/pzMadOJ8yMUMNbevOVoOsSSRfK0HXUZp7LQRm95od7cbgZqcJ8TLcOdmGicjxO5wr2z7yqU2hrA85LgbAWg6YPExwIWslLlHVwbajcjriROYBwI4gjrJB+Cmw+NFOoXlnBw7LnMIJFiDJ92AQCDMdqTdbb9aVtDAERDmhgyBIlzegXjt41bYvYfkjBY7DdNPPVaq7z9VkyqfqnzaD+ajOBY3RjPyxfWePG+mq2GMDrOdVHXOHdNMrP9w1Wx\/W9XPV0nwfOgidOpVDeu8wA6rUOp4DxEn5oHNYVHSCDgHUMhn8OAVrO0uyPq022FziwgxNzi0NIkEfKPRb4fDMbW\/wCW1tokROunui2nTRTNbRr5GvrvIL+0HNywIkOnO8S4yAItcm2tF\/a0ziiI+s7J9Bhbrde92VwQ2Q4NgtdAIbza7i3P+YXOV9+y5xNAA3OJznxF5tcbcht\/hGLbRqru6BUqV37Q5gpgtIaCIxLSOHiAAHiOqsS+M1WnkAEznBg8vmZkRHWV2cfsfC06B3IIebNAzEuJMZYJMkm0ASuiuS5RXdZnQ815K2EESF499JzHFrhBFiDYgixBniFNcsmu8I8z\/AxV5S8SRmA7BOA\/AGBw0KhqkNcwHiTH5XK7g6Dn0cQ5ugYJuB\/1afAm\/K3McwprkuUMpKnyqhlU1yXKGUlMqZVNclyhlLkyplU1yXKGUlMqZVNcihleplTKoHvyfNeXqF78nzKxv6qYNVnIrF6Xqvf1S\/qs5UyKxel6r39Uv6plTIrF6Xqvf1Wz3JsLK7nh9SwNY5wMjJEayoMTWZh6TqtTQa8VNh8K+vUFNmp0UFKqBnXIPu5e+EYCfLprmYAHMwVR70c1Kagz8oS2DnhM4EArFSm9p7ESTBPIfr0GlzKnw+5e2KxIa0EtAHvOJFieEixdeAGgAqy+twHxHSAeM8VHeo2lutzT0zP3Y+9O+b7JB6GI9QSssGUQ1pPfa\/WYPwjgFmtSNQg1HtHAASQByblDgB3ukmXOMkkyXeaksOIgzwBB+4Kv+kumbgf3hd+ajv6\/etsrzyHmfRQ5MOPxO8mf\/Sfh48LhgDLiD1bA9Zlemo0Yhruon4j8lSv6pf1Tck6k\/L5X+KzvQPcptHUy4\/1Et\/oHSFc7\/wBm8c86+g\/msWu1jAniBxiZdyxoqt\/VL+qx9mZmDoEjQ6m\/U3W32zEbt1IPIY6JaOy0xMdlsDUzprfVTz5+qyD\/AH4PocEKtf1S\/qpSyRBVRrcpDm2I5K42sNCGgdcNBnMD5pOiVGkc\/fg+cZPvVO\/qs6daP8yDzngoDRLPc8uHhy+XONVeFVta2Imfxi7v+78Y7yHj8RAyqW9eCrKxBBHh15cvPlx+7RQvdoQc3AagYnIHNbh4IPCNZtH1z0PAlQvwb2EcQfdLbgxrFpkfeBAc3iBKu0ml2nAZyMAdSvdopuY4tcIcNRIxOeCx3btbabw9wujIE4u9rqByV+nv1oaR3Vxcclzgbi7i4RzyAqtV+IZUhlPM2BxAMk8yeA17N5EGxUtLD0HU5e\/K6eRNo6Djwvw6ha29S16T2mHCDg8OIkH71uKXaCn43FoB8FrZkv8AE5zpNsAQ4DPAKu3tCyINKfCGzc3FoaAfk5yyek44zAMVjHPI+zmBb323nKbTAgSZiQSIkOBaJjgsK1v\/ADrnTsnqLxOtrWMXgggrXMpuLXOA8LYuPKdPyWJJETOcjqFuD2kYQ4GkTMmQ+CBc5wAIHC+B5KIdoRAmlPhaz5Xssc3lp4mujmPQzE43tZsP3dttxA685N4tA1knDsHhLRW\/odzP6RzvJWqvS9Wt9b1Fa2GWwXHUHDogaaCCtdf1V\/DuqVKYdUZkdxbIdFyNRa4v4qlWotY8tY7MOcRPh8FPevVWv6r1T5VFkUD3ZPmePVdFtu4Wi4U\/lCq6mJIIgMvJMZBwcLlXVPEcx4teWdVu9uG2UzmpVcbzlryYqNAmYzdDgJ6wqeObV3lMU6rWEh0B33j2SLcQ2DmGsFdrBMp7t5fTLha44a\/Ph3KR24H4ipTM3Em4wAHhk3RGXFeM3DUOjqZwwxJkd5bYCOt3lgqhRrbWcNNaGsccF0Bh+WfIkT1KwG0bSCXA1QYEnxfIHyZPs4x5LXdYy43rOP3ebrA35WnWY1gzJkw0Tun+fS\/x+uWz\/UTjpVYSRTOSRmqCWNE6kxHmQvW9n6xmHMkAFviPjuvAHrTcMwtW7adoOJqxAgScBvyTHTMHgjN91Q14veS8tlxJuAbdABnA8Tp80dRx4HYqMPu6jq2SYj+KBygAyczcRg57THDXiesDU9PHpY7qruDxOtcS2wuGc3imyodREeMaLX\/ozaVZjKzgWh4FSCTAD4d1B1+5UTvatn9rUg4PiOQQGmeeAB5AKCvtbnm57nOPOST6lb4fC4sdmrUBGWLCDMRP1+q0rPwxvTpmZm+kTMa\/DkVvtt2ugzaKvdsD6RaWN5NloEieRmFqG1OgPTh6BVL0vVujg20mhskmGgkkycogHv5kRKgqVXPdMDUkCBAkzF9R0Mq737fo2\/i+Kd+36Nv4viqV6XqXcN6\/md6rG+fyb\/Lp\/sV3v2\/Rt\/F8U79v0bfxfFUr0vTcN6\/md6pvn8m\/y6f7Fd79v0bfxfFO\/b9G38XxVK9L03Dev5neqb5\/Jv8ALp\/sV3v2\/Rt\/F8U79v0bfxfFUr0vTcN6\/md6pvn8m\/y6f7Fd79v0bfxfFO\/b9G38XxVK9L03Dev5neqb5\/Jv8un+xXe\/b9G38XxTv2\/Rt\/F8VSvXl6bhvX8zvVN6\/k3+XT\/Yr4tJIbbM4tJDhBxjr1UrqlgPDkM5zoOmsLWMqicxMY65IjyWb3GA4\/O6QNOQXExWzDiq1MVHu3bHTlMkvdqJPBrdL9RyK9Bhdp\/ZaNWpRpsFZ7QMzAGimyQzSLuc4yY5tJ0yjMY0\/os71WvS9d7IvMZFZvS9Vr0vTKmRWb0vVa9L0ypkVm9L1WvS9MqZFZvRVr0TImRQ1H+IzpcePVbat2kqOfVfaQajbRDj+zktcSzllo9StBXqeJ37x\/NR94s1MHSrEOqNmBAnkS1x8y1p8F0KT6lNvZMT6EfInzXT1O1FQh002eJhadfnCkJHLFFmOp6RlX7VOcHg02+MOEhxEXvNR\/q5wxyEcTPLd4neKsNi4MZQKYGUyNbG1xfoPC2isHGYgzLjfu9F1re2Lw4O7phILjq7BcXFx1+sQOQ8zPOF6q94neKfC7OoYWdywNmJieEx\/uJ7yVFWq1a0bwzE\/GJ+QVq9L1V7xO8VvIoMitXpeqveJ3iZEyK1el6q94neJkTIrV6Xqr3id4mRMitXpeqveJ3iZEyK1el6q94neJkTIrV6Xqr3id4mRMitXpeqveJ3iZEyKzerFcQAM4meRkQZWtNReM2mQJxrAz9+FVrt7bO1EEkyNRGXXQGXDv0F1bw4ApVQWSXANBnTtB5kakQw3GkXsVcvS9SbNu576bqogMaXAkzFzW3RIBAJBAExJMBT1Ny121LDTd8sMvtdZcSG\/Kt0lwHvWftFEEtLhInjyiR3iRI1UIwtQiQD\/n\/CqXperT9zVwagDCTTcGkAOJeS9zPDA8Qua4e5VjsFfxfsanhEu8DvCCJBdjAjMlZbXpO0cPPu9QsOw1RuoPl9cl5el6t0dzVH0RVaWkFr3BsumKbmNdwiZezE5nCrs3btB0oVjoMMdqRI4csrDcRRdmhw7JIN4ggwdetu9ZOFqCOyb30WF6Xqfat016cXU3TD3OAa4loY4scXQNJGukEJt26q1J7mGm51ptJDXFs2gwDHIyjcRRcQGuF5IvqAQD5EgeIWDhqg1B4cOdwoL14q76kGHS0jBB1BGoK8VjKo92VFXf4nfvn81U23bW023H3DmVltT\/E+Pbd+a1u9BLHEsZIGs5Ak6Y8vU8s71SWsJHAK9QpB2UO0sm7N83G2pAJPhPD9xbi9clulgNSC1rhBwfdldTQ2Wu5gc2gS24MBFxF5iGghsXZdjXA54r4WtNOXnjH9lYxOHaHwwKS9L1TeXiRaJHAvIznB8OMwneO9kfa8+nKPVXfA+R9FV3f1KuXpevKu79pbJds72gZJLXiACySZbiO8Hq32lU7x\/sD7X9q1Y9rxLbjpJ+SyaJGquXpeqrXPJgMBJMABxknMCLdfk+p5Zyrtqsda+na4RIcSCAYIkEToZ9OaFwBg6+Oibo6qxel6oiq72R9vy+r+96dV6arvZb9s9fq+XqeWcz0PkfRY3R+iFdvS9Uu8dyH2v6IKrvZH2z0+r+\/6Dnh4fApu1dvS9UjVd7I+3\/b5Je72B9rz6eXr0y8D5H0Tdq7el6p9472B9ry6efp1x4Kj\/YH2v7U8PgfRN0rt6XqmarvZH2z1+r+56nlnzvHch9r+ifWh9E3au3peqQqu9lv2z0+r5+g54Gq72W\/bPI\/V8vXpl4HyKboq7evDTyHH52nSMH\/OiqXu5D1\/p5KxWe7u6PhHyT876w6efoOeIazWkskT2uRscrr\/AFPnBFmhSOWoQY7PPXtsEHpfpy0JB2u799PpNLWBokOBPikte20hwDrXAagOBgklbGp20rOJcadGSXHR\/wA91N7vn86LPvXId4\/2B9v+1e9472B9rz+r5ep5Zr1dm4StUFSpTBdzgysMq1mDK10DwXXjtpVDy\/udnuLmukMeJse57JAfGriJ1IiTxUlPtW00DSe14Pd923u3Q2xtMMbddcZPGIkfdxd7vZH2vLp5+nVBVd7I+3\/b5qA7EwHClGmgP3YA8AAABwAHJbjE1x96fJdBQ39UYyi0BkUXmo35XjcXB3ih0ES0aQVbrdrqzg0WU22OpvbaHjNFpawHxfJg5C5Q1Xey37Z6\/V\/d9Tyzk154qw7ZuFqOl1MHU3B+8S468ySSoxVqtEB3y7l1G0dq6jmOZZTDX3Tb3gILqj6sg3yCHVH9IMEFS1u2ldzrrWA3Od4TUA8QAIID4cMTmc9MLk70vWp2LgTrSb946cXABx7yAAeYss\/aK\/4vl6dVe2rbb3ue7wlzi4hogAuMwBwGUVK9F0G0gBACrGmCZKi2p\/jqfvv\/ADKpbxf+yf5fzU22P\/a1P+4\/+MqptcuY4DUhb12HdPj8J+St0G2Ye5UdzO\/af8D\/ACXb7t3yxuzmi8PkbQyuC0NM2MewsMuFuoM544XFbu2d7Xy4QII1HTkV9D3BsuzVdlpsrVKVMu2sh7r6LajaHdTMuyGXjU44LhS2lgQcQx0B82BzCO1MRfTSDOivOaXVSWEaK6\/fOx0mbKO4oVT3dA1AKVI6d82sHO+UahDqZh2AWgzKp1O0eyuY\/wD6Wk17qTGj9jTLRVDXMqEAFpphwLHAjLS2YyVnS7P7A4NcdrAuaxxBrUSWOcKJLDjJmpVF0AN7vIwVmzs1sj2bS+m7aXNpPqU2uaGPaSzSoXtbbYQWmSWCATceFJh2bT7bt5Mi5DxcvBA4CJiY1AvIMmR29NrfQurtftjsby4upVHNLiYdTpuEE7NrL+VCoP8AkOq92Xe2wVO9c2ns1MhsAVqFINJLq5aQ1k6NfSBgA+AZxmrS7M7vvtdtrI8AuG0UMFz6zajtMgCnSdww\/wAlQ3zu\/ZO4FVtZhqd3Qb3bH0pDzSYXPeAZd47mm3IIkzKgpYXZbwMNR3rfdEw6BJbAuIuLGeVr5ZyTWHadl+pUnZ\/f+zUW0r6F1RlQOLrKbiQKtJ4cHuMhwZTqNAGPHMhc7vHbO8qvfnxPcROoBOBAwIECBgQuk2f9DqU2sqOpUqgFBrnN7s30ajqV77shtZkvk4Nus2lWP1Bu9pLTtLHXGkLv0mh4Q\/aHsqOECDbSZTcZmA8nlHSZi8Jhqr6rqdQPc6DYukEgy06ZO1Ig9n3SA4ZRC6i9zQ0EQPDhx6ri70vXZUd1bvey01w0Mq1s97QFSoGCiGhrjAtM1HNnWDnKbPuLdwFJztoa6WtvadootydnqVCDAlkVGNZknLwJnW27bmHaCXMfIm2Q8J8Lxzi+tjEf2N3Mea429L1e7RbJRpPYKNUVGuphx8THFr5cHNNmBpwJ1mcrVXrr0XtrMD26HmIPkVA6mQYU96XqC9L1LkWMinvS9QXpemRMinvS9QXpemRMinvS9QXpemRMinvVraH\/ALOl5H8ytderu1hop0\/HIgxiJ5+SrVyGPpA8XGLH8D+QPxVvDUXOpViODBNwP+pT5m+nDpzEw3peoL0vVnIqeRT3peoL0vTIs5FPel6gvS9MiZFPel6gvS9MixkU96KC9EyJkXm2\/wC7U\/7j\/wCMqFEUgUlP3G9yLIFEUjVsUlWKe0vDbQ94ab5AcQDIAMjjgD0RFDidG9\/6FZYoJXkoisHRahJXsrxERAV7K8RZReErxEUbtVsiIi1RERERERERERERElEWQtXaj64FERFhbIiIiIiIiIiIiIiIiL\/\/2Q==\" alt=\"Ciencia al D\u00eda Internacional - Art\u00edculo 1 Biolog\u00eda\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS3vnC9MpVmtVi6ddaogfFfJVaETK91_wWALBF8_Liywk518hMHef7keznox18o0biI5Zo&amp;usqp=CAU\" alt=\"CIENTIFICOS DESCUBREN LA FUENTE DE NUTRIENTES ESENCIALES EN MAR ABIERTO \u2013 UNIVERSITAM\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSZytKJCMOTQBRTdXQhTnZTkF0AYjU6c3wkZ32dLi9PVGAfu7IgnGDq7VcgV0ah9NqvcYc&amp;usqp=CAU\" alt=\"Archivo:WhalePump-es.png - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los medios menos productivos de la Tierra est\u00e1n en la capa superficial y la capa inmediatamente inferior de los oc\u00e9anos. En el mar abierto, las concentraciones m\u00e1s altas de nutrientes se encuentran entre los 500 y los 1.000 metros, a bastante m\u00e1s profundidad que la zona euf\u00f3rica, capa en la que penetra la luz solar y que se extiende a unos 100 metros en las aguas transparentes.<\/p>\n<p style=\"text-align: justify;\">El peque\u00f1\u00edsimo tama\u00f1o de los productores dominantes es una adaptaci\u00f3n eficaz a la escasez de nutrientes, ya que cuanto mayor sea el cociente entre la superficie y el volumen, y m\u00e1s lento el hundimiento de las c\u00e9lulas de fitoplancton en la capa euf\u00f3rica, mayor es la tasa de absorci\u00f3n de nutrientes.<\/p>\n<p style=\"text-align: justify;\">Cuando las corrientes elevan a la superficie las aguas fr\u00edas y cargadas de nutrientes, la producci\u00f3n de fitoplancton aumenta sustancialmente. Las aguas costeras de Per\u00fa, California, noroeste y sudoeste de \u00c1frica, y de la India occidental son ejemplos destacados de ascensi\u00f3n costera de aguas fr\u00edas. Tambi\u00e9n se dan casos de ascensi\u00f3n mar adentro en la mitad del Pac\u00edfico, cerca del ecuador y en las aguas que rodean la Ant\u00e1rtida. Otras zonas altamente productivas se encuentran en las aguas poco profundas cercanas a la costa que est\u00e1n enriquecidas por el aporte continental de nutrientes. Este enriquecimiento, con una proporci\u00f3n N\/P muy descompensada, es especialmente elevados en los estuarios adonde van a parar grandes cantidades de aguas residuales y fertilizantes.