{"id":28164,"date":"2022-06-14T17:48:00","date_gmt":"2022-06-14T16:48:00","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28164"},"modified":"2022-06-14T17:48:00","modified_gmt":"2022-06-14T16:48:00","slug":"los-misterios-de-la-tierra-6","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/06\/14\/los-misterios-de-la-tierra-6\/","title":{"rendered":"Los misterios de la Tierra"},"content":{"rendered":"<p style=\"text-align: justify;\"><strong>\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 \u00a0Encuentros espaciales<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong><\/strong>La m\u00e1s destructiva intensificaci\u00f3n temporal de los normalmente suaves flujos de energ\u00eda geotect\u00f3nica \u2013 erupciones volc\u00e1nicas o terremotos extraordinariamente potentes \u2013 o de energ\u00eda atmosf\u00e9rica \u2013 vientos o lluvias anormalmente intensas \u2013, parecen irrelevantes cuando se comparan con las repetidas colisiones del planeta con cuerpos extraterrestres relativamente grandes.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"As\u00ed quedar\u00eda la Tierra si cayese un asteroide de 500 kil\u00f3metros de di\u00e1metro\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<a title=\"Simulacion Impacto Asteroide de 500 Km contra la Tierra\" href=\"https:\/\/www.youtube.com\/watch?v=2Js-7h3XKZw\">https:\/\/www.youtube.com\/watch?v=2Js-7h3XKZw<\/a><\/p>\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 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 podemos 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\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.xtec.cat\/%7Ejtaboada\/projecte\/La%20Tierra%20en%20el%20Universo\/images\/Marte_Ceres_Vesta_Asteroids_Size.lr.jpg\" alt=\"\" width=\"500\" height=\"393\" \/><\/p>\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\" 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=\"765\" height=\"504\" \/><\/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. 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<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<a href=\"http:\/\/3.bp.blogspot.com\/-tSiWRUboOuw\/Tag-XW0D15I\/AAAAAAAAA8s\/bOxBbgjROYk\/s1600\/SN1994D.jpg\"><img decoding=\"async\" id=\"BLOGGER_PHOTO_ID_5595791107989690258\" src=\"http:\/\/3.bp.blogspot.com\/-tSiWRUboOuw\/Tag-XW0D15I\/AAAAAAAAA8s\/bOxBbgjROYk\/s400\/SN1994D.jpg\" alt=\"\" border=\"0\" \/><\/a><\/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<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 roentgens son setales 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 style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/fc02.deviantart.net\/fs33\/i\/2008\/289\/0\/1\/LHC__Aftermath_by_darth_biomech.jpg\" alt=\"\" width=\"614\" height=\"491\" \/><\/p>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La imagen de arriba corresponde a un suceso que ninguno quisi\u00e9ramos que ocurriera<\/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 style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" src=\"https:\/\/media.giphy.com\/media\/LPNoH0bVu6zGP7YcKI\/giphy.gif\" alt=\"La F\u00f3rmula de la Fotos\u00edntesis Explicada\" \/><\/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 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"ORGANISMOS AUT\u00d3TROFOS: qu\u00e9 son, caracter\u00edsticas y ejemplos - \u00a1Resumen!\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Organismos aut\u00f3trofos<\/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 simplificadisima 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 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.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Clorofila - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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4LfzWgx0jQTz\/ALa1PdxsDQRVLEkz3YhcvwlTHM7jl\/eqN\/HsGKlQWH\/E\/mhEmaB\/KZfip6jCYTF8MwhSGOmYAdJ8UaEeR+e1CuLcVtW7jW3RiyxMERJAMwddgI31rz\/WMxhIXTfYGTzHsfaaXe21yL1tgQS9oELOaWzFQQDuBA9dOlewE5dN3BZtTfFcWuRcGGRrQbQsfE08mTTKJHIGdBqJqkHFi0xY+LLLsSPECDoZEaQfppyqbB5RaRwyk5iuVQdIA1E6GSSJJB0G0QFj\/wAlcbTKuHt5gSoNwk789uRbT2HpVmNS7BAIs70IlcTxRuXC53ds3oNlH\/xj\/wCVTcM4lAynafqdB9AaouIUk\/E2n8\/TT38qicQAvufU\/wAD967JRSvGEVBFTo\/ZG7bLzmFNz4fXeuI4HFOhzKxEa+\/L9qL2u1l8CM5qDP4TObBghKhq3aj5fcVC+Hn8\/OtXPKsCftWc9zxlWzZ1\/Opo7wrh1xwciExVSzbrpvAFRcOGtrJA18zFK8jKVWxAInP+I2XtmHUg+fpVRH1HrTr28uI2GV4AadBz8654LpoMLF1szJ0fsuhWwzxqVU6a+Fy2um223lUeE4kyMQfGjHVdRMa6dDtqB+1Vuyt7KqgglGtqXifDAXxHoBMT50RxPDXJ8GqE5l1JAnYqZjYDXnAqWyHJMNSSuoQscXsswIVyx6wdTvrJ+1J\/anjFy1i0uK6kWmIVFnwCYYPP6nB3157aCjeLa3hh3l0jPEqk+I9N9l8zyrnmJLYjEgMdbt1QWiILtGx9fzWqPHWyTVCExNbnRsA9vFIb2HyspAMPoVuCTqGHiADHnBkew\/Fq+AsXLyI13EFRlCKH7sTOZwJhI3jU6bamgHa3iTW2XD2fBbUBVEgADYST57k+ZNVbXFHw+a4l25Jc2gjKGzKqRdYXF8BUXNFykk6bUGPFvmBr0LgchcVey3F+6xa37jEglhcPOHBDHzIJnzy9aeeI4K4bpvZbVxe8F0khM10MUBUGPGhAGg0hiaD\/APkHA2zh7OKQW1a48OLYJNwugfxuDlBXJqsTLE8zQThnH79komHuXAvg8FwrcBu\/qyKVhVZuUT1mug6fXAyJo9bhMvKdd4FgyMOiqoUXM7spMkEuYGbmFQAbddOVE7NpbrkjMYGVTPnqSPUt56j2T+zPaFbimxi8wuqXKs3h8ROZUKZRk1nqJzDSnzhSsgBgFeqkEH0Mx0rlZcLfVAfqGgEx8GQrIwlSp6bjVZ67fSuR9p8NF1yAASxPhEAGdAo5CCAB6V17jnE0RGEgsRGmsToZPWJrlva9s7NB1A1PUaa+x+\/kKdjATLxU6mZKuJeJYagfCSD76n5a\/I1thWDDIfi\/RPWIKnyOnuBXjvIPsG8t9fXf6jlVO+pU6711wLFRVSyJmR8Xn9RHX850S4RjDbaR8JIJHRtNR58j1HtQxbmbXnz8\/wC9XLCZvLz5H1\/q+\/3xwCKMW3U63dU4tExCZWUgBlUwQT8ep2EbDprzihDcLbORl03JP0BMagDQCgXZriV7CmVPhPxKdQ3qOv55072O0HeJItqTz1OnTwzJPv71xs2Mqxo6nuYPZkPBuGottrtz4T4iXWNDply6EyZgb79aX+KYjvb5ulQy5lyoZIKoQFViNxpr5zRrGXbl2A5ED4UAhV\/9eZOvp1qNLAy5e7X4pzR4toC5v+POOtLGQL1uEPloQitlEs2wVITLmIt8s+ZzlmeZj0FV+H2lH+4wXwsPAWyltTBEDkYJothbYuWVHNRlP1g\/KflVS9hoXfxToI0gLvM9anH4jcaQRREMYkZwLiRBE9fUH0JNU+JZSiEqWbMFlZExqQY22I8oqHhDOnh3Tmp6ydQeR2q3iuI2bUKUMwSQsHU9Zgz\/ADTPpI7Eg\/7EZytbMFYPCI174YMaLOYhSdFY7mRJHp6yB7XWGxGKKJLZQtuBMNBnTlEswny6bNdriSsp7tWQkjMTqcscjyP7cxVK5h0AUiCeemqmdpPXyqnEhT8OzJsrgDUSu0HEjYUB7VtXRO7VF2lZ8TiYJzak+XmY53ftuzNcuEsSczE7knmf4rpPbDgig98JgmDOuQ8j5jypPxWEDEqCNPyT+\/pFdLxuKrrv3MxOKi+yH4uXL9v5\/wA1GUj3\/PrRC7bjfl9arZpP5rVoMeDIiukVERUrHWtSDRwp03tHbCsrjTNofUAa1QR\/t9qk4\/jBccBdln3POqVttvX71x8aniLk2AMEAbuEUf8APajHD+0j2FKIQRpofQClk3oH5714jzP56\/WmMikfIR8L8W4hcvtLn2G1UUw9b4cE0SsYU86QzqgoQOJhLB28+HTKsFQFJE7gmCZmCRGw5Vc4Fwu49s5bhRQxXWQu24A3Ou0e9adn7fxW21UkPlkjNl3Gnl+9M+OtBFRE2TSJIgwZP9RM7HSPSpDmChv+7molG4B4v2aNwEpiQXg6OAswGmDJg69I9JrnXEVuWMQpKEXLdxSFJkzmlRznWPXqdK6NiiTmCgwBm1k6EjUiNvEPbpXt\/Af6m7h8Rkz3LVwBpGVGTWDLMAxU6wM246RTvG8i9ETdEypxrgVgsL9wO+bXIGhR\/SxXUkbHUVVtcCs3fFbV7SnOijS4i94vjVbdycuhGqkRyqrxTEYvD4nKGVFfN\/8AeE2iQrSZykcokc49xjdpr5TKpgujpcGRQIYqwZMgDBgNCSSPF5iRXHlr4tr+IskXNP8AyDcS1ZXh+QvcBW4LmZgiTKyqjR2IBBJ2zHSRoo4Ww4M7RynaDBnTr5fxXSsXYttZwxu\/FNwHrlhJ+TR8+sUF7SYW0CMgnaJBYEbaRvvA3kaamau8bMAoWv3jC1LAvD1bNLMNzJYkknQksdzJOs6eKdYmmvh\/ECBAJPIDSd9sqmZGpIgfq0oFw3CZgWH6VDt8MlRAY+IjNOZDH\/cRIMErVsswjQmRK6gmIMTuQIEk6goZ0NbmRX7izk4xj4YwjPcQsA2UmWgGAYzAg7HSd48qR+JY8G84UkrnY2y0AkSYmNNQPYzTHjbptYR2CHMXyq2wBdSAoHXczvox6GkYLPh5bA\/T+1L8fEtlv0ni9zW\/ag512gSOg0\/ePoelRrh88A7fpP8A\/J8vt6RV8IQfPnzn+Rr9fOpLWG3IGkHToToI+f5zr50IHOCsPZZTqNNiP28j50XsYc7jUfbyI61dwOCnf0B6eVTG1laB+ClvkuLZ71JsCCNxI+o9J0I8j7RvRnBWgPEuh8vyR9fWqOBtz+fkUbtWoiudnaexizuEMAC0SJo0MIG1gCeggD0GwqjwlBpTNhrQiveP4y5JaqCC7doJ8I159COWleXLlvcyPrV3HWxS9xJRSfIxBDUI2BJsfxS3bXwEA9WjT2pYxfELcE+M3M25IiPMRmzTzipMfEdfQgfzQG8BMgR9a3CgIk723cZOzuNzl1Oh0InTTnTFh8EzCQInmd\/auecPY98kMZnT1rpi4y4iy6A6fp5etUswShF\/SBO+ot9t+HMMO0DNJG3kZJ+n1rlOIxWrQsHY+3Wu0YfjNrFA2zo0HQ6R\/Ncy7YYBbOIYLGutO8bJbFSNzQFQkCAmwmdJIofisLk05\/b+9MGGfTXeqmPw86irUcg0YatFphBn8Ned3NX8ZZ5mqVUA3Ggx0v29Z66\/zWvIjqPtWC5K6br9vyarXblQBYNzHfX61ewduSKHWdT6Ub4WuopWd6E24YwOEAorYwpNQcPEwKaeF4QGuYqtkao5RAi4ZkIYbjUUxZhftkpo7ABuoI0kD3NWr\/DhG1AMUrWmzLRZfHKCjNIm2HwIF2XQMokeISpJhRA9ee2nvV0nKAjsCysGYgjMsyF356sdtPeoeE8SL3IDsQwKkblWic07\/p+tBMbh3R2bXSTMQYk7DziKRXxpTFWB1GHiVqzdXursZSJIcjcxkKk\/CRvpG53mguC7PYbCK126Q5k92seHLMhip01130GvWoMBaN4sjFp0PxAAKc2rCNNtGJ5HoascUvrirAvWXBCZ7ZBIAcpcCg7TJWD6MapxluBJ1\/EEnlupGeO3JDFbbW3JABAKjKIMLuBz1686pY3hdu5bbEpbQFC82SCLbIBrG0FPCTlMCJjcEdfzXHgmXgAaCSFAAA01IVPembglsrbZmX\/byXFkkQCfCAVnUsWI+c0eNyGH5wRvRidggLahspIXochOw32UksTMGCwG1FuHcOFu6wbKyhtYeZWQchZYk6ZZjQj+ipbfD1ywfCVPiMyrA5QZUmFy5Lm24Inkaocc4miju7NwXFIALgEZiJGoI3iNtDm6TNZYsaES4qUe2N9LjLkaVAgCCIcyDvvC5RPQnmDS9YT6nT+fYffyqe\/ezn6D86nU1sluTHt7cz86eg4LUEHUsYbDSBpvt6f5k+1E8Ngas8ItDLmPoPz8+tXykCkPk3UEWTIcHhwF085qtirEHT5H+avLcA0+dR3GBpYO5hWjcj4VhXdwiAk9Og