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.madrimasd.org\/blogs\/universo\/wp-content\/blogs.dir\/42\/files\/804\/o_estuaire-baie-seine.jpg\" alt=\"\" width=\"353\" height=\"211\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Las diferentes medidas de la productividad en las aguas oligotr\u00f3ficas de los mares subtropicales y de las aguas eutr\u00f3ficas con corrientes ascensionales, var\u00edan entre menos de 50 gC\/m<sup>2<\/sup>\u00a0y 1 gC\/m<sup>2<\/sup>, m\u00e1s de un orden de magnitud. Las estimaciones de la producci\u00f3n global de fitoplancton est\u00e1n comprendidas entre 80.000 y 100.000 millones de toneladas, que representan entre dos tercios y cuatro quintos de la fitomasa total terrestre. Contrasta con el resultado anterior el hecho de que, dado el corto periodo de vida del fitoplancton (1 \u2013 5 d\u00edas), la fitomasa marina represente s\u00f3lo una peque\u00f1a fracci\u00f3n de todo el almacenamiento terrestre.<\/p>\n<p style=\"text-align: justify;\">La distribuci\u00f3n espacial del fitoplancton muestra zonas delimitadas que se extienden a escala local y global. La exploraci\u00f3n desde los sat\u00e9lites es, con gran diferencia, la que permite detectar con mayor precisi\u00f3n las concentraciones de clorofila y la que ha posibilitado obtener las pautas de la distribuci\u00f3n de fitoplancton. En las aguas que rodean la Ant\u00e1rtida se observa claramente una distribuci\u00f3n asim\u00e9trica en dos bandas casi conc\u00e9ntricas. La mejor distribuci\u00f3n se explica por el hecho de que se deba a corrientes circumpolares y a la abundancia de \u00e1cido silic\u00edlico. Pero las zonas de mayor riqueza de fitoplancton se encuentran cerca de los continentes donde los r\u00edos arrastran abundantes nutrientes disueltos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Qu\u00e9 es una CADENA TR\u00d3FICA y ejemplos - \u00a1Resumen!\" width=\"350\" height=\"233\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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EG6pl8xm3oZFoERn0nu9x1YmgcLgEZUtKxZbN2WLM2dTGfINNVK3MsHTI0VN1V17JrmDO6seTNNsfKBUsoQ8tzD5KRMxnbelsPwK5ayMt1cyEkSkKS65SCMxyjNzSsHpsSCFiptc+dT7j\/nbpzTa586n3H\/O3UULM4AkmB5mk3xNsbuo6bjc7Ujxe2WsXVAklGAHqQYrGntNabvLblbh1B0kGRB9I1\/Kot0Nc47wn\/EIgFw23t3BcRwAYZZAkHQjXal8fw5boUMWDLqHQ5WB6wfI+VUjhnb68qqt+z3hyyXQgEwwHh2mCJ1AkGr1wzHW79pbts5kcSD+BBHQgyI9Knqp2chYET7zVObDXENxEtXGK3+8UAaFBGxMKfo6TOhq6UVGWPuJdEEOdBmWMw1VtxPQ1HY\/hVvJyfJsuqEGApG2+g\/50qYqN48ts2Li3PCykfpHrU3wTyj+9tWGuXHIe8xBKgiVARRA+qND8abcP7bYa5dFo8jMYEnrsAfLXSs87T4i5aKgF1WA6tmUzIldumoOmlVri63UytcUg3LfeI31lJOoI9nurlx5c8rvxHVeLGTXmt+4NwZLBdgzM1wyxaleJYJ7oy58qnxALqRM6GdD8ap37Ou2q30WziH+WGisf+qOhnbP0I671oFdM1Z0588bjdU0xOAtvb7oghIAhSRoNI06U4RQAANhoKZcM4mt43MgMW3ySRoxABJX01j3U5xWJS2jO7BVUSSToKlXVVft7w64yC+i5+7Uh011TfMAOoO\/pWYY7EAvbuAw3p56kH2iJEeZ8q1HiXaw2MP3t+3la4W7q2d8n0TcmIJGpHTask4sGAckC2hJZVYAsgkmFZd1XUT5AVlyVeSxvmGv95YV\/rWw3xWaznCjlFTX7Ou0IxGDFpwVu2rex+nb1VbiH6S8pE+YqHsDlX2D8q8v6r+3+3NylKKK8zV5DJp1Q\/E8NcuLcFvLnFy2wzGBy5G3gxt5VMVE4u44Y5dAbyBj1ClR+Zyj2E19hXUSGHxfdopYZhcfMQ5B7s953cMVOqzb0I1ynU7Fjf4djnAV2QjOrRnOhV8O4J5eYApe0\/mXb6PWG4jj27staC+HP8m+\/\/wDNnA5tNXxGuvzY36ur2OxQvFBb+TzAC5lYj1BGkTDc2qjl11IEhqmC4jv3g8I5TckZst4PB7sGMzWiJ+qdtqevhcWbdsC4A6q+Y5tC0HuyeXmExPv3r1b+L7m2+VTcLDOmUiFaV0ltMrFWJ6qrQJIpFMTjFD\/JhgA7LoZJW5cAWGaZYG0w6RmGmlAzu8ExTM1yVz5beQu5bI6XMQx+gBAW6igxJAIPmezh8YWIQkFQkl20nNecqrZB3gAa2PcJkg0+bF4kKhFsEl2BEEHIHhG10WVgkEiJO5GUpnHYnuUfuyXZ9V7thCwSQRMg9J2MeoNB5xJMX3q5CcpcFSC0BFUMyOIIBJUw0\/SA6UgOH42BmdZzAyHGYEWrSggm2Z1W6CI1FyZEacHEYxEXIhZggkutxiSLV9oPMNc62hP8\/sIVOPx05e7AhvF3bkMnfuk6NykWxbaDvmMdcoLphcYLDLnBuSpVixOmRMwYgAwXz7bAj2V3Zw+LFpgzA3C6nx8pUMufKQoKZlB01gnfrTPCY\/Gzz2yZuIPAQAhSwHI1kczXzr9XfbN3iMXixdZgjQAyxlcqB3gy3AAflCVIMLqOYdKDy7gMcYAuwBmDc2rAq3dkHLoVJAMAZon0pxg8NixdU3Hm2CTo+uubRgU5gSyxBEZPIwUbuMxFnDM+Vi4uXiSwZsq5rr2zEyU0troYAPQCRza4ljC0G1AzEZsjER3t0LsdQ1tbRzbAtr1AB0LOMi5qutxSozn5vPzrOXlJTb18t6YYbD490tnNEi2xzkhgR3JcFSm8pc8vF06OuJYjFI902rZeRyBs2UuLZKr\/ACqzAAtsOu9T9BXcPg8b8mWuaiM47yROe3nj5MSCouQD1YbaRM3PnU+4\/wCdunNNrnzqfcf87dRQ5rLP2o4UWnS4pEPmkEDfQ6knaddPX0rU6zTt\/wAA4jexCtatjEWQCQhcKVbLGQ8y8pIBkGdTUipm4Mo0Go3OigDTXzGmg9tXfsLfxBwBGHCFlvMAGEKFIRjoDvqfjUQnY\/iNxSmRbaB5QvcBYKy6iFB2bXfrV67JcEbCYcWmcO5YszAQCTG3XYAVEhHdvi7KYv2zb\/mBlffoCB66gdTUliMQqIXPhHUeVdXrKusMJH\/NR5Gqnf4zg7Nu7Ye+rAyqqu6yNs3hGvwM9IAVPlY+H8QF0uAIyMV38QGzD0NeY7ili0yI7gPcMImpZj6Aax67Vn\/YnjxF3umaGaASRoemnkwiav2A4XatkuBmuNq11tXafXoOgA0AquNtnflaySqP+0LhCLewzIvK1yWtKsh2DqxMdSVNyfOheC2nHDcLdttmC3blxSG5LTpcm2W+iMzKI\/lq7cQ4Sl25auMzhrRkQdDqDBG3T20vjOJWbQm5cRPvMB8J3qJjJbU+62SRleL\/AGU4u1cnDYhGTyuSGA9SoIb8K0Cxeu4TCqt1+\/ujlQKIa430UAJknzY9ASaU\/fNy5phrTP8A924CloeuozP7hHrTnAcMyt3t1u8vERnIgKOq21+gv4nqTUzGTwZZ5Zf5InhXDMcLYVrqWZJZsihnLMZYlm5RvEAaADWpHD8Bthg7s95wZBusSFPmq+FT6gU+4i9xbVw2lDXAjFFOzOAcoPtMVUMHxi+MO2IF1rjWwWu2yBIUeIhABEa6CDoeulRllMfyru04\/aT2evYuza7gA3Ld0GCYBQghtfh+NURuw\/FHID2hAWBzr1mRWtYDi9q7h0vg8jCep9CNNTrXl3jmECk\/4i0NOrrI90zPpS445dplsmjHstwRsNhEtOVd7auocLByMxYL6fRkeYqquINXDs3bcYcly5Ls7885oYkjQ+Gd46TVRv7+6vL+q+MWHL5JE15XtczXi26YtMsXMyq3mAfiJqOx+NNnOwVWLXFUBmyrLKAJaDA91LcEuZrFs\/yx8NP7UniGtBmNydLgKgBiSyoGEKurGATEHY19bhl7pL93Ui07VAorm0RnzQmde85CuZcpA+UGacgJJg0v\/EqSRCEBQ2ZbqlcrMFVxpJta8zxCw3lTu7x\/DLM3DoJ0RzoM0tovh5H5tuU+VJ4rj9pUuMObKhIWHDMw72Vgpp8y467GQNJ1CPBOOG9KEAsisWKspJIIjKu5UgwGiCVNcYDtMLtxECLD5YYXVbxi+VjKNfmSCJET6VJfvixluNn0trnfRtE5uYacy8j6ifCaRPaDCgT3h8RWMlyc4mUy5Zz6E5YmATEUDfA8dDXFtNBZmuCQRIy3L4UZevLZOoO4pG72qtqiOVBDAmFcFgFCaZY8YLhSsyD51JY7i9u2I1LkAhIYGDO+nKYVtDG1KYjidlGCs0EsF0ViMzQQpIEAwQYPQztQQlvtTAuSEcp3jytxYyK1zLl0lhCAEgaFhT7hvHFu3u6ygMBcmHBhrbqhGwJBzSD6HQU9scTtOQqNLFcwEMNIB1JGhhlMHXXak8Dxe1cVdYZkzlddORHIzRBIFxfXWg8wfFQ6FnARlDShbWbcC5GgzKrHLmGh94pqvG81q3dEKDdZGEgghO8Gh9coPnrXdri2Etgc0IEBUxcLEMbhJ8MkHumaZJMSehK\/78w+oz6gkRlfcO9s9OjW3BPSJ2IkG9vjWe0lwW8we41sgNIDAuiSQPCzBRPTOJ60ja7RIwSFQBnygG4oKhcucsADkKSQVMENlH0qmMBi1upnX6zKfR7btbcesMrD3U5IoIbH8bCPkVQ3yZuA94i5lCuRkzEZvAATsM6k6VI4HEi5bVxoGExr1+8AfiBSyKAIAgDYeQrugKbXPnU+4\/526c02ufOp9x\/zt1FDmmPERcyZrROZdQukXI+gZ2nadINOLt5VgsQATEkxqdhVS7f8ctrhLy2b9vvRAKi4oeJEgaz1HupbqbTJu6WXhnEbd9M6H0ZToyMNCrDoQac27qtOUgwYMeY3FYzwXtsBlF1cmQfOqNRH1gPzGh6ir92V4+j2cqi5dKMQxRdgzsU3Pl8PZWXHy++6005OK4dnPbrGPbw+VDBuOEnyBBLfEAj31l+M4XcSCygqTuNoP5Vp3aXhNzGIqqWtNbbMM4BVpBEcjGIqv4HstxNWa21yz3RmDzEa78u81plv4RhZDLsZwYNluXFzP3oCZvqqQWPwnWrF2hxVt7gsK2Xu9TmtXHWTtDIdCBPxpz2Y4XirEWrmRkRSoug6kTIhd1PQjXbelX4GLQZ0vMJYs3eMCpJ+9Kge6q4y6NzaFsJZmHXvf\/HeM\/5bnT3kVLYN+H2tVtFT\/wCG4T8VUg+400s8SwN0m3eNrMPpJqre4SA3prI1B3A6ZrCa2r9oj6tzKR\/7x+BWpTd\/O0ivHGuJfNm0\/wAkhKMwgO+UkKFPNuOoFVS1bxF827yDv7RHPqO8DiQQc05QdCAqxHxq2cN4\/YaEYojEwIYFGPkD0PoQPSa8xHA8NmN225sud2tOFDfeHhPwqmePu+VfHwzjHYO6MReYWr1gqAy5CwMEaNNsJKlp1PlFLYLht7EYjNmxDhky3LinKsMCrhkQ82hiTBOnlNXjDX8Kl\/Kt43cRcGSZzEKJaDkEWxudRTPiHby1h37l7Vw3V0aMoWeh3nUa7VX2a7tRlfbO1g4Nwu1ZsJZVIRRorQep39a6dcKlxEIQXGkqp3MbxVNP7TUIEWcszGZj03+iKrjdp7l26zs6g51MnQgqRlXfRVGbTqWq15MZ1GV5I2O94T7D+VZxd2FWHgPaNr7FSAQVPMoMKQJ5jtH96r9zw15v1LKZYyz8q8nwQY1zRRXg2sl57LXJtEeTH8YP96c3MKtwuGB0dSCCQQQoghlII9x2JHWovsjc1uL7D+YP9qnLHjue0f8AytfV+ky93Di6MfENW4JhjPyY1DA6nZs2Yb6DnfTbmNeXeB4ZplJkknmeZPeTqDInvbk\/eNSlFdayKxPBrRtXbSDJ3qFCwkkBs20nSC7EDaSa6bguHJk2xM5t28evPv4uZhm3gxMVJ0UDHEcOtuxZlJJUKYZhIBJEgEAwSYPST50ji+D2rjhzI1lgCwzEKVU6HRhI5hryjXSpSigYYbhtq2ZRSOXL4miBtoTGaNM28QJgUYbhVm2ZRI0jdtsqp575UQTvyin9FBCYjs7ZbLkm3BnlLa63GnQ+LNddp82MzTgcFw4bOEhsxaQzjUs7HQHYm45I2OYzUnRQNsHhVtLlXaWY+rOxd2PqWZj76c0UUBRRRQFNrnzqfcf87dOabXPnU+4\/526ihZ0BEEAjyO1M8Vhh0yKoGpKAkRsQToI13Bp9UDxNWxFxrAMW1A7z+YsJCn+WCDHWddAQ0piscc7A4a6Fe3dfPdcKHQW8mUyXbKigE5QxkRrFSXYfsP8Au57mS+9y26ryMAOcE82h10MQas1nh6qttVZh3eg21EQQdNtto2FK43ErbQsdgKiSQt2cUVV7na+0Ov8AydPwprf7YKWgbSfwj\/eo98V3Fj4rint2yyJnbQAdASYlj0UbnrUdheB5yLmIJuNvzdPurtbHoNfMk0twbi9vESBrEEg9CZPx0qZJqer2tMuukNxjhqd3mRVDJqDA\/HzgwfcR1p3hbNm5bVwiwyg7CdRNeYDiWHxKt3Tq4HK0dJGxB1FLXr9uyozFUXYfoB1NDz0aYrgGGuDW2J6HqKh8NwfD2nyXbKFZAzEeEnRZ80bYE6g6GdDUjgu1WEu3zh0uE3QJylWGnvFPuJWAy5okgGV+sh8Sn2j8Yp1U33TqlsPg7dsciKvsAH5VVL\/Y4YjEtiMQSJGXIpiYGUNOsaTr4temgFj4Vd5ShOYpEMd2QiUY+saE+ampClkvlSyXypuJ\/Zxw9kYKLiMdQ4uOSp0OgYx08qYt+zlQLYF0tlJzTAEfRgZWOmu5186ufF8X3Ni5d3yIzR5wCQKzXh37QsSbr3GRe7ZVCozQFZVJYqN9SZM9IqmUwnlTL2S6rQuD8ItYaz3dtQNCSRuSZJMnX3dKpF5ulXfhXGLOJts9okgaE5WAzZZIGYCd6ogryfqt1MZPyryfDmiiivDZrF2YuRej6ykfkf7VaLHjf2j\/AOVqm8IuZb1s\/wA0f1cv96t4zKzEKSGIMgj6oHX2V9H9Ny3xa+1\/02w8HdFId8\/2Z+K\/rR3z\/Zn4r+teltoXopDvn+zPxX9aO+f7M\/Ff1psL0Uh3z\/Zn4r+tHfP9mfiv602F6KQ75\/sz8V\/Wjvn+zPxX9abC9FId8\/2Z+K\/rR3z\/AGZ+K\/rTYcUU375\/sz8V\/Wjvn+zPxX9abDiim\/fP9mfiv60d8\/2Z+K\/rTYcU2ufOp9x\/zt173r\/Zn4r+tJqGLhiuUBWGpG5KHp7DUWh5UJfvNYvOxUtbuwZUcyuFC7fSBAGg1noZ0m64dARBEjyNWDAcbwvW9bU+TMFPvDQRUH22xyvg2uWXVgjrmK6jK3I2o+8KsX7vt+RHoGYD4AxTbi3DlfD3bQnnRhqSdY039YquUtlTdMWRyY6zoT0\/DWvWv7mSfL8Cfz\/CmK40ieWJEHlO3ntuDrTVcY2ZgQenQxECTqPSa4NZMva0f9mSl77tJhVJ97EKPwU1o2ID5eQqG\/mBI9RAI+NU79lGGP8AhWvEQbr6fcTQf+xerVxixcuWXS2QGYQCdOuuo20muzilmC8mlC4VesYPFXLhuoEYNyK4IgSxM75FKtBIHv61jtX24GIQPh2a2QcpuupgIdyAuZl6dJrSsP2KwZsql+1buXMpVrkQxzTIDbwMxA9Kotv9l+Iw2IJtMt7DNPI8d4o6Ag8r+3T2VbWo6eHLCXvq\/Cz\/ALMezWDs2f8AEWbwxF26Oe\/r7SiqdUE7g6nr0i90z4dw+zZTJZtpbUmcqKFEncwOtMu0XFDZtnu1LXCOVQrH2kx5VNsxm6y7zy\/NLpZFts7OqoAymdNMwZNT9WXHvqH4t2wtJpai4frScnskb1UblvG32nur10zu6kLt\/NCj3U8wPYvG3PnmSynkpzPHWB4R8T7K4svUc3J1x46\/Nelj6X0\/H3y5y\/iEu0N7inErWXD2slnZh3iDO41IJOpXbSKp1rg+LtsyPh7obIWPIeUDqCNxrGhO9bpwnh1uxaW2k5V8zJJJkknqSae11Tj3P+V7eRzceGWduPj4\/hVOw3Akw2EnIVe4uZ5Zj0OXQ+EwdQKrQrTr3hPsP5VmIryfq3nH+2ec1oGvK9NeV4jM9tvlIPkQfhrWiJWdVe+F3M1q2f5R8QINe79Ly7yx\/htgeUUUV7LQUUUUBRRRQFFFFAUUUUBRRRQFFFFAUUUUBRRRQFFFFBzlHlXmQeQruig8ArwmK8J6CgL1Op\/5tQGvsH413RRQJ3nhSaqfGe0txGyW8pI8RIkD0HrTvtVxnu17tDzt\/wCo\/XyqkV53qvUWZe3Gufl5NdROfxXivNP6f968\/ivF+af0\/wC9QdFcf6\/J\/wCqx\/Uy+6b\/AIsxfmn9P+9LW+0+K6lP6agLQpe3vXNzer5ZdTKr45ZfdNt2jxJESv8ATUOa6rw1yZ82fJ\/ndrW2uTXlemvKyqDyKuPZp5sAeRI\/Gf70UV7H03\/t\/prh5S1FFFe81FFFFAUUUUBRRRQFFFFAUUUUBRRRQFFFFAUUUUBRRRQeE1xqfQfj\/tRRQdgV7RRQeVFcd4qLKaaufCP7n0Fe0VlzZXHG6U5LqM9xFxmYsxJJMknqaSiiivDvlxCKINFFRfAWUUpaFFFefk1juiiiqpcmuaKKrR\/\/2Q==\" alt=\"Cadena trofica\" width=\"411\" height=\"231\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTrW50bQWzSuF-tfU7-AK8dswxIvH-fphJBGA&amp;usqp=CAU\" alt=\"Calam\u00e9o - Cadena Tr\u00f3fica\" width=\"325\" height=\"459\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS7bcKfrruEahco5_IFk1YzCySY7V60Q-_wQg&amp;usqp=CAU\" alt=\"\u25b7 Cadena tr\u00f3fica \u3010tambi\u00e9n conocida como cadena alimentaria\u3011\" width=\"409\" height=\"455\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">La vida necesita un aporte continuo de energ\u00eda que llega a la Tierra desde el Sol y pasa de unos organismos a otros a trav\u00e9s de la\u00a0<strong>cadena tr\u00f3fica.<\/strong><\/p>\n<p align=\"center\">\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Conociendo el fitoplancton. La importancia de estos organismos microsc\u00f3picos | AlgaeSense\" width=\"330\" height=\"165\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es Fitoplancton? \u00bb Su Definici\u00f3n y Significado [2021]\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/ecoexploratorio.org\/wp-content\/uploads\/2022\/05\/plancton-micro.jpg\" alt=\"Plancton y la Bioluminiscencia - EcoExploratorio: Museo de ...\" width=\"632\" height=\"379\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">El plancton es el conjunto de organismos que flotan y derivan en suspensi\u00f3n en aguas dulces o saladas. El termino del \u201cplancton\u201d provienen del griego que significa \u201ca la deriva\u201d o \u201cerrante\u201d el cual fue acu\u00f1ado en 1887 por el alem\u00e1n <strong>Victor Hensen<\/strong> para describir a los organismos que derivan con las corriente marinas y aguas frescas.<\/p>\n<blockquote>\n<p align=\"center\">El plancton es el conjunto de organismos, la mayor\u00eda microsc\u00f3picos, que flotan en el agua del mar o en los r\u00edos y lagos.\u00a0Existen m\u00e1s de\u00a01.000.000 de especies,\u00a0entre peque\u00f1os animales, microalgas y bacterias que crecen y se distribuyen alrededor del globo para llevar a cabo importantes funciones en los ecosistemas.