6k0bxOEuWgM40PQyJqDs5jktO2YwGAE89DV7tDxO04CIcxkEnWFAqXKWLVWo5Kk3DsVtTDhsbpSZgAxMIJ\/PpTFhMLA8R9thprXkzHH1KlNy1jMXNAsezNyPyNHFuLHhj1AodiL\/jGQEtm0OpJ5RliOp50GTIchmsDFriCnofkaEXrdPzYQgf7l1beYxAk89jsCZ6TyoNxbhZDBTbBzfC6bHST4tNfWm4vj3FOKii7m26sP0maeOCccOIIRiAI1A3pP4ngz4u7JdOQaA4Htp8qDWjcVpRip+R9KqZEyL+cEMGHcfOL4KzZuNeDhW15\/tXN+0GPN26XJ8hVjEi5cPiZnPuTVDF28uhBHqIp\/j4+GybMyhylX\/UmYq\/beRvQtxrUmHuEaVUy2NRhTWpNjbebagV6yZNMSNPrVK7b12rUYiaNRy4N2NxLqHdktSPhaS3lIG3pQntNwO9hCDcAKEwHXVfQ9DXVbd6q\/aGyl3DXUeINtj6EKT8wQKkDnluc1fJblvqcfs3taN8JvUrYMlo601cG4dcMGDFD5KgCdGoz8Kua078FviBSXw7AGRrTNgsMyjeuZjfg9xqtYjNdvjLSxxy4Na2xmKZBrS7xLHZqfnz\/AFNTxMHX7zI+ZGKnqDV\/AdtcoyX0zgQA6\/FHmOe3SaDYu7ANA8U\/5+aVmHEG7iiajbx3jwvKy27iW0b4lXR3A2Vs0EDyAAMazVLs9fNiV8L2m0e2SApO6sGB0YddRrrSldUEGq\/dDpVy4KWgf2iORu7nSrvGcGmWEYZdizovp4mnTYar9qG8W7ZWhAtiQp0S2CqzOks3\/tJGb4jSQLY\/wP3rDZJ5R+fX2ry+MgO5oYiXOK9oL17QwqckTQQNsx3fYeWg0qsXJ0J0A+p3rEw4EToOg3NSBZNUAKBQEwkSS14Rm57DyJ5+o0q5w1J9Pz896rtbgKD5n\/PtFEOFpJA8\/maW51cAmHsOdB0H596kdzHmfwfnnXltem1ZcqJjPDqVrrfn2\/mq7OatMta3E0\/Pz\/NYDU8JWVyaLcF4Y95wi+rHko86pYewSQOZp44AVt23VdSoBMCWMySdN9QtEx1HYwDJrduzaXJqcvMGMxOhn0qHEYcOT3bEERClh4tBMHkZJ30NRKGuPE6zH8c99d+dWnwmWGCnTcAyTG\/z\/DXKfJ8utf8Ae5QBBNnvC2UJJBI0IPwnK2xgDXn18qMYHDMiFiQbjbAtMICAYjaToTy0qtxp1sBnWAXbM3XNoDMeZb3JqPg2N71e7kB1MrP6lOsa8wdY5+1OWwSAP7nuQBozTHO4YliRPKdtto5fLepcN\/v22sOwaRliPhkEqQQdCCdo1HrU2Ktm4hUrLqQAPNss7g8tfaqd3GJhFL3SQ58KIsG5\/wBvE0Rz1I2jnXsYbkKEFu\/yiJh+JkGJEDSBJIJ5TJ1\/irD4VbuqwG0kHnO8j+w\/eqyYTPctpat3C7KN4+PKWfJoPDGuXfzNH+GcAxCmTkXUGC4ze8A\/tVzlV2DRkhRu17nuGwq21hRHnzPqao8XwaXEKsPQ8wfI0fxmEdPiEdDy+YkfWheOIVS7aADWkoWu\/c5TrkV73c5hfQqxU7gkfKvbQqXHEs7N\/wAmJ+ZqJK7W6n0C3QuXbIrV01rLL1LNBuHHvhfa7CXEDG4tsxqr6EfzQXtj2wttbaxhmzm4IZxso5hepO1czmjnZ3h7P4omtbGifIyP\/wCZEPKHux\/DUZ5ce1PVq+qnKAAKTeHpctPmI0pit461oxOvSud5Ks5sQxcaMFZXRjpU9x9dDS7iOJ5wvdnSi+BujJL6GoHxsYwN6nvFb\/h1pZ4gBuKIcYcnUHSl69iZMU7HhJFzHb2IMxt6TE0OuGOfzq7xlI1oUqs5yqCSeVdLEgq4otckG3v9p\/mtlA\/IrL+Ge2AHQrO0j02qJXp3fUWZNPStchP9\/wCK9Rx+aVIrjyFbMmhXXr5n+K3QxqN+v8V6Yr0HYfnKhnrm9\/eOkD5aUT4WNR6ffUULLjN1M+39\/tRLBvE+n2pWTqYYdtPp+fnSt2H5+elDrN6CPX8+1XrVyQKn4zVmBOdeMn2\/vUxOlRXrm9AV3NbUt8IQSWPL99PtNW+H45rdzvAJX4WUgiUMbNETQ+zdy2weTZj6hTH7VWtYsicuYEiDly\/CDMHIpJ2HlpWLdmFjeOtsq7Ble3kA2LZWWddVO0n\/ACaq8V7QW7YyWv8AevZTkVJIBAJljzgCYE6A0r4pimdSA2Zcmh0afErKSJIDBSYEHKQelCMq94qsG3CkWwM0SRA1jNrprB16UK+Ml8v6lAyGOPCs+MwoObXMVdm0JIcsD1BIYbedeW+ARot0Zh1SB5bE6e1a47EXMJhrSr4CqwVMfE3jbMvqar4nj14z3KKSQMh7pxcuaHP3ayynKVaT5VMVcsSlVZ7njxvfcYXstbs5bl1wWKgd23jIB5Mdv4naguI4XgrhgC4XO795JBjMZzAj5DWRtV\/jOJL4ZCXBIW007sc6qSY5Ayfl8xBJTwOokiPi8SFTB8KnQmIg8q05GXSmaxl3h3Alwha5mz5gFQqoDKuuYanQ\/D+qPnVW5i3MconUDUzrqecUw4cl8MyMNZ8M6aRJiee9L2JtGYCkQNecnWTrtM7TyrbDNyf2Jjr1UK8Lvd6jWidxoehjQ\/OkHiDXLhyMSTMR5jTanjCE2LTXDozDKo6k6a+Q318qTS\/\/ANVqYkg\/P+9P8dgCa\/SCQLF9wpgOxSd2GuHU6+QoV2j7N2kWbZ16DWna9c72zkQ+LbShWE4KULMzZp68qJPIe7Zv0m3OWFipg7ipO9r3tG4\/1DxtNUu8rqdqDGXA6akV0rs1YyYcFRqa5rZPiFdZ7EMO6ltooPO\/AIGT0JLZtORLLoaT+0LFLhAOldNTEK3hApT7TcHttcmYJqDxcyhjcECoC4JxZkYCZFOuKxLOisp+VIeJwPdH7UwdlscYJbUCneRjV15LNIjJgbbMhB51rh+F21Pi3qPBdoFL5YgUUv283jGxqMs6ihBAEAdreHKLRZaX+weLtrfKOF8QgMxjLFNvaSe4Irmi4ViT61Z4454yrTCtxz7c8RDWBZdla6HJUrHwctqTRV21gCd6trgYj0\/mnJxxrxEHjUFqD+e1TJNXGw0ViWKLmIBIlbWsZjp+clonawsxWr4Hb1\/YfxQ\/VEzUp4K2WplwXD2I2615wPhuu21P3BeDBlk1Hkys78Uhpj5xJu4Eg7c68QZaceNcPCTSpxAQfz1pSZGvi3c82PjPbjfc1Wv61ly7p7\/tXneTTgYJFwxYsBsNbMbTPoWYH9Q5wfaqGJ4e7GBLMNQFg6AE6KSdoOo6Ue7MMXsBFElWZY\/7Qw3MbnnRJ8NbT4mZjMHK7KupBMQfEADB+1JLFCTceuMcbipYwneCDcPhXw89yPCIMKPExE850qXFdlbjL4ATp5AbzuTAmT9Ka8NhLLuWU5GkyBGWdtBHTpRriFqLcDkKFTkdWZDoRq4xW4tcP4dFi21+2HuW1jIfGIUnKSFnMSoED71Ph8dezKjIMr9QYAJgAJJgROhrOI3mCLcQkmFUgGNU+2uvvQftLibi5CDC3LZUnKonWS0jaZA9AakLszUDUxtdQxxW1bvW1to9tAHCa+FS2XwpbPrsNtNBQLEcPe3\/ALt65btqkAG4QgIUQBtroBsCfXkO4xiWs8OdlzK3eWjaeRAcPPh\/VMBjtGnrSBwLhb4i+tlf1ZizEwFUasWIk6fUwOddHF465E5saEH8W498Q7QNiL6CyxS3bBZC7MC77sxaPiacqzHL\/lV232huMv8A+It\/yZTP\/wCjRy6RUeA4RgbMKQ91huzMRJ1nRYAE8vIeVF7fCLVy2e5BBnm0qZBABPLnvNBkfEdAa9amiydGLbY+5cYtcuEmQOkAawAGEbjlQLtAct8EH9KkddzHM+VMdvCZbmXKD4iuuZgSSRMoRJHkIkCgHaIhsTcj4VhB\/wCihfuDR4iC2vtFgfO4c7N9phbUrcUz1FUeLdonlu7J8XWgtpSdBTBwPs53mrmBTCmNCWMOhcRcTbJJJ3NVu7rreI7JWgsrrFDTwTDdKYvmKRqaSR3OOK2tdD7I8Ui2ByrnVMHZLGhHCtsau8nHySa62J1jgj23Oh1qDjnBzcaVO1VuGgA5k6UU4c7u+UmuG\/8AjNiDXqLXE+Cm4Qp0jc0T4Dw60s2xzpkx9u2oymJoRbwWVs4Ola2ZioUT3WoN4jwVLTyTpvWtziL6Ip0qfjh71gAZitcJg4gkbU1dC27mVU8xYY2vFuaFWOHgSYojxHGKTlHKoDiBTFLAT0iuWwBVXEXABXuJxFDr9zQ0arfc8RNnuyanwyTVC1JNHcBb0on+IiiknwtuCD0M1b7gCR0MfI1CXAFa3cVz6if2P2qQkk6gFYe4QgkedNvDMXlEVzrAY+CPz85014HGT761M3PG3JYzG3GEONXcwpG4sdff\/P0+9OGKaVIpc4jhZJ+f8\/nlQox58mmZHsxee5oRz3\/n6iK0W\/VjF4cgzQ+5bg+XKujjowVEbv8Ax9j1F57R+K4vgPIMocnTqQTHpz0ojjbkNLXCJYgjISYAJDSNyTAiefOK52cUyMHRirKQykcmBkH8866FgsVYxWHRw1u24VQ1tXXIpO4Y65TAmG160rysJIBEduqlrh2KUf7gP6tZgCANdTz8oov2gx5RRGxWfvH0oDYuYawS7X0diCAlplYt0gKd\/wDsYoIna24zk5FZGIy2z4igAAygoZBEqII3k7mKmxYsgVuOr+8YraqFuH45s2QKz528Q1AAiAVI1D6kemla8Z4rgVuC21xmZVy5LaM794YBUtOWYUDLM+dEmvnDwMlvPl8WUsSjxpBOjLB1IAJqK1ihcCLdCXB4WJdSch3IVjqrDQhhHl5YnBT\/AJP2mX6MUe0WIv4028JZtOiqM3d3EVXUqWGYu0eHIwJ0A1AE\/ETvZTswmG7xmuhna2BFsEhRmB+I7k+FdAP3ovwzhYspddGZmuOAtxjL92FXLLDUgZm6kwPKK2BxAS6SQSMpHsdpkabKdxtTc3kcV+mo1\/7N67lHFcCa3\/u22W4AcxkQQJ3KHMCvz9ABRHs+HJVQANNvDM6kTB1Pn0iiXDLPiDoAZAkTAgkAyPT5154LMorS5JiDMfXUxsKVZdRYnlWjcEcdVLYuXQvwlmOqiSW8GUDXfn5jaue3UJPViZPmSZP1NMHaniId+6U+FT4o2zdNDBj7zUHZ3CC5dFW404IWM9XuEeAcBGTM+k0xYLCBEIUzVlrK5QvShPGMT3KwDqxgVEztkbjMKhdwlhwdZ2oU1u1J151c4e4AykySK1ucJBMxSwQmgZ5rIFT50FSI0GRWVlfWRsa+zXaU24VzpT3w3tAhIKxJr2srm+VhXuJfU84o9y4wIOlbX7hFvLOtZWVz0gT3h2VBmc0M49x4HwpWVlU4lBO4YgBMSZkmpBiDWVlUcRNnhflW1uwTWVle9TZcwmBovYsQPp\/FZWVPkYwJUxKmqrT8jPsdD9aysrF6gGbWEM008EY5fT7VlZSsvU9xENrUN2wDWVlTFRMZRBXEMEImlziNqNPlWVlU+P3BXuLmNu6xUXBuIPh7wuoFYEEFW+B1IIg9GEyDyI57H2srqgAqY8R24bawmKVbiqUuRDxq2eZUMmYAA7TqTG9V8HgWtY2wrwUZ0OhOxYKTBHhAYDbc89JGVlc9T8ynqCI6Y\/DHvGzMCxzRmgSBJWIU\/m9QpayBAJMMWdWJVdNMwI8tJ5VlZXMfuMoSxxPiFuybVm68C4DsSCpliGOXZDJU7nbcA1rd4fqAod88EOMpRBm5GdRzEHmfIVlZVJQMq39oPdy3bw4sqASGfUDrsJLa+n3pe7UYt7drNaJg6M5MsAf+P86kdemVlMRRofnM5G4ipcpo7HuAxJrKyqcn4Y0RmxYzeINFA+KYc3nVVOimSaysqIaJImPGTBYVAoM6gVHd4jBiCfOsrKnKgmaddT\/\/2Q==\" alt=\"Beneficios de la clorofila para tu salud que debes conocer\" \/><\/p>\n<p><center><img decoding=\"async\" src=\"http:\/\/galeon.com\/animales00\/ingrid8.jpg\" alt=\"\" \/><\/center><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Pr\u00e1cticamente todo el mundo ha o\u00eddo mencionar alguna vez una referencia a la clorofila cuando se habla de plantas. De hecho, el uso de la palabra est\u00e1 tan extendido que incluso podemos encontrar chicles con sabor a clorofila en el mercado. Sin embargo, \u00bfsabes qu\u00e9 es exactamente la clorofila y cu\u00e1l es su funci\u00f3n? \u00bfSabes d\u00f3nde se encuentra y cu\u00e1ntos tipos hay?&#8221;<\/p>\n<\/blockquote>\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<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ciclo de las pentosas\" \/><img decoding=\"async\" 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\" alt=\"La mol\u00e9cula de nicotinamida (naa) es una vitamina b3 que se encuentra  pinturas para la pared \u2022 cuadros | myloview.es\" \/><\/p>\n<p style=\"text-align: justify;\">La s\u00edntesis de fitomasa en el ciclo reductor del fosfato pentosa (RPP) \u2013 un 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<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_6MbTvESZFIs\/ShsaR5wr80I\/AAAAAAAAABQ\/iOtm8KzrbIc\/s1600\/20-04-09_1443.jpg\" alt=\"\" \/><\/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 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<img decoding=\"async\" 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ys2uknv1O6Z3\/CAkVCf5CKTLNLZpUutGGAIGDt1iu12kC0sBLl4Odxr+MCT5k4LLpNI0D79Rxv3R2daZnrJGe49WfX8L0SCm4iAISSy5YN2Z4cnYB2T55Y83WNJ6K5UJksbkseIRgp8q9esKPR15196za+Hvnqcbyd8aJlnGWt1xtNWkwclpxfGKcTh+\/oOaXBsxc30IO59iz8TijTd3YaTaZH9loFtpKrorW7y6nrDiXlFjMK0FNLd0MJbHLnZqXpHZ+0HM90NzLm32NTx8Y5HrHJVqeWq5gvDomBFpCkyo8gG6KSbonRG7+PWLZbAqNFdZ59OsCZKSa14A3jQanB\/jDLNzFADEqanW1MMOsDM8LInbgclSqEvdMLqvpKKDh\/hHUtBxwGo7okC15dLy8Q6dYhLc46W48Y+sW3677KtWyJ1QcBrH8Y9OtRWgFNXLqYqBa6dLeOIdesWoxuirbvMOZ6xVmM5YOnHVTy+HNPsTJEWgagrSu\/XAsu0HEimrl1EcvsWoG36r384lYZUxSS9QKaycK1HWLb3132UFXPm3gLwBoT\/CL5UtSo0d3X6wYk5abQ18xHJk4eYfeINwmPqYaSczmgWbMAXmRr196Gr4VtUWgHmJQDURiyihFSD1gK25Zm3DU7xuHWC7Jez4rqqd+774e2mhFFofhHW1mUi4CowOtqQDHS4Ky6LahY5zahbc2FpsOCJSLIttZ5ZJptEYDoPrHy30otQ\/pOYpSWfFQVINcbnWPq+USVK7te\/+cLZ2V7OrlGtEgTNRUzFvXiBTAmtcYi3D0m+Km1rZ4AHyhE4PHVKDzma59oj67\/JIZuQLKquRIAN0+ffr3xlvSCXLkygZcqWKuK1vHhfm3x++DfRKwW1bUhmidduvW+5YVummF474a+nNknGTLuBh4mN1guF09RBByuaYEK+katHGU6b65e2CSZMaOF7niUhyYkuZIRmlJvXi8zatKBZ9pAtV0S5eE0AYGusdYpnWO2XUpnBon3nc3djujRi1aYTOJfoAVzi3r9AKUvVreiEBw4j4ot9Z9CqX5jUDjAA9Trvb3JHkS0B2mK0uXTN1wBHEnWLMtsqJLuy0xLawTuXrFEuTaFSYWd10RiZm+8ndFTPOzY8U7Te+HJe6GkARCK7tzq4qtqeGIyi4JveZ66RsmMqXLaXLYykJKdeZ6wvm2oZ+b4cvXN3Hk3WPWlp1EpNOwPfDme6D7Tk61rMmuRMCDOmpcAAUanFhuikua3Ui\/X8+CLc4QEpW1jNv4cvWu49esUeuD7OX9x+sES3m3H8Xevvl690VX532v\/3L+aLFUTKQ2ORL0\/G923u2gnJciXcmUnV0k4Dymf6\/VAlieVp+HM9m3vV\/8cEZOnSxLmUlvtJ70cpn6OK0gmFrWWFl1m8B4D53gdrNLa2gCbi00AC4dZIAxj1smyyss3H9mfeDzzP0celzJYt6m49ROU+0FK1G7N\/xhjOyTk3sXom0gO7TkIuXcFbeyc\/hDCzIiygM7hebhPJYvmZXWZLmKZRAug4PjtL0imUZZlroNtNxjkOyGo4WrVoGlixJJvGkCCNPJc7iMWC\/vWkejuDz902TKsmWiKWaoXcvMnrGiScsxygJq14CowxBjOLkeTMRGImCo3Ou4ntidgy1S10ErUz43uQbp0ger2NhWsc4NMwTqdQLKdDHVM4aCLkDQ7+xa3JsoWQtMmNeBAXRGNTjvpyiVuyjLnXWW8AKjEfr3HrCy2ZUzsshkoAQcG+PMRyyMtwYHaPEOnSOGNJr6c2mOXfuW66tlqQdE0UCq4+Xd0ECyAASb247oJlMKrgeHf0HSBZZXHA6jv8A5QUI6b88eSEJkkq+WVIOO8bvjBC2a8AQw1cjzMAy5gAOidY3\/HpBkq10UaO7n1PSIPnJ4YmOvKdmWfFopoAs0Y6mFcORhhNtyTFKrUHXiOoiJsKHTq1aXtYpXXyhbImhakA6ufUdIsc4NBJjfngJAGYG6InAKBU6yd3wjzUIBru5RROnhgKjUTqPw6R4zgAMDq5\/yisuY5hNojqkWlpgoyUgzmvfy+MMpTBakwnW00mat\/P49IMkWm\/UEUp1jsQ3tE1B32XLvETH91id5hWA91ObaZiVzKcjOkEGlBTH+UfPcreh0x7YZomywC6GhvVwC9OkfRpkyl3R574AnKpmE3Tr5xqMEjKdAqaWMfRqF7CMxgGx8+EJZ5QlkuWqBWtBjjhCX0tyxKEpSS4F+mC13Hr0hnPttVIuftjNZYs0udLoyuArhtBwNzc1MXODtRqqMN3Ie0VfRvMTMQVVInS5ktGWYaYjSXkx6xn3VBbg2c1WgGl07mGEEWy3rZbkpJZYXL9WYVxZ\/KvSAHmobUDcepmA7YpUkdkUVXEgDcSug7OwuRz3tHgcBlvcjrxZMbTlKS8qYFdxgG0k706wulykaWKTOM8J5LAlleXdmaD7A94POnZGl9EckSbRKcnOLdfc6nWBzTpA+IxDabTUqGwj5x9VoUaFPC08jPRnz1S6fJS6gznB5TzMavK2X5MxJ8oFwSsxalcNTdekIPSCzS5U3NgOQqjEuK44+TrA1odM7N0G97xjk3ZFD6FLFBlQyY8Q21g\/wrXNa8AlcyJkb1jOJLmqCArG8pApUj+MMv8AYaZ9tL+5vpC\/ImVhZs46SySQqkM\/Uncoxwhn\/t0\/2C\/9ZirE\/ru8\/oxl6xM7qp2ebL5\/YhN0\/C923uF5fJBWTJU0pMrLAAZCSZC6qTN1zExRkyzvebxEOg3vVO74wfmG9XOmntR71fK3WC1YFDKM2cFllbMLubwrIBxvzNZC78DTrGysmS0aZLmZhLxKknNLUHDGtOe+M9lB85LREZLzSiKZxcNJxWtdQ6co1Nns1x5dHBOjXTFAMK4VjM7SLsjcpIvsVTWOillCzXZMwiUoNBqljzL0hbIzmbXQ3t7teQ6Qfb5yvKmBXBNBxjzLBPom4ly2vsMXwxB3DlBnYjawwwFYOzZj6czoObrG7TLc5NPTKNNPSHCpa0TlVAKjAYXB16RDJaMbYKoKX3roDk2+kE5dF6beVhQgcQH4mKmlHOsSRSj8Q5HrGnWE0nAcH5LPouLaoN\/Sbv8AbRaLKEq7LN1ADeGpB16RVZC1waPEeEdOkIsmDB9Nd3EOvWHdiTw9obR4hyEeeVqNRjMrw5pjex16rpW1c7swE\/H6I5Xe8uHl3DkOkckKxro7jwgfwjiyzeGI4eIchF8yoDYjV5h\/r4Q9NuU3JNzupPl3qx+exUuTQ6O8cI69P2bosS9dXR3eUcz0gUHROkNY4h1gyzzAEWrDfv6mESSJvoqUV6zMvUqaaqUGr7ooswY1qv8AhHMdIkFJmChGLDeIlb5DLLYtQDDGo5jrFlLDmviGMkiTHOsC4tKT63d03OiYE+4ITKjMoW7hia0UfSPS3YqpOv4DmYAnCqih57xyguXsLiPvHMx2+GwNKjSbTIa6JuWi9yevlqucr4io97ny4TFsx6BH2epmiq4V8og+0C6tVwNd0Z+lXYVG\/eORguwIQzEgahygh7ZgzsohxEjqb\/nki3mvRa9Y5MZqnD\/COUTnaVNWBNT90UNIYtUYjnUY4QzY+f5dJwPXb5L5rkDKlrecFmGYVKtUGWoGySOHnGgml7jaO8cA6wxtGTpqoxZQBTXeX6xlMt5OmTJVEpUOCdNRubmYceFpvP57UY97cXXbbuxBFogWJnRo3jZXZQst4qWlIxu0qZSnibpHJljAm1ElKjGuaXXQ9InknIdozKUUa2418zd3WALX6NWoWkzCoCCZeJzibINSaXq6ooqYug2xcydCJEhEYbC1HVXM71wa2IMnK6OLgQehKRWbO3Znh8A9yvnTtg\/J1utMqV4d5Kua0lKK0C04fjFWQFKtMLTEpm\/tAeJORgvKpvIl2YhoW4wNy8zDOY1zbwehC2n13fqBSyeEic229tI+KlbJs97rspZigqTKUnWR5eQgoSZgmTGKCoMylZajc1Km7XHmI0Po9b5aWaSrzVDBTqauN5ju30jM229fmi+nveNRhRsNf6zXfAlCq57nsLC0NMA3vci1gPdOqszSYjRLpt+kyksUqvul614cfjA\/i\/Z\/\/Sv5YlLkNcfTTWvvF69YrzDedP7xfrBadI8lrLvNpzPZt7peX\/Eg+ztLEt9JyC6VGbXHCZ+k\/bugDJc9bzeEns23vy+eC0nrm28NNtN78pndFYThdtlolS1W7MmVaVgc0uiM5M5zBjiR+qsbKzTpd5RV60A2RyHdGBypPWkvwk9md7\/aTO+NdItfiqLi7t7dO6BMVhHYjKGgWM3JHyQeMqBgE7les6S7kzxG2BwDzDuhnktEzQo52jwDkvWFlnnKUmeGtaDe2OkO6Dcn2gCUKIu0d7cl7o2x6X5wuaqZe7Nhp1\/cOqYWuQhum+dQ4B17onNs6Zx9M6n4ByPWOTpqkLoLqG89YKnhLzm6NT7zyMOZj3qhpGfbUcpNZGly0drzEVUbA69Ye5GtKPKqL22Rio5L3Rm5k0Zp9Bdpd7de6HPo5MGZ2V221FuS9Y57t7B0XUXV3N8VhMnSeAQFq9nV3NLWiIg\/MrRqFvIQW4cKDp1joKkMKn7h9YHSfpqLo4efIdYskuMdEft+scX4e9GnpHnoukP+WT0+ioMtQp0jrHCOTd0WqFuridR4RzPWAMs24y5dVVcSBje5HrFdlykWloSqVoefmPWNQ4R4wwxENym3rTMnb2LK75ned3vErSyaCYpqcCN384sy\/a1eQwxGzuB4h1iiQ+kuA3c\/rEcpEGS1VG7nz+MWdnkDGU4\/f15CjirUH\/6T8kllKtzaOs8I5fNDBJAKrp\/4epgKqhRojWd\/SLzawAoCrSn1jvrrmnZYOmg5XkCiadLeeEcvjDTJyh7wDbq4jrCZLQDOpdXWfwg+yWq5fKqK4CIkEi30U5aHbb8o23JdCLeO86o8ttVSq44Xdw5RAWgTFVmGNSMMP9a49MkreBu8t\/SIxaHfRMS2dtueFTares5Gliq3t9AdWPPpC\/Jno5nQ4E2lCpxT5usZPIXpLNmTbplyqFWJoGrgpPmja+i2U2Od0VGzz68z0gTG1zRwtSrTMERrB3GxR\/6I0sSyjXAvOhOkHy3CZ2bJOZQSy96lTW7TWT1jJW30plNaWstyYGaZmL1FpUnN12q0qaxr7Xb2qMF1deZ6xmLbkCzia1puHOBjOBvtS+DfGFdVRqjkaNajUrOqYi5dBEW8R50t8Oi3KTabBliwEBZe2+iYs0qZMaeWF0LQSqHF1xxfpCpFlXFq0w6Z1IK6lrTTg2b6UTbRKmJNSVdug6IYGodO\/rCx565seGm229+S90dPhm4gU\/65BdO2nyCOGaPFqj7WJYCgO+x5AcKmnHjTnHZ6pnZuk\/veAcm74BtVqACeGmwN78z3Q9yhJlqZzBBUCadbcm6xfonawuBjZZ4tLWW5vPrXgXr3wL6xK80z+7X88da1Ayn8NNa73690B59fsk+9\/wA0IkykjbDKtNW8ObsNTwjrp8sTzdqEtqy5o001yiNz14fhBGRgiTC7TEoFatA\/L5Ity3aZU6TRJq4TFJqswa1fsitOGiJlKMpC1Ul0Sb7M+6JxvzO3lSNDKM\/Prg1Kjd8OkZLKtmSkrxZfszumfaTOSQSLOvro8SX7UbpldY7KftiTXZULiKPeDWIvZbT0dWaXbOA3bnEuFby8xDe3q12XcA1tW6Og10EY2wSVAmeImxyfzJ2wxlyEMpaTE2m3NyXpBg1+y5uqPDvp+7qtOizLi4HVy+MXzlmXnwOpt3Q9IThEuIM4K05HHX0hvNswvPRhiG58jE9vshpOfXcesEnnS52beiNWo4fj0grJOdErFXBvHhI3L0ij1MLLeswaxz69I8qoEXxF1tuPTpGb2tRfUwzm0wSZFgIOo3ROCqhrwXGBB1cI1WhlZy8mDcO7oOkUzJky6129WhpQYxTZ5qVQXxqTc3IdIUWGUtW8QauR+kYfZWBFao57iQabhbWTJkHj0fitDF4ksAaL5gd44051UpzWgo1Q50lpok7j0gyxibm5dVauPD3N0gOZKW43iDWu48m6RfKCBEGcXUdx8zdI2u2KD6mFLKTSTmFgFn4KqG1A57oGU3Lh+5aaTfvLtaxuiUwsUbfgNw5iAUnJfAvCuG4\/SBpbJcYl+W4+YRm9mdmPL+9q5mlrgQCNUVi8W3KWMIMggkO0sj2Vro\/XFFqv1FOUAWiZLKjTGs7jy+EV2gpRdMauR69I6ePyFkONjfYesE1AfOH4nd0PSGOSTi18rSnFSla9YzzlM62mOLceR6RXJCFXow+4\/SIkAiPLZSJh3tPrLcFlpgV36qdIRW2ZMzzBSbtcKHClIBstivS1usMGP4CKLQqLOClhUEDUeXwiLWBs3+CUkn3et0UbHZaMSJajaxuKN3wjtsmTVQmXeU1FboIwoeULBNlIHYuKAGuB+kBS7XKmo1yYMCtaq41hqax2mJHLMGNrQrWMqub3l4E3mYta\/tC2mSDNaSpYMTjjQk6zGIt863euOP61m88RszLt298KXafqpGx9GrdKl2dVZxrY4BuZ6QgynlmQ0+YmcF4uygXH1k0GN2kcnnezG1clPN4vcJ1AgwuhwTj3TbTYdePilHoQJhtDZ5DczR9olFreSm0KV1wy9NUIEnMIKVe9m0B8tK3B8YxdhkKFmeImwNz+dOyCUs6tLFJibbbn5L2RsOws4kV82giNt7\/H4I4t8WZE2oT6JoTNgcB5npF1qmWnOThSaR4tNEkampu+EB2uxCieImwNz8z2RYbOrWiYomJUmaAKPrIftgjZTCBli05t6pN1r7s9ekVUtPkmf3Z+kFWzJJlymLPLALKOM8+yFPqy\/ay\/umfkiCciExs2bN\/B9huIfSKSssSmwmbacS8pnbF9ktI0vDl7Debl80VTbUM03hy9tPNyfuhJJflQyqS8JnszxL9pM7YvLSxawaTK5wcS03dsetk5CsomXLPhnzeeZ3Rybal9cpm5ftO6v70MVEozJGUJbmYLjjw67QPGnbD+xXM2uDbTbxyXpGU9HrUCz0ly\/Z7r3nTujTJa6Sloi4u1dfJesF0iTc8\/Qrn+0KbGOLGgCw\/5JtOKXVwOyN469IcSrerTil043hW8OR6Qk9YqiEquyOfMwdZZw9ZOiNbc+R6xfePeskkB+o1GyMn2dDLcY6+Y69IXWyUiqgxOJ3j6Q4mTRcfRGvr16wryjOFJeiN\/OH3\/ADhVyMu2n\/0pLNXOoKNw7xyXpE5FlRbxodR3j6RbJVC6G4K6PPkvWK5FpqTorqPP6xxVDFvpY0spujNVgi1\/FEXnk6Rquhq0WPohzhcNMe77BDTSlxsDrXeOR6QdY7EjykOOo8vMekAzJy3G0RrX8DBEi3lUlgBQMd3c3Mx0XbGIq0MMalN2UyL2PzkLKwNNlSoGugjKf+Ste0qJ926cGpWo+kDLbFKPonUOIeYdI0KWGUzq5li8aEmrazjqrSF+U7HKlyXZJag0A1scKrzaKKPbeHe5tMB8mBoNf9ytqYGoJdLYud9\/\/VK2noUGidZ3jkOkXsiMqnHVzHM9ItyLJlzZZvy1NDhQsNw5GH62CVdXwx97desV4n\/EWEw1V1KoHy3WA3cAjVwOh4VlPsjEVqYc0tgjr\/1SJpKZxtfFvHI9IP8ARzJCz2dLxXAY4HUf5w2GT5V8+GMa7231rvg7JlmSUWaWoUkUOJOH6yYrxP8AiGgKTsmYOixgai\/7ip0OznmsM+UiTIvv7B812RkJZS3Q9cSa0A10H8IxGW56pbHW6SQRjUch0j6M04kVNI+Z+kU0evOLqnSGONdQ6xX2JjsRiq787szcsgQARMcDryVZ2lh8PRY3u2wcwk34PUrO2TKKTy0q4y3kbG8DSgrqu9ItsdhlyZcw6bAlN4GoN06xfkmzyhMJEpRQNjVuR5tBFtmgSzoLrXnyPWOiDTq7VC1sVS\/y8PZhBkEb3\/1cDfZBWj0hWSJaCUzaNdsDWzdvSFM15bWu9depmg7QwJIPLVB1rVGCFpSk3ebeZuTQve0AWugRPaAcXMd0BnDMpvdUDYLpnrutfs6vTezIzVoEoWxCWVmYPsDiHnTpBcjNrLGDnTPEOS9IryBOV2cGXLpm60F7zp3aoLyrNVES7LQVLeY7l7osLSW5kUcSwVxQ9Yiem\/XouWqclE0X2BxDmekVrPlpaZj3XJUzTS8NwfpFFst2CaEvYHPme6JWi0jPTvDT33m8r90VXRKlbsrJOksplstGU4ODzHlhRWVymf8AUv5YulWoZt\/Dl6183Xuin1ofZy\/8X5oZOSSZKcWVp+l4p2G9+v54vsSWhkekwk3k1TlO5+6FliMslgJh2G4Dy+MMsizZctZhLk1Kal6P1hkhBN1zKMu0ASxnCDc+2Ucb90TmrPz\/ALQ0LYDPLj+q9BVtlpNMt7xu5vUVxwd8cDWlTjELXLTP3b+N8cJ+6u9caiGTGJss3IFqVJlZrbAxNpXXfTVp4YVhhku1zVki\/aACZjUvWlThdTff\/Z1iidZEzUzxOFeE+dIWTrMgkp4vvH4D5ZfWJAwZVNannYWSRPHmD9Fuc\/MKIROrojETlxxPWG9imuLTUzcAzV8RdVDurGQsgQSZQv8AB5TzPWG6zZefbTPHw9D1gtpBbNtOFztZhFUtBNnRqtfOtJZGuzATUanHWBpkqe6oUvNjiQ4+sZ\/J82WFmaR3cPx6w+yblqTKlAMXNWJwXoOZi7+eFnnMBvpyP3eSdWaaVuq7gMAoILitaQklS54qTeApvcfWPTXR5wmXjRipAIx1CDp7AqwrStdaikNNo8vzVTEgzfU7hKXz1xqMdY4xyPWLFnuqoGmAGh1zF8zd0Uz0RUY3sCV1A4YH9kDT8l55UdXoLpGIPmb6wD2lToPoZa78jZF9Od+qIwZrZ\/6YzHKbZv8AyW0k2edVW0ruBrXCmuuvVHZV4hhWuHmHMdYus2WpQRJGneChK0FK0C860gWzKEqxOFKYDqI4JmHc9zi4uDQXXkac6f2XSVcVkhrYJIsOvCJlBguJpj5h06xyeWqKHd5x9YqmzFZRQnAnd8IjNUYY7uUQq1xTBpsMtbEHML\/hKVOianjfZx1HG3XZFSS2dxbCp4h16w0WZStWA\/WIVS5VJhNd53fGLZ4DKQDvG6D6LarKb2NaSCTeegsOiEr1WPe17jEfdMlm1FQwPwMKbXezpx3jiHTrFM3KsuzgLMvEmrC6K6qVGsY4aor9cSYyuCaNdIw5gQqtFrWCSc1pE6apMe4u6bHlZKVZ7St4tUChxLigww3wI1pdZbXpyjSWhaavJusaPLoWXZ5rs2AXG6MdYj5xlK1SpskhXcUmLW8nNX5HoY67CYx9am59Vga6Yj3deqApYMvqNDHOLLgunTXp5eSvy1aZpaWUn4XN1oUCt5++Khn\/AFpfFNM4vv11VG6\/Cu0Skuy\/E4DwHzvDNJaesL4nGvCeYiTjN1v06fdsDJmBF12yvPCzPF4B79fOnfHmefmx4p22\/tC8l74Gs0pLszxOAcB86R5pSZtfE424TyWGVl0Ta2n0TxTsD368z3xFvWDaJgE0mpm0AnryemF\/\/wBR6fKUFFDEzLg4NkVPXX+Hx1EXRKtTtMIoDNYgSxWlH1HnCABN0hE3QjybUkty8xlxUAtPUc99+As\/O+3\/AO5X88MvSK3SpsghXYC8pqUwppDcdfSMwsmX9r\/gP1idVrGuhhkKVXK10MMjlM8mvLvNoPsN7wcvkhhY2l3GqjAXkpV8CaPrN3AdYGyaJ141k8Df2dRu+SGRaZmW8HSvKMJK4ij4kXd2qn+jWoBXWmeirLN0g3NkMBQhn16O4k\/H8YFk9Y2W2xxj8sQcTrkvwuA+4Xzv2wSRN9Y9nhf+xX8bsJJLDmzLmC4+yOMedOyA51mlGUmjM2394OUvshxIWbdmVlcA9wvmTtg\/JllLS9OSpo5pWSvJe2HUg2TCy9tyisoIglkgSxiZgrv7IfrMTPN4Z4+MeU9sAektmcTQFkClxfcKf8kV2W02k2pwUN2s0ewWlLr0xufDfFjKkWKz8VhATmbAiSbTMe9NLHaUCTdA7uMdekEG0qZa+GdpuMdvSBVecJb+HjVfcr16R0TrRm10cbze6Hb0gkOv9+iwnUgRPT9o5T+VbAHlUl+TG9vwwP6qQxsWUhOJXN0FDeN4fHDCEFnnThMl6OBuV8NeS9MKfsg2zTZoqFUgUJ9moqf1CGmfgolhafMn1R0RdvzZRgEalRxa8DzGqA52UxJWWipUUPFzLchFbz7RcOB2l4F5HpCvKdotOhRTsfZA8TdIhiKNKszJVaHCdCUsOarDmYSDGzRzKeLlj+sAXBtji+HSC7N6QlwwMsDRrot3L06whs7TjakBTRvrXw11VFcbsamRZQA1JSjD7Mc16RznalGnTcylSGUPBngzuVo0c3iqPuWm1rhG5GnCajEqRRtx6DpEMp22490JWlN\/8ooM2Yii4LtSa0Uch0iq0zJjUJFTdxJUdYynYSk8GiAMw1MCCrv1VVo70uOU6D8stFLmgvSnPf8AHpF90AH9Vcf5Quvvf+\/cOvSIz7TMukiusbhBtKjVa6c0idENVq0nA+G\/l91lf\/6HlPNPKW5eDKTtU1HVqO+HuRHVpEh6EEy0NL3QdIjbLGs4K06UsxgCAWlhiBr3jnGLyrlS2SrWZMouklWRVVZS3Qt1cAbmrE74nUpMxR7qmMr23JO\/l\/ZH4YB9JoFjH1Vdr9NGtMqbKeSqqyEkq5rhjhUU3Rm0eXmn0H2094OUzsgqyLOq\/hcD\/wBnXl8kds6Ts29ZPGn9nXlM7P8AX643g1rfREI6nSZTEMEBBWh5d2XoPsH3g879kM0eX6yug22vGOY7Yk8iZcTwRsn3C+ZuyPof9ESs2H9Xl382GvZpa3rta6tdYGxWLbh8uYE5jFkz3huq+Z2IyyszQfYHGPOnZFkwy1lrRX224xyXsidlz12Z4XAPcL507I8+eza+FxN7heS9kFqxTnz5cuYDcehTc41VJBGj\/GDLVNlzJsxpiMFGdAF8VbBq8PTDGAbU82iAyiRcFCJCkg1Oqq0p0idtmTmnTPCwXOhfAU8L0xuYk\/tiCjKWTzKMpwEcKCtAJg69muF1yV5Jn94PyQzl5\/NvWVvX+zr17Iouzvsf+3T8kJMpWSxHT002G4ukTs1muy3q6CrpxdJkW2RZenpvsN7scvnisypZlNpvtp7teT98OCkrZ8iqS6OmweLveGObHrA002xxQrmpLCSxffYPu18798McwnrAN99scA\/PCUpXrNI0ZgvpsDi70im12bw000234uiROVmwsw3n2BwDzp3wNap0rNJVpm29DcXknfqh05XLbLAuVmINAcXxgF8ntn5pvy8c\/wAfNX+scytMlVSrTPZj3ann+kgyyrLmWp0DzAWM1amWtMVf9JjCEmyYXMJfJyeRKm1eWBVMb3zQXZAqyVBmSxpvTS6J0g7KmRllyHJmsQWQYShhtfpMYTTbNLzUvxH2n90vZ+kiTmupPgiCoYmhmBp1JWgs8+XnpXipXwsK9F6QZZJYq2mmyd8Z6z5Pl56Sc4\/uTTNDcqb850gix5Vk1me02GOwv54sbU1n8usuvgMpHdgnWbjp5JzIUBG012l39GiFukXll0ddjzdxhRJynJMt\/a7acC8n7+kTtGUJV2X7TYPAvnfv6RZ3reUJ+grfs25HPmtD\/Q80zw4C0JB2hqwhfJyLNCzK3dgcY86Q1lelMoTllXZlRRK0Wh1DzQKMvSmSYKTBog7K+dO7rGcMTiu9a0NGSbngf7uvBVwwdQtcS29yLjf2quzZPZZVCVGmeIchEreFW6GmICFG\/wCMVnKcrNg+LS+3CvJe+F+WJkt2VrzissYXFPPvjT74DQ\/NDjs+u4kvZEgbjb2p7KtssWhiZqChmVxO4NXdFtrypIaU12choVrr69Iys+RLE6ab7++92OT98Cyc3m5mnM1r7teZ\/SRk43CU8W9r6pMgQIj6g8rZo4KnRBDSbmdR9AEyy5LWassq8sgFxWtMdHnAy2I56XpJ7ri7UikzJQlJpTNt\/dryTvi9Z0rPS9KZ7rgXyp3xdSYKdMU2mwRTbCEZkyyG+2kmw\/F0MFrI8NtNNpOLo8K7FbZV58ZmCPwLy+eCJOUJTS39pg6cC44TO\/oYsTyibRLwSrpsni7mjxkf1kG8ntBxdRANrtMoiWazNg8C+Z++CRNl+sLi9b68A5jv1QpSlU2ZRdmeImwOLvT9kUWqVWWtHTbbi6LFNmEu7M032B7tfOnfHWWXmhpvtt7scl74YlNK7bLNgmmmwOLqYnaJIz87xE99xdrwPb2lgJpTPZj3a8z3xKasv1idpvrne7Xyv+khkyolWbw5mmmteL4xT6r3y\/8Aqi2UsvNzNOZrX3a9f0kU3ZXnmf3a\/wDkhwkmNknrp+Emw2+Zy+eIpPXNt4UvbTfM5P3xbZOL5Gji+zb50\/B4SShaZ63ZfhS9g75nnfvgw23+sUzcvbHn\/PA1p2ZfyH994Kf\/AHn\/AOYhFJCybaCszwpewN8zzp3xXOmqZSVlJtvvmcpffFlm2ZnyD99Ik3sl+d\/wSEnQ9tSW1y9KT2YxrM64YPHUtCpanZZMsMpnEVMw43XOq\/TGCbZsy\/liub7eZ8J37rwwMJgYXZ+W2myXDy5VAyHDODHS74AmWhc2nhS9p98zt74uk+ymfFP80cmezT5n\/wAsTc5zjLjKk5xcZJlXSbaM9KGal+63zOSd8CWJkrM8FPZvvmfngyX7eV\/yvwSK7HrmfI0QUUJKmIJb0ky9tN8zlM747abQt2X4UvYO+Z5374vT2bfOn4PHLTsy\/kP77w6SIM9fWx4Se0GNZnTvpFVkt1UmeFL2B9pjppht64IP+9D5x\/CB5Hs5nyf55cJJefKHhL4UvbbDxOSd8Rt1vwl+FL9mN8zme+Jz\/Zj52\/dSI27VL\/4Y\/EwkpVk62jPTRmpfvt8zyv3wPJtC5uZ4UvWm+ZzPfBU3283\/AJv7rxVJ9nM+K\/iYQSVU20LmpfhS9p98zknfE1nrnpfhS\/db5nlTviUz2SfM\/wCCRMe2l\/8AK\/dSGSVNjnrWZ4UvYffM5fPEZVqAlPSVL25e+Zymd8W2TW\/yP+EcT2T\/ADp+EyHSXp9sBWWc1LrcOFZmOm\/f\/wC4vFsHrS+FL9ouNZnMd9IoteqX8n+ZoJb\/AHsf8RfxEIpIKy20XJnhS9gb5nnl98Sa2jNL4UvbbfM5L3x6y7Mz5B++kdPsl+dvwWEkoZQtK0Twpfsxvmc274umz19YneFL1zt8zyv3xG26k\/4Y\/Foumf7xN+M78HhSkg5VoXNzPCl613zOvfFPrC\/Yy\/vmfngyV7OZ8V\/jA8JJf\/\/Z\" alt=\"Ilustraci\u00f3n Abstracto Que Ofrece Un Mosaico De La Tierra Hecha De Una  Multitud De Colores Brillantes P\u00edxeles Fotos, Retratos, Im\u00e1genes Y  Fotograf\u00eda De Archivo Libres De Derecho. Image 65955916.