<\/p>\n<\/blockquote>\n<p align=\"center\">\n<p align=\"center\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/institutodelagua.es\/wp-content\/uploads\/2024\/02\/plancton-piedra-angular-de-la-cadena-trofica-marina-y-su-vital-importancia.jpg\" alt=\"Plancton: Piedra angular de la cadena tr\u00f3fica marina y su vital importancia  | Instituto del Agua\" width=\"625\" height=\"417\" \/><\/p>\n<p align=\"center\">\n<p style=\"text-align: justify;\">El fitoplancton es la base energ\u00e9tica de las intrincadas pir\u00e1mides tr\u00f3ficas. Las cadenas alimenticias en el oc\u00e9ano, generalmente, son redes complicadas. Una gran parte de la fitomasa disponible no la consumen directamente los herb\u00edvoros, sino que primero se almacena en dep\u00f3sitos de materia muerta que, transformada por bacterias, se convertir\u00e1 en alimento para otros seres heter\u00f3trofos.<\/p>\n<p style=\"text-align: justify;\">La gran producci\u00f3n de fitoplancton puede alimentar grandes cantidades de zoo-masa. El kril, peque\u00f1os crust\u00e1ceos parecidos a las quisquillas que se alimentan de diatomeas, son los organismos m\u00e1s abundantes en la superficie del mar; sus densas acumulaciones pueden contener hasta mil millones de individuos y su producci\u00f3n anual de zoo-masa quiz\u00e1 llegue hasta los 1.300 millones de toneladas. Esta prodigiosa cantidad de zoomasa sirve de alimento a focas, calamares y peces, as\u00ed como a los mayores carn\u00edvoros de la biosfera, las especies de ballenas con barbas que se alimentan filtrando el agua.<\/p>\n<p>&nbsp;<\/p>\n<p><strong>S\u00ed, es mucho lo que no sabemos \u00a1Nos queda r\u00e1nto por descubrir!<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V\u00e1zquez<\/em><\/strong><\/p>\n<\/blockquote>\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%2F2025%2F05%2F30%2Flos-misterios-de-la-tierra-5%2F&amp;title=Los+Misterios+de+la+Tierra' 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; 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padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=Los+Misterios+de+la+Tierra&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F05%2F30%2Flos-misterios-de-la-tierra-5%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>Encuentros espaciales La m\u00e1s destructiva intensificaci\u00f3n temporal de los normalmente suaves flujos de energ\u00eda geotect\u00f3nica \u2013erupciones volc\u00e1nicas o terremotos extraordinariamente potentes\u2013 o de energ\u00eda atmosf\u00e9rica \u2013vientos o lluvias anormalmente intensas\u2013, parecen irrelevantes cuando se comparan con las (en el pasado) repetidas colisiones del planeta con cuerpos extraterrestres relativamente grandes. Que por ahora, nos est\u00e1n respetando [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26598"}],"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=26598"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26598\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26598"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26598"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26598"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}