\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Mosaico de nuestro planeta Tierra que recibe una fracci\u00f3n de la energ\u00eda solar<\/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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Tema 11\" \/><\/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 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\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.investigacionyciencia.es\/files\/18209.jpg\" alt=\"Resultado de imagen de La fotos\u00edntesis en los oc\u00e9anos, muy afectada por la escasez de nutrientes\" width=\"478\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Mapa de clorofila en los oc\u00e9anos<\/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 oligotr\u00f3picas que pueden ser las responsables de la mayor parte de la producci\u00f3n de fitoplancton.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Sistem\u00e1tica de las algas\" \/><img decoding=\"async\" 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\" alt=\"Dinoflagelados - Apuntes de Bot\u00e1nica y Agronom\u00eda - Docsity\" \/><\/p>\n<p style=\"text-align: justify;\">Los protoctistas fotosintetizadores var\u00edan entre los m\u00e1s peque\u00f1os flagelados pigmentados (como las criptomonas 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 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Nutrientes en el oc\u00e9ano by F\u00e1tima Jim\u00e9nez\" \/><\/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 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/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 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;\"><img decoding=\"async\" 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\" alt=\"2. Nutrientes en el oc\u00e9ano\" \/><img decoding=\"async\" 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\" alt=\"Fitoplancton: definici\u00f3n, caracter\u00edsticas e importancia\" \/><\/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;\" align=\"center\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es una CADENA TR\u00d3FICA y ejemplos - \u00a1Resumen!\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es una CADENA TR\u00d3FICA y ejemplos - \u00a1Resumen!\" \/><\/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 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 zoomasa. 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 zoomasa 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 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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F06%2F14%2Flos-misterios-de-la-tierra-6%2F&amp;title=Los+misterios+de+la+Tierra' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F06%2F14%2Flos-misterios-de-la-tierra-6%2F&amp;title=Los+misterios+de+la+Tierra' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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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 \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 \u00a0Encuentros espaciales La m\u00e1s destructiva intensificaci\u00f3n temporal de los normalmente suaves flujos de energ\u00eda geotect\u00f3nica \u2013 erupciones volc\u00e1nicas o terremotos extraordinariamente potentes \u2013 o de [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28164"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=28164"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28164\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28164"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28164"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28